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ISO4217:MXN
xbrli:pure
Anexo N Bis 3
NO
Fideicomisos
NO
<p style='font-family:Arial;font-size: 8pt'><html>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">El Fideicomiso no cuenta con aval u otra garantía</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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</body>
</html> </ p >
NO
NO
<p style='font-family:Arial;font-size: 8pt'><html>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style='font-family:Arial;font-size: 8pt'><html>
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</title>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Banco Azteca, S.A., Institución de Banca Múltiple,</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Dirección Fiduciaria, como fiduciario del Fideicomiso número F/1110</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">FIDUCIARIO EMISOR</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">GENERAL APLICABLES A LAS EMISORAS DE VALORES Y A OTROS PARTICIPANTES DEL MERCADO DE VALORES POR EL PERIODO</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">TERMINADO </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">EL </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">31</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> DE </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">DICIEMBRE </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">DE 202</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">5</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Domicilio del Fiduciario:</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Av. Insurgentes Sur 3579, Torre III, Planta Baja, Col. Tlalpan La Joya, Delegación Tlalpan, C.P. 14000, Ciudad de México.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Domicilio del Fideicomitente:</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Av. Santa Fe no. 498 Oficina I Col. Santa Fe Cuajimalpa de Morelos, CP 05348, Ciudad de México.</span>
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FPLUS
638176752
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<span style="font-family:'Times New Roman'; font-size:12pt">Bolsa Mexicana de Valores, S.A.B. de C.V.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">C</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">lave de cotización:</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> FPLUS</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> 16.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">N</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">úmero de</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt"> en </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">circulación: </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">, se tenían </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">63</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">8,176,752 </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">(seiscientos treinta y </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">och</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">o</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> millones, </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">ciento</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> setenta y seis mil </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">setecientos cincuenta y dos</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">) </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> en circulación. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">N</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">úmero</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">en</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">tesorería</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">: </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">Al 31 de </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">diciembre</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> de 2025, </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">el</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">Fideicomiso</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">mantenía</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> un total de 612,544,475 (</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">seiscientos</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">doce</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">millones</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">quinientos</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">cuarenta</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> y cuatro mil </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">cuatrocientos</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">setenta</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> y </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">cinco</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">) CBFIs </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">en</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">tesorería</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">Nombre de la bolsa en donde están registrados: Los </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> se encuentran inscritos en el Registro Nacional de Valores y están registrados para su cotización en la Bolsa Mexicana de Valores, S.A.B. de C.V. bajo la clave de pizarra "FPLUS 16</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">N</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">úmero de fideicomiso y datos relativos al contrato de fideicomiso:</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">contrato de fideicomiso irrevocable </span><span style="font-family:'Times New Roman'; font-size:12pt">F</span><span style="font-family:'Times New Roman'; font-size:12pt">/1110, de fecha 13 de julio de 2016 y sus anexos </span><span style="font-family:'Times New Roman'; font-size:12pt">respectivos, celebrado por el fideicomitente, el fiduciario y el representante común y el respectivo convenio modificatorio y de </span><span style="font-family:'Times New Roman'; font-size:12pt">re-expresión</span><span style="font-family:'Times New Roman'; font-size:12pt"> de dicho contrato de fideicomiso, de fecha 14 de octubre de 2016 (el “</span><span style="font-family:'Times New Roman'; font-size:12pt">Fi</span><span style="font-family:'Times New Roman'; font-size:12pt">deicomiso”).</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Fideicomisarios en primer lugar:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los Tenedores de los CBFIs, respecto de los derechos que se les atribuyen conforme a los términos del Fideicomiso y los CBFIs</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Fideicomisarios en segundo lugar:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">E</span><span style="font-family:'Times New Roman'; font-size:12pt">l Fundador Relevante, por lo que respecta al derecho que se establece en el inciso f. de la sección 5.1 de la Cláusula Quinta del Fideicomiso y cualesquiera otros derechos que se establezcan a su favor en el Fideicomiso </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Fideicomisarios en tercer lugar:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">cualquier Fideicomitente Adherente por lo que hace a los Activos que hubieren Aportado de tiempo en tiempo en caso de contar con el Derecho de Reversión u otros conforme se establezca en el respectivo Convenio de Aportación y Adhesión.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Otros Fideicomisarios:</span>
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Los Tenedores de los CBFIs, respecto de los derechos que se les atribuyen conforme a los términos del Fideicomiso y los CBFIs
El Fundador Relevante, por lo que respecta al derecho que se establece en el inciso f. de la sección 5.1 de la Cláusula Quinta del Fideicomiso y cualesquiera otros derechos que se establezcan a su favor en el Fideicomiso
cualquier Fideicomitente Adherente por lo que hace a los Activos que hubieren Aportado de tiempo en tiempo en caso de contar con el Derecho de Reversión u otros conforme se establezca en el respectivo Convenio de Aportación y Adhesión.
Público inversionista
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<span style="font-family:'Times New Roman'; font-size:12pt">Fibra Plus Management, S.C.</span>
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Fibra Plus Management, S.C.
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<span style="font-family:'Times New Roman'; font-size:12pt">Némesis Proyectos, S.A. de C.V.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">y Némesis Gestión, S.A. de C.V.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">, el portafolio de FPLUS estaba confirmado por </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">6 </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">propiedades, con un ABR de </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">634,665</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> m2, de los cuales 4</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">6</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> estaban en operación (4</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">72,532</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> m2), 2 en proceso de estabilización (12,7</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">00</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> m2), 3 en desarrollo (69,951 m2) y 5 en fase de planeación y/o búsqueda de </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">financiamiento (79,481 m2). Los inmuebles de Fibra Plus se encuentran distribuidos a lo largo de 20 entidades federativas de México, siendo la CDMX donde mayor concentración de ABR tiene el Fideicomiso (</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">47</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">%) seguida por el Estado de México y Sonora (1</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">4</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">% y 13%, respectivamente).</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">De la misma manera, el portafolio de propiedades se encuentra diversificado por segmento, con un 39% enfocado al sector industrial, 36% al comercial, 16% al de oficinas, 6% al educativo y 4% al de vivienda.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">Distribuciones:</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> De conformidad con los artículos 187 y 188 de la LISR requerimos distribuir por lo menos una vez al año, a más tardar el 15 de marzo, el 95% del Resultado Fiscal del ejercicio inmediato anterior. El Resultado Fiscal se calcula conforme a lo dispuesto en el artículo 13 de la Ley del Impuesto Sobre la Renta, considerando los ingresos acumulables obtenidos durante el ejercicio fiscal y restando las deducciones autorizadas; a la utilidad así obtenida, se le debe restar la pérdida de ejercicios fiscales previos pendientes de ser amortizadas. De conformidad con la regulación, las entregas de las Distribuciones de Efectivo se realizarán a prorrata entre todos los Tenedores en proporción a la tenencia de los </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> de cada Tenedor. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">Periodicidad y forma de pago de Distribuciones:</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal; letter-spacing:-0.4pt"> Las Distribuciones de Efectivo se efectuarán de manera anual, siempre y cuando existan recursos disponibles al efecto conforme a la operación y manejo de las Cuentas, ingresos, inversiones y egresos. Las Distribuciones de Efectivo se efectuarán siempre y cuando existan recursos líquidos en la Cuenta de Distribuciones y siempre y cuando se cumplan con los siguientes requisitos: (i) Que el Comité Técnico apruebe los estados financieros del Fideicomiso, con base en los cuales se pretenda efectuar la entrega de Distribuciones de Efectivo; (</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal; letter-spacing:-0.4pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal; letter-spacing:-0.4pt">) Que el Comité Técnico apruebe el monto de la Distribución de Efectivo de conformidad con la fracción VI del artículo 187 de la LISR, previa opinión del Comité de Auditoría; y, (</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal; letter-spacing:-0.4pt">iii</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal; letter-spacing:-0.4pt">) Que el Administrador, con base en la resolución del Comité Técnico, realice la instrucción respectiva al Fiduciario para la entrega de Distribuciones de Efectivo a los Tenedores, con base en el monto total aprobado por el Comité Técnico y el número de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal; letter-spacing:-0.4pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal; letter-spacing:-0.4pt"> en circulación. </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">Es importante señalar que</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt"> al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">, no se ha realizado Distribución alguna a los Tenedores, toda vez que</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">, por e</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">l estado actual de los </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">p</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">royectos</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt"> en desarrollo</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">, no </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">se ha generado</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt"> utilidad fiscal para realizar dichas Distribuciones.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">Fuente de las Distribuciones:</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">Las Distribuciones de Efectivo que deban entregarse al amparo de los </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> se harán exclusivamente con los Bienes disponibles en el Patrimonio del Fideicomiso. El Patrimonio del Fideicomiso también estará disponible para realizar el pago de gastos, honorarios e indemnizaciones del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">Nivel de endeudamiento:</span><span style="font-family:'Times New Roman'; font-size:12pt"> Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> el nivel de endeudamiento es de </span><span style="font-family:'Times New Roman'; font-size:12pt">3</span><span style="font-family:'Times New Roman'; font-size:12pt">1.62</span><span style="font-family:'Times New Roman'; font-size:12pt">%.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">Índice de cobertura de servicio de la deuda:</span><span style="font-family:'Times New Roman'; font-size:12pt"> Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">, el Índice de cobertura de servicio de deuda se encontraba en </span><span style="font-family:'Times New Roman'; font-size:12pt">1.</span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">1</span><span style="font-family:'Times New Roman'; font-size:12pt">x</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.5pt">Periodicidad y forma de amortización de los </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.5pt">: </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.5pt">Los </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.5pt"> no son amortizables. No existe obligación de pago de principal, ni de intereses. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.5pt">Lugar y Forma de Pago: </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">Todos los pagos en efectivo que deban realizarse a los Tenedores de los </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> se harán mediante transferencia electrónica a través de S.D. Indeval Institución para el Depósito de Valores, S.A. de C.V., ubicado en Paseo de la Reforma No. 255, Piso 3, Col. Cuauhtémoc, 06500, Ciudad de México, México</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.5pt">Representante Común: </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.5pt">Banco</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.5pt"> Multiva</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.5pt">, S.A., Institución de Banca Múltiple</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.5pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.5pt">Grupo Financiero Multiva</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.5pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.4pt">Depositario: </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">S.D. Indeval Institución para el Depósito de Valores, S.A. de C.V.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.5pt">Régimen Fiscal Aplicable:</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal; letter-spacing:-0.5pt"> E</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal; letter-spacing:-0.4pt">l régimen fiscal relativo al gravamen o exención aplicable a los ingresos derivados de las Distribuciones de Efectivo o compra venta de estos instrumentos es el previsto por los artículos 187 y 188 de la LISR.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">No existe obligación de pago de principal, ni de intereses.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los </span><span style="font-family:'Times New Roman'; font-size:12pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:12pt"> no son amortizables</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold; letter-spacing:-0.5pt">Lugar y Forma de Pago: </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">Todos los pagos en efectivo que deban realizarse a los Tenedores de los </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.4pt"> se harán mediante transferencia electrónica a través de S.D. Indeval Institución para el Depósito de Valores, S.A. de C.V., ubicado en Paseo de la Reforma No. 255, Piso 3, Col. Cuauhtémoc, 06500, Ciudad de México, México</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Representante Común:</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.5pt">Banco</span><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.5pt"> Multiva</span><span style="font-family:'Times New Roman'; font-size:12pt">, S.A., Institución de Banca Múltiple</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">Grupo Financiero Multiva</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Depositario:</span><span style="font-family:'Times New Roman'; font-size:12pt"> S.D. Indeval Institución para el depósito de valores S.A. de C.V.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Régimen fiscal: </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal">A Fibra Plus le es aplicable el régimen fiscal de una FIBRA conforme a los artículos 187 y 188 de la LISR. </span>
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S.D. Indeval Institución para el Depósito de Valores, S.A. de C.V.
A Fibra Plus le es aplicable el régimen fiscal de una FIBRA conforme a los artículos 187 y 188 de la LISR.
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<span style="font-family:'Times New Roman'; font-size:12pt">Los </span><span style="font-family:'Times New Roman'; font-size:12pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:12pt">, por su naturaleza y con base en la Legislación Aplicable, no cuentan con un dictamen sobre su calidad crediticia expedido por una institución calificadora de valores.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">No obstante, las propiedades de inversión si fueron </span><span style="font-family:'Times New Roman'; font-size:12pt">valuadas</span><span style="font-family:'Times New Roman'; font-size:12pt"> por un externo, a saber:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Coldwell Banker </span><span style="font-family:'Times New Roman'; font-size:12pt">Commercial</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Margarita Vargas Ramos</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Martha </span><span style="font-family:'Times New Roman'; font-size:12pt">Verónica </span><span style="font-family:'Times New Roman'; font-size:12pt">Sánchez Cabrera</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Especialidad en Valuación Inmobiliaria</span>
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Los títulos se encuentran inscritos en el Registro Nacional de Valores
La inscripción en el Registro Nacional de Valores no implica certificación sobre la bondad de los valores, solvencia de la emisora o sobre la exactitud o veracidad de la información contenida en este Reporte anual, ni convalida los actos que, en su caso, hubieren sido realizados en contravención de las leyes.
Reporte anual que se presenta de acuerdo con las disposiciones de carácter general aplicables a las emisoras de valores y a otros participantes del mercado
2025
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><a name="_Toc38371073" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Glosario de términos y definiciones.</span></a><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Cuando se utilicen en el presente Reporte Anual con la primera letra en mayúscula, salvo que el contexto requiera otra cosa, los términos y condiciones que se relacionan a continuación tendrán los siguientes significados (que serán igualmente aplicados al singular o plural de dichos términos): </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline; letter-spacing:0.7pt">Definiciones</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Significa área bruta rentable. En el entendido que, todas las referencias a ABR respecto de los proyectos en desarrollo son estimaciones basadas en los proyectos de desarrollo y respecto de los proyectos en operación se refiere al ABR física. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Significa los Bienes Inmuebles, derechos fideicomisarios de fideicomisos propietarios de Bienes Inmuebles y/o los Derechos de Arrendamiento que pudieran ser aportados o adquiridos de tiempo en tiempo al Patrimonio del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Significa los Activos que fueron aportados por los Fideicomitentes Adherentes Iniciales con motivo de la primera Emisión.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Significa los derechos fideicomisarios del fideicomiso número 1709/2013 relacionados exclusivamente con el edificio de vivienda del proyecto inmobiliario de usos mixtos ubicado la Delegación Cuajimalpa de la Ciudad de México, mismo que contará con un ABR aproximada de 18,554.70 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span><span style="font-family:'Times New Roman'; font-size:10pt"> (dieciocho mil quinientos cincuenta y cuatro punto setenta metros cuadrados); cuya adquisición fue autorizada por la Asamblea de Tenedores de fecha 4 de diciembre de 2017, con el objetivo de que Fibra Plus desarrolle, a través de un </span><span style="font-family:'Times New Roman'; font-size:10pt">vehículo que permita la participación de </span><span style="font-family:'Times New Roman'; font-size:10pt">coinversionistas</span><span style="font-family:'Times New Roman'; font-size:10pt"> y/o la contratación de deuda, dicho edificio de vivienda.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Significa los derechos fideicomisarios del fideicomiso número CIB/2167 relacionados exclusivamente con el edificio de vivienda del proyecto inmobiliario de usos mixtos ubicado en la Delegación Cuauhtémoc de la Ciudad de México, mismo que contará con un ABR aproximada de 7,977.50 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span><span style="font-family:'Times New Roman'; font-size:10pt"> (siete mil novecientos setenta y siete punto cincuenta metros cuadrados); cuya adquisición fue autorizada por la Asamblea de Tenedores de fecha 4 de diciembre de 2017, con el objetivo de que Fibra Plus desarrolle, a través de un vehículo que permita la participación de </span><span style="font-family:'Times New Roman'; font-size:10pt">coinversionistas</span><span style="font-family:'Times New Roman'; font-size:10pt"> y/o la contratación de deuda, dicho edificio de vivienda.</span>
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</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa los derechos fideicomisarios del fideicomiso número 851-01290 relacionados con el edificio de vivienda del proyecto inmobiliario de usos mixtos ubicado en Guadalajara, Jalisco, el cual cuenta con un ABR aproximada de 6,636 m² (seis mil seiscientos treinta y seis metros cuadrados).</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Si bien su adquisición y desarrollo fueron autorizados por la Asamblea de Tenedores el 4 de diciembre de 2017, al cierre del ejercicio 2025 este activo se encuentra en una etapa avanzada de monetización. Tras haber concretado la desinversión del componente de oficinas del complejo (</span><span style="font-family:'Times New Roman'; font-size:10pt">Héredit</span><span style="font-family:'Times New Roman'; font-size:10pt"> Acueducto) durante el mismo año por un monto de 108 millones de pesos, la Administración mantiene el componente residencial bajo una estrategia de desinversión por unidad privativa. El objetivo actual es capturar la plusvalía remanente del desarrollo mediante la venta individual de las unidades, aprovechando las condiciones favorables del mercado inmobiliario en la zona metropolitana de Guadalajara para obtener tasas de retorno atractivas para el Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:24.2pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Administrador</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa Fibra Plus Management, S.C., o la sociedad que la sustituya de tiempo en tiempo conforme a lo previsto en el Fideicomiso y cuyo objeto social sea la prestación en exclusiva al Fideicomiso de los Servicios de Administración, Asesoría, Operación y Mantenimiento y que cumpla con los requisitos a que se refiere la Cláusula Décima del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:24.2pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">AMEFIBRA</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-indent:1.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Asociación Mexicana de Fibras Inmobiliarias</span>
</p>
<p style="margin:0pt; text-indent:1.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:24.2pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Arrendatario</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-indent:1.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa cualquier Persona que con tal carácter sea parte de un Contrato de Arrendamiento.</span>
</p>
<p style="margin:0pt; text-indent:1.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Asamblea de Tenedores</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa la asamblea de Tenedores en términos de la LMV y de la Ley General de Títulos y Operaciones de Crédito.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Asesor Contable</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">y Fiscal</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa el despacho designado, de tiempo en tiempo, por el Comité Técnico, a ser contratado por el Fiduciario, con cargo al Patrimonio del Fideicomiso, para llevar a cabo el cumplimiento de las obligaciones fiscales y contables derivadas del Fideicomiso, quien deberá ser un despacho de contadores públicos de reconocido prestigio a nivel internacional con oficinas en México.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">ASG</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-indent:1.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Se refiere a los criterios o principios Ambientales, Sociales y de Gobierno Corporativo, un conjunto de reglas a seguir a la hora de tomar decisiones empresariales</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Auditor Externo</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa Galaz, Yamazaki, Ruiz Urquiza, S.C., u otro auditor externo contratado en términos del Fideicomiso; en el entendido que dicho auditor deberá ser un despacho de contadores públicos de reconocido prestigio internacional e independiente del Administrador, del Fideicomitente, de los Fideicomitentes Adherentes y del Fiduciario.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Autoridades</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa cualquiera de las siguientes dependencias de la Administración Pública Federal: la Secretaría de Hacienda y Crédito Público, el Servicio de Administración Tributaria, la Comisión Nacional Bancaria y de Valores o el Banco de México.</span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Bienes Inmuebles</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa los Inmuebles que se destinen al arrendamiento, cuya propiedad o derechos de arrendamiento adquiera el Fideicomiso o se aporten al Patrimonio del Fideicomiso para el cumplimiento de los fines </span><span style="font-family:'Times New Roman'; font-size:10pt">del mismo</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">BMV</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa la Bolsa Mexicana de Valores, S.A.B. de C.V.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:16.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Cartera </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa los proyectos aportados al patrimonio del Fideicomiso </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.4pt">al </span><span style="font-family:'Times New Roman'; font-size:10pt">31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, </span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt"> propiedades, con un ABR de 6</span><span style="font-family:'Times New Roman'; font-size:10pt">34,665</span><span style="font-family:'Times New Roman'; font-size:10pt"> m2, de los cuales 4</span><span style="font-family:'Times New Roman'; font-size:10pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt"> estaban en operación (4</span><span style="font-family:'Times New Roman'; font-size:10pt">72,532</span><span style="font-family:'Times New Roman'; font-size:10pt"> m2), 2 en proceso de estabilización (12,7</span><span style="font-family:'Times New Roman'; font-size:10pt">00</span><span style="font-family:'Times New Roman'; font-size:10pt"> m2), 3 en desarrollo (69,951 m2) y 5 en fase de planeación y/o búsqueda de financiamiento (79,481 m2). </span><span style="font-family:'Times New Roman'; font-size:10pt"> Todos destinados al desarrollo comercial, oficinas, industrial, educativo y vivienda en renta.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:16.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Certificados Bursátiles Fiduciarios Inmobiliarios o </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CBFIs</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-indent:-0.85pt; text-align:justify; padding-left:0.85pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa los certificados bursátiles fiduciarios inmobiliarios con Clave de Pizarra “FPLUS 16” emitidos por el Fiduciario de conformidad con el Fideicomiso, la LMV, la Circular Única de Emisoras y otras disposiciones legales aplicables, inscritos en el RNV bajo el número 2813-1.81-2016-001.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Circular Única de Emisoras</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-indent:-0.9pt; text-align:justify; padding-left:0.9pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa las Disposiciones de Carácter General Aplicables a las Emisoras de Valores y a otros Participantes del Mercado de Valores publicadas en el Diario Oficial de la Federación el 19 de marzo de 2003, según las mismas hayan sido o sean reformadas de tiempo en tiempo.</span>
</p>
<p style="margin:0pt; text-indent:-0.9pt; text-align:justify; padding-left:0.9pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CNBV</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-indent:-0.9pt; text-align:justify; padding-left:0.9pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa la Comisión Nacional Bancaria y de Valores.</span>
</p>
<p style="margin:0pt; text-indent:-0.9pt; text-align:justify; padding-left:0.9pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Colocación</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt 0.05pt 0pt 0pt; text-align:justify; line-height:14pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa la colocación de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> entre el público inversionista, correspondientes a Emisiones que el Fiduciario realice de tiempo en tiempo, por medio de oferta pública a través de la BMV, en el entendido de que</span><span style="font-family:'Times New Roman'; font-size:10pt">,</span><span style="font-family:'Times New Roman'; font-size:10pt"> si el Emisor así lo determina, una o más Colocaciones podrán incluir la colocación en el extranjero de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, ya sea de manera pública o privada.</span>
</p>
<p style="margin:0pt; text-indent:-0.9pt; text-align:justify; padding-left:0.9pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Comité de Auditoría</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Comité de Compensaciones</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Tiene el significado que se le atribuye a dicho término en la Cláusula Novena, sección 9.2.1 del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Tiene el significado que se le atribuye a dicho término en la Cláusula Novena, sección 9.5.1 del Fideicomiso. </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Comité de Nominaciones</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Tiene el significado que se le atribuye a dicho término en la Cláusula Novena, sección 9.4.1 del Fideicomiso. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Comité de Prácticas</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Tiene el significado que se le atribuye a dicho término en la Cláusula Novena, sección 9.3.1 del Fideicomiso. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Comité Técnico</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Tiene el significado que se le atribuye a dicho término en la Cláusula Novena, sección 9.1 del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Conducta de Destitución</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Tiene el significado que se le atribuye a dicho término, según corresponda, en el Contrato de Administración y Asesoría, el Contrato de Gestión y el Contrato de Desarrollo. Para una descripción detallada de este término por contrato, favor de ver la sección “</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">2. El Fideicomiso- Fibra Plus</span><span style="font-family:'Times New Roman'; font-size:10pt">”, del presente Reporte. Anual </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Contrato de Arrendamiento</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa los contratos de arrendamiento relacionados con los Activos que integren, de tiempo en tiempo, el Patrimonio del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Contrato de Administración y Asesoría</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa el contrato de fecha 21 de octubre de 2016, celebrado por el Fiduciario y el Administrador a través del cual el Administrador presta al Fiduciario los Servicios de Administración, Asesoría, Operación y Mantenimiento.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Contrato de Desarrollo </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa el contrato de fecha 21 de octubre de 2016, celebrado entre el Administrador y el Desarrollador, a través del cual el Desarrollador prestará al Administrador los servicios relacionados con el desarrollo de los proyectos inmobiliarios a ser desarrollados por el Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Contrato de Gestión</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa el contrato de fecha 21 de octubre de 2016, celebrado entre que el Administrador y el Gestor de Negocios, a través del cual el Gestor de Negocios presta al Administrador diversos servicios de administración, operación y mantenimiento de los Activos que integran el Patrimonio del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Convenio de Aportación y Adhesión</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa cada uno de los convenios por el cual los Fideicomitentes Adherentes Iniciales y los Fideicomitentes Adherentes, de tiempo en tiempo, aportarán, venderán o cederán Activos al Patrimonio del Fideicomiso, se adherirán al Fideicomiso y adquirirán, en consecuencia, el carácter de Fideicomitentes Adherentes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Criterios de </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Elegibilidad</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa aquellos criterios que se establecen en la cláusula Décima Primera del Fideicomiso, a efectos de que el Fiduciario pueda realizar Inversiones en Activos en términos del Fideicomiso. Los Criterios de Elegibilidad podrán ser modificados de tiempo en tiempo conforme lo determine la Asamblea de Tenedores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Cuentas</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CEPAL</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa cada una de las siguientes cuentas según se definen en la Cláusula Décima Segunda del Fideicomiso: Cuenta de Colocación, Cuenta Receptora, Cuenta Concentradora, Cuenta de Distribuciones, Cuenta Operativa para Gastos de Desarrollo y Cuentas Adicionales.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Comisión Económica para América Latina y el Caribe</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Derechos de Arrendamiento</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa los derechos que adquiera el Fiduciario conforme lo previsto en el Fideicomiso, consistentes en los derechos al cobro y los ingresos derivados de contratos de arrendamiento de cualquier Inmueble, incluyendo sin limitar, los derechos sobre los seguros relacionados con dicho Inmueble.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Derecho de Reversión</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa el derecho que podrían tener los Fideicomitentes Adherentes y los Fideicomitentes Adherentes Iniciales para readquirir la propiedad de los Activos que hayan sido aportados por cada uno de ellos, en caso de (i) </span><span style="font-family:'Times New Roman'; font-size:10pt">enajenación de </span><span style="font-family:'Times New Roman'; font-size:10pt">los mismos</span><span style="font-family:'Times New Roman'; font-size:10pt"> por el Fiduciario, o (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) por extinción del Fideicomiso. El Administrador, el Comité Técnico o la Asamblea de Tenedores, según corresponda para autorizar la operación con el Fideicomitente Adherente en términos del Fideicomiso, deberán especificar si dicho fideicomitente gozará o no del Derecho de Reversión y dicha situación se deberá establecer expresamente en el respectivo Convenio de Aportación y Adhesión que se celebre.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Derechos de Suscripción Preferente</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa, respecto de aquellas Emisiones que conforme al acuerdo del Comité Técnico o la Asamblea de Tenedores deban ser suscritas de manera preferente por los Tenedores, el derecho de opción del que gozan los Tenedores, frente a terceros interesados en suscribir </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, que, con sus aportaciones, generaran un aumento del capital.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Desarrollador</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa Némesis Proyectos, S.A. de C.V., o la Persona con quien se celebre el Contrato de Desarrollo en términos del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Desinversión</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa la disposición, venta, liquidación o intercambio de Activos en términos de la Cláusula Novena, sección 9.1.4, inciso </span><span style="font-family:'Times New Roman'; font-size:10pt">xv</span><span style="font-family:'Times New Roman'; font-size:10pt">., sub inciso (a) del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Día</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa con mayúscula o con minúscula, día natural.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Día Hábil</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-indent:-0.85pt; text-align:justify; padding-left:0.85pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa cualquier día que no sea sábado, domingo o día festivo y en el cual las instituciones de crédito de México abran al público, de acuerdo con el calendario que al efecto publica la CNBV.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Distribución</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-indent:-0.85pt; text-align:justify; padding-left:0.85pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa los recursos derivados de las Inversiones en Activos que serán entregados a los Tenedores (exclusivamente de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">) cuando menos 1 (una) vez al año, a más tardar el 15 (quince) de marzo y que al menos será el 95% (noventa y cinco por ciento) del Resultado Fiscal del Fideicomiso por el ejercicio inmediato anterior, generado por los bienes integrantes del Patrimonio del Fideicomiso de acuerdo a la fracción VI del artículo 187 de la LISR; en el entendido de que para que el Comité Técnico pueda acordar un monto de Distribución distinto al 95% (noventa y cinco por ciento) del Resultado Fiscal del Fideicomiso, requerirá adicionalmente del voto favorable de la mayoría de sus Miembros Independientes. Para el caso de que se pretenda acordar una Distribución menor al 95% (noventa y cinco por ciento) del Resultado Fiscal del Fideicomiso, se requerirá además la aprobación de la Asamblea de Tenedores y se estará conforme a lo establecido en la fracción VIII del artículo 188 de la LISR. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Distribución de Efectivo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-indent:-0.85pt; text-align:justify; padding-left:0.85pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa la Distribución más cualquier otra cantidad que el Comité Técnico determine deba ser entregada a los Tenedores (exclusivamente de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">) en términos del Fideicomiso y de acuerdo con la fracción VI del artículo 187 y la fracción VIII del artículo 188 de la LISR.</span>
</p>
<p style="margin:0pt; text-indent:-0.85pt; text-align:justify; padding-left:0.85pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Documentos de Emisión</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-indent:-0.85pt; text-align:justify; padding-left:0.85pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa el Fideicomiso, el Título, el Prospecto, el Contrato de Colocación, documento con información clave para la inversión, los avisos de oferta y de Colocación y demás documentación accesoria y sus respectivos anexos (tal y como cada uno de ellos sea modificado de tiempo en tiempo), por medio de los cuales se instrumente cada Emisión y cualesquiera otros documentos aprobados al efecto por el Comité Técnico, incluyendo aquéllos que se requieran para efectos de llevar a cabo Colocaciones entre inversionistas en el extranjero.</span>
</p>
<p style="margin:0pt; text-indent:-0.85pt; text-align:justify; padding-left:0.85pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Dólares</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-indent:-0.85pt; text-align:justify; padding-left:0.85pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa la moneda de curso legal de los Estados Unidos de América.</span>
</p>
<p style="margin:0pt; text-indent:-0.85pt; text-align:justify; padding-left:0.85pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Ejecutivos </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-indent:-0.85pt; text-align:justify; padding-left:0.85pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Significan las personas físicas empleados que ocupen los primeros dos niveles jerárquicos en la estructura corporativa del Administrador (director general y directores) y su </span><span style="font-family:'Times New Roman'; font-size:10pt">Presidente</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-indent:-0.85pt; text-align:justify; padding-left:0.85pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Emisión</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-indent:-0.85pt; text-align:justify; padding-left:0.85pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa cada emisión de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> que realice el Fiduciario, de tiempo en tiempo, de conformidad con lo establecido en el Fideicomiso.</span>
</p>
<p style="margin:0pt; text-indent:-0.85pt; text-align:justify; padding-left:0.85pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">EMISNET</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-indent:-0.85pt; text-align:justify; padding-left:0.85pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa el Sistema Electrónico de Envío y Difusión de Información de la BMV.</span>
</p>
<p style="margin:0pt; text-indent:-0.85pt; text-align:justify; padding-left:0.85pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Estados Unidos</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-indent:-0.85pt; text-align:justify; padding-left:0.85pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa los Estados Unidos de América.</span>
</p>
<p style="margin:0pt; text-indent:-0.85pt; text-align:justify; padding-left:0.85pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Eventos Relevantes</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-indent:-0.85pt; text-align:justify; padding-left:0.85pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Tiene el significado atribuido a eventos relevantes en el artículo segundo de la LMV.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fecha de Distribución de Efectivo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-indent:-0.9pt; text-align:justify; padding-left:0.9pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa la fecha en que se entreguen, en su caso, las Distribuciones de Efectivo a los Tenedores conforme lo previsto en el Fideicomiso.</span>
</p>
<p style="margin:0pt; text-indent:-0.85pt; text-align:justify; padding-left:0.85pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fibras</span>
</p>
</td>
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<p style="margin:0pt 0.05pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa los fideicomisos de bienes raíces registrados en el registro de fideicomisos dedicados a la adquisición o construcción de Inmuebles destinados al arrendamiento, sujetos al régimen fiscal establecido en los artículos 187 (ciento ochenta y siete) y 188 (ciento ochenta y ocho) de la LISR y en las reglas correspondientes de la Resolución Miscelánea Fiscal vigente.</span>
</p>
<p style="margin:0pt; text-indent:-0.85pt; text-align:justify; padding-left:0.85pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fideicomisarios </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa (i) los Tenedores, (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) el Fundador Relevante, por lo que se refiere al derecho previsto en el inciso f. de la sección 5.1 de la Cláusula Quinta del Fideicomiso y, (</span><span style="font-family:'Times New Roman'; font-size:10pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt">) los Fideicomitentes Adherentes por lo que hace a los Activos que hubieren Aportado de tiempo en tiempo en caso de contar con el Derecho de Reversión u otros conforme se establezca en el respectivo Convenio de Aportación y Adhesión.</span>
</p>
<p style="margin:0pt; text-indent:-0.9pt; text-align:justify; padding-left:0.9pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fideicomiso, Emisor o Fibra Plus </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa el contrato de fideicomiso irrevocable celebrado entre el Fideicomitente, el Fiduciario y el Representante Común, identificado bajo el número F/1110, de fecha 13 de julio de 2016, según el mismo sea modificado de tiempo en tiempo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fideicomiso de Control</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa el fideicomiso constituido por los Fideicomitentes Adherentes Iniciales en la institución de crédito que instruya el Fundador Relevante y que será controlado por el Fundador Relevante. Los Fideicomitentes Adherentes Iniciales aportaron al patrimonio de dicho fideicomiso, la titularidad de todos los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> que hayan recibido como contraprestación por la aportación de los Activos Iniciales al Patrimonio del Fideicomiso.</span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fideicomitentes</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa conjuntamente el Fideicomitente, los Fideicomitentes Adherentes Iniciales y cualesquiera Fideicomitentes Adherentes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fideicomitente Adherente</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa cualquier Persona que aporte Activos al Patrimonio del Fideicomiso, por cuya aportación adquirirá para efectos del Fideicomiso los derechos y obligaciones establecidos en el Fideicomiso y en el Convenio de Aportación y Adhesión respectivo. Para dichos efectos, el Fideicomitente Adherente que desee adherirse al Fideicomiso deberá necesariamente, en un plazo no menor a 5 (cinco) Días Hábiles previos a la celebración del respectivo Convenio de Aportación y Adhesión y recepción de los Activos a transmitirse al Patrimonio del Fideicomiso, entregar al Fiduciario la información requerida por éste al </span><span style="font-family:'Times New Roman'; font-size:10pt">amparo de las Políticas de Identificación y Conocimiento de Clientes del Fiduciario (identificadas como “</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Know </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Your</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Customer</span><span style="font-family:'Times New Roman'; font-size:10pt">”), en términos de los dispuesto por las Disposiciones Décima Novena, Cuadragésima, Cuadragésima Primera y Cuarta Transitoria de carácter general a que se refiere el párrafo cuarto del artículo 115 (ciento quince) de la Ley de Instituciones de Crédito y el artículo 124 (ciento veinticuatro) de la Ley de Ahorro y Crédito Popular, así como conforme a las políticas del Fiduciario y bajo ninguna circunstancia podrá clasificar como cliente de alto riesgo bajo las políticas internas del mismo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fideicomitentes Adherentes Iniciales</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa los fideicomitentes que aportarán los Activos Iniciales conforme se establece en el Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fiduciario o Emisor</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa Banco Azteca, S.A., Institución de Banca Múltiple, Dirección Fiduciaria, o la institución de crédito residente en México autorizada para actuar como fiduciario en el país o sus causahabientes, cesionarios, o quien sea designado subsecuentemente como fiduciario de conformidad con el Fideicomiso</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fundador Relevante</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa Gustavo Felipe Tomé Velázquez, en la medida en que detente el control del Fideicomiso de Control. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Gastos de Operación</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa los gastos que se generen por la operación del Patrimonio del Fideicomiso que sean notificados al Fiduciario por el Administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Gestor de Negocios</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa Némesis Gestión, S.A. de C.V., en su carácter de prestador de servicios bajo el Contrato de Gestión o la persona que, en su caso, lo sustituya.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Indeval</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa S.D. Indeval Institución para el Depósito de Valores, S.A. de C.V.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Inmueble</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa en términos de lo dispuesto por el artículo 750 del Código Civil Federal: (i) los Bienes Inmuebles por naturaleza, consistentes en construcciones y edificios, así como los terrenos sobre los cuales se encuentran edificados; (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) los Bienes Inmuebles por destino, que forman parte integral de las construcciones y edificios al encontrarse adheridos de una manera fija, de modo que no pueden separarse sin deterioro del inmueble o del objeto a él adherido y, (</span><span style="font-family:'Times New Roman'; font-size:10pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt">) todos aquellos bienes que aunque no tienen una incorporación física al edificio, adquieren la condición de Inmuebles al existir la voluntad del dueño de mantenerlos unidos a éste y que resultan indispensables para su funcionamiento.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">INPC</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa el Índice Nacional de Precios al Consumidor que da a conocer el Instituto Nacional de Estadística y Geografía (INEGI) y que se publica en el Diario Oficial de la Federación.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Inversiones en Activos</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa las inversiones que se realicen, con cargo al Patrimonio del Fideicomiso, en Activos que sean adquiridos o desarrollados con los recursos obtenidos de las Colocaciones o de cualquier otra forma.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">ISR</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa el impuesto previsto por la LISR.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">IVA</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa el impuesto previsto por la LIVA.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Legislación Aplicable</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa las leyes, reglamentos, decretos, circulares y demás ordenamientos jurídicos de carácter federal, estatal y/o municipal vigentes en México.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">LGEEPA</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa la Ley General del Equilibrio Ecológico y Protección al Ambiente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">LIC</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa la Ley de Instituciones de Crédito.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">LIVA</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa la Ley del Impuesto al Valor Agregado.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">LISR</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa la Ley del Impuesto sobre la Renta.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">LMV</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa la Ley del Mercado de Valores.</span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">México</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa los Estados Unidos Mexicanos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Miembro </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Independiente</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt 0.05pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa cualquier persona que cumpla con los requisitos del artículo 24, segundo párrafo y 26 de la LMV.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Némesis Capital</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt 0.05pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa Némesis Capital, S.A. de C.V. así como sus subsidiarias, afiliadas, empresas y entidades relacionadas. </span>
</p>
<p style="margin:0pt 0.05pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Oferta Pública Inicial </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Oferta Pública de Adquisición</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa la oferta pública inicial de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(OPA) se refiere a la oferta pública de adquisición lanzada por Fibra Plus para adquirir en forma de intercambio de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, el control y la tenencia de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación de Fibra HD</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Patrimonio del Fideicomiso</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Tiene el significado que se le atribuye a dicho término en la Cláusula Cuarta del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Persona</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt 0.05pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa, según el contexto lo requiera, una persona física o moral, un fideicomiso, una asociación (incluyendo asociación en participación) u otra entidad legal.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Personas Relacionadas</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Tendrá el significado que se le atribuye a dicho término en el artículo segundo de la LMV.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Pesos o </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Ps</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">. $.</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa la moneda de curso legal en México.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Plan de Compensación por Desempeño de Largo Plazo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa al plan de compensación por desempeño de largo plazo de Ejecutivos que será determinado conforme al procedimiento establecido en el Anexo “D” del Fideicomiso, por virtud del cual se deberán emitir y entregar </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> para el cumplimiento </span><span style="font-family:'Times New Roman'; font-size:10pt">del mismo</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Portafolio Home</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa, conjuntamente el Activo Bora, el Activo Espacio Condesa Vivienda en Venta y el Activo Proyecto III, cuya adquisición fue autorizada por la Asamblea de Tenedores de fecha 4 de diciembre de 2017 con el objetivo de que Fibra Plus desarrolle, a través de un vehículo que permita la participación de </span><span style="font-family:'Times New Roman'; font-size:10pt">coinversionistas</span><span style="font-family:'Times New Roman'; font-size:10pt"> y/o la contratación de deuda, cada uno de los referidos Activos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">PROFEPA</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa la Procuraduría Federal de Protección al Ambiente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Prospecto</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa el prospecto de colocación preparado para la Oferta Pública Inicial, </span><span style="font-family:'Times New Roman'; font-size:10pt">conjuntamente con</span><span style="font-family:'Times New Roman'; font-size:10pt"> todos sus anexos.</span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Reembolso de Capital</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa las cantidades entregadas a los Tenedores en exceso al resultado fiscal del ejercicio, en los términos del artículo 188 (ciento ochenta y ocho), fracción IX, sexto párrafo de la LISR</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Reglamento Interior </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">de la BMV</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa el Reglamento Interior de la BMV, según el mismo haya sido modificado de tiempo en tiempo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Rentas</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa los ingresos obtenidos por el otorgamiento del uso o goce de los Inmuebles relacionados con los Activos y que derivan de los Contratos de Arrendamiento.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Reporte Anual</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa el presente Reporte Anual </span><span style="font-family:'Times New Roman'; font-size:10pt">202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, </span><span style="font-family:'Times New Roman'; font-size:10pt">con</span><span style="font-family:'Times New Roman'; font-size:10pt">juntamente con</span><span style="font-family:'Times New Roman'; font-size:10pt"> todos sus anexos</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Reporte Anual del Auditor</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa el reporte anual que deberá elaborar y presentar el Auditor Externo de conformidad con la Cláusula Décima Séptima del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Representante Común</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:312.6pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Significa Banco</span><span style="font-family:'Times New Roman'; font-size:10pt"> Multiva</span><span style="font-family:'Times New Roman'; font-size:10pt">, S.A., Institución de Banca Múltiple,</span><span style="font-family:'Times New Roman'; font-size:10pt"> Grupo Financiero Multiva</span><span style="font-family:'Times New Roman'; font-size:10pt">,</span><span style="font-family:'Times New Roman'; font-size:10pt"> quién será el representante común de los Tenedores de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, o quien sea nombrado subsecuentemente como representante común de los Tenedores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Resultado Fiscal</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Tiene el significado que se atribuye a dicho término en el artículo 9 (nueve) de la LISR, según dicho término sea modificado de tiempo en tiempo. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Significa el Registro Nacional de Valores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Significa la Secretaría del Medio Ambiente y Recursos Naturales.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Servicios de Administración, Asesoría, Operación y Mantenimiento</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Significa los servicios de administración, asesoría, planeación y representación, así como los servicios de administración, operación y mantenimiento de los Activos que integren el Patrimonio del Fideicomiso, que prestará el Administrador al Fideicomiso, en términos del Contrato de Administración y Asesoría.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Shadow Anchor</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Significa una tienda ancla que genera un alto tráfico de personas y atrae a otros arrendatarios al centro comercial en el que está localizado. Este tipo de anclas están contiguas al centro comercial pero no son parte </span><span style="font-family:'Times New Roman'; font-size:10pt">del mismo</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Tenedores</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Significa los tenedores de uno o más de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Significa el título que documenta los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> emitidos por el Fideicomiso y que se encuentra depositado ante Indeval.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Transacciones de Formación</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Significa todos y cada uno de los actos y operaciones conforme a las cuales se consolide la adquisición de los Activos Iniciales el Patrimonio del Fideicomiso.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><a name="_Toc38371074" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Resumen ejecutivo. </span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt">La información contenida en este resumen ejecutivo fue seleccionada y obtenida de las demás secciones que conforman este Reporte Anual. El resumen ejecutivo no incluye toda la información que debe ser considerada por el inversionista. El presente Reporte Anual debe leerse en su totalidad, incluyendo los Factores de Riesgo (ver sección “1. Información General – 1.c) Factores de Riesgo”, del presente Reporte Anual) y los Estados de Propósito Especial que se adjuntan a este Reporte Anual. Las referencias que se hacen en este Reporte Anual a “Fibra”, “Fideicomiso”, “Fibra Plus” y “Emisor” se refieren al Fideicomiso. Las referencias en el presente Reporte al “Fiduciario” son a Banco Azteca, S.A., Institución de Banca Múltiple, Dirección Fiduciaria, en su carácter de fiduciario del fideicomiso F/1110. Para consultar el significado de las abreviaturas y los términos definidos que se utilizan con la primera letra en mayúscula en este Reporte Anual, ver la sección “1. Información General – 1.a) Glosario de Términos y Definiciones”, del presente Reporte Anual.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f4e79"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Constitución de Fibra Plus</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">El Fideicomiso se constituyó el 13 de julio de 2016 y fue modificado el 14 de octubre de 2016, con motivo del convenio modificatorio y re expresión del Fideicomiso que consta en la escritura pública número 48,055 otorgada ante la fe del Lic. Miguel Ángel Espíndola Bustillos, Notario Público 120 de la Ciudad de México. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">A Fibra Plus le es aplicable el régimen fiscal de una FIBRA conforme a los artículos 187 y 188 de la LISR. A efectos de que el Fideicomiso pueda mantenerse como una FIBRA, invertirá sus recursos únicamente en Bienes Inmuebles destinados al arrendamiento o podrá adquirir el derecho a recibir los flujos generados por Inmuebles cuando dichos flujos provengan del arrendamiento sobre Inmuebles, es decir Derechos de Arrendamiento. Asimismo, los Contratos de Arrendamiento preferentemente serán celebrados con cláusulas que establezcan una base fija de Renta, pero en el caso de existir Rentas variables, éstas estarán determinadas conforme a un porcentaje fijo de las ventas del Arrendatario, ajustándose a lo previsto por la LISR. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Anualmente a más tardar el 15 de marzo, se deberá distribuir por lo menos el 95% (noventa y cinco por ciento) del Resultado Fiscal del Fideicomiso y al menos el 70% (setenta por ciento) del Patrimonio del Fideicomiso deberán estar invertidos en Inmuebles que se destinen al arrendamiento y el remanente, si existe, se invertirá en valores a cargo del Gobierno Federal inscritos en el RNV o en acciones de sociedades de inversión en instrumentos de deuda del Gobierno Federal, entre otros requisitos. Al cierre del ejercicio 2025, el Fideicomiso cumplió cabalmente con estas disposiciones, manteniendo el 94.3% de sus activos totales invertidos en propiedades de inversión destinadas al arrendamiento</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">A principios del 4T21, Fibra Plus concretó una de las transacciones más importantes de su historia, al culminar la Oferta Pública de Adquisición de hasta el 100% de los certificados en circulación de Fibra HD (en lo sucesivo, la “OPA”), resultando en un intercambio total de 309.9 millones de CBFIs (70.9% del total de CBFIs en circulación de Fibra HD). De esta manera, a partir del 4T21, Fibra Plus </span><span style="font-family:'Book Antiqua'; font-size:10pt">ha reportado </span><span style="font-family:'Book Antiqua'; font-size:10pt">sus resultados consolidando el desempeño de ambos fideicomisos y concentra gran parte de sus esfuerzos en la óptima integración de Fibra HD, aprovechando las sinergias y el potencial de generación de flujo operativo de Fibra HD.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Cabe mencionar que, por motivo de recientes suscripciones preferentes de derechos, así como operaciones en el mercado de capitales, a la fecha de este reporte, Fibra Plus consolida el </span><span style="font-family:'Book Antiqua'; font-size:10pt">9</span><span style="font-family:'Book Antiqua'; font-size:10pt">5.7% de los CBFIs en circulación de Fibra HD.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Después de cinco año de consolidación de Fibra HD</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> y del portafolio operativo de Fibra Plus</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">,</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> en donde la visión de negocios </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">de Fibra Plus </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">se enfocó en la generación de sinergias, economías de escala </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">y la optimización de la estructura de </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">c</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">apital, en abril de 202</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">5</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">, la tesis de inversión de Fibra Plus y Fibra HD se modificó para especializar a cada vehículo en segmentos de negocio</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">, con el </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">objetivo de mejorar la valuación de los CBFIs y aprovechar nuevas oportunidades de capital.</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> Así, </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">las principales características del nuevo vehículo son:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Especialización de Fibra Plus hacia los activos premium, de usos mixtos y oficinas AAA, mientras que Fibra HD se especializará en inmuebles industriales.</span>
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<li style="margin:0pt 0pt 0pt 31.06pt; text-indent:0pt; padding-left:4.94pt; font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Basada</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">s</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal"> en una estructura de </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">2</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal"> ejes principales: </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">la generación de eficiencias en</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal"> la operación y la adquisición y/o desinversión de activos</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal"> no estratégicos</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">;</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal"> con la posibilidad de aprovechar la experiencia en el ramo de desarrollo, para desarrollar o ampliar activos inmobiliarios, sin que ello represente más del 10% del ABR de la cartera.</span>
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<li style="margin:0pt 0pt 0pt 29.94pt; text-indent:0pt; padding-left:6.06pt; font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Verticalmente integrada a lo largo de la cadena de valor;</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Diseñada para operar la Cartera y llevar a cabo las inversiones a través del Administrador. Se considera que dicho formato de administración “internalizado” se traducirá en ganancias, en eficiencia, mejores márgenes de utilidad para Fibra Plus y consecuentemente en mayores beneficios para los Tenedores;</span>
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<li style="margin:0pt 0pt 0pt 29.94pt; text-indent:0pt; padding-left:6.06pt; font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Cuenta con un gobierno corporativo que cumple con las mejores prácticas en la industria;</span>
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<li style="margin:0pt 0pt 0pt 28.83pt; text-indent:0pt; text-align:justify; padding-left:7.17pt; font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Al 31 de diciembre de 202</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">5</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal"> contaba con una Cartera de </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">5</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">6</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal"> propiedades, con un ABR de 6</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">34,665</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal"> m2, de los cuales 4</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">6</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal"> estaban en operación (4</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">72,532</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal"> m2), 2 en proceso de estabilización (12,7</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">00</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal"> m2), 3 en desarrollo (69,951 m2) y 5 en fase de planeación y/o búsqueda de financiamiento (79,481 m2). </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Se apoya en una relación de negocios, aunque no exclusiva, sí preponderante con Némesis </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Proyectos y Némesis Gestión</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">, lo cual ofrece acceso a oportunidades y capacidad de ejecución probadas.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">La propuesta de valor de Fibra Plus descansa sobre las siguientes consideraciones:</span>
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<ol type="a" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 30.5pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Verticalmente integrado dentro de la cadena de valor: (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">) el desarrollo permite capturar la plusvalía de todo el ciclo inmobiliario, además de facilita la remodelación o rotación de activos, incentiva la diversificación geográfica y la resiliencia ante cambios macroeconómicos, sectoriales y en las tendencias de consumo; (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">) la operación interna además de que genera eficiencias y economías de escala, provee transparencia y un equipo profesional y experimentado y (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">) la adquisición y/rotación de activos posibilita el aprovechamiento de oportunidades de mercado, asegurando el crecimiento y el enfoque en los activos de mayor rendimiento.</span>
</li>
<li style="margin:0pt 0pt 0pt 31.06pt; text-indent:0pt; text-align:justify; padding-left:4.94pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Enfocado en oportunidades para la generación de altos rendimientos;</span>
</li>
<li style="margin:0pt 0pt 0pt 29.94pt; text-indent:0pt; text-align:justify; padding-left:6.06pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Red de relaciones de negocios en las instancias de origen, desarrollo, operación, estabilización y comercialización de inmuebles destinados al arrendamiento;</span>
</li>
<li style="margin:0pt 0pt 0pt 31.06pt; text-indent:0pt; text-align:justify; padding-left:4.94pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Estructura de capital enfocada a la optimización de recursos y tiempos para la alta generación de valor;</span>
</li>
<li style="margin:0pt 0pt 0pt 29.94pt; text-indent:0pt; text-align:justify; padding-left:6.06pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Diversificación </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">en tipos de activos y regiones, y</span>
</li>
<li style="margin:0pt 0pt 0pt 28.83pt; text-indent:0pt; text-align:justify; padding-left:7.17pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Capacidad y experiencia para reconvertir y/o rotar Activos para maximizar su valor y permitir la capitalización de nuevas oportunidades de inversión.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<a name="_Toc70524836" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">La Visión de Negocio.</span><span style="-aw-bookmark-end:_Toc256000353"></span><span style="-aw-bookmark-end:_Toc256000163"></span><span style="-aw-bookmark-end:_Toc256000218"></span><span style="-aw-bookmark-end:_Toc256000123"></span><span style="-aw-bookmark-end:_Toc256000030"></span><span style="-aw-bookmark-end:_Toc414637489"></span><span style="-aw-bookmark-end:_Toc414900581"></span><span style="-aw-bookmark-end:_Toc415173947"></span><span style="-aw-bookmark-end:_Toc465886136"></span><span style="-aw-bookmark-end:_Toc478119705"></span><span style="-aw-bookmark-end:_Toc478120016"></span><span style="-aw-bookmark-end:_Toc478122289"></span><span style="-aw-bookmark-end:_Toc478126751"></span></a>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Modelo de negocios escalable y sostenible: </span>
</p>
<ul type="circle" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 65pt; text-indent:0pt; text-align:justify; padding-left:7pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Potenciar el apalancamiento, manteniendo un nivel de Endeudamiento (LTV) sano, en un rango del 35% al 40%</span>
</li>
<li style="margin:0pt 0pt 0pt 65pt; text-indent:0pt; text-align:justify; padding-left:7pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Tener acceso a los mercados nacionales e internacionales de capital y deuda, con menores tasas de interés </span>
</li>
<li style="margin:0pt 0pt 0pt 65pt; text-indent:0pt; text-align:justify; padding-left:7pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Acceso a mejores operaciones, por tamaño y especialidad.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Clientes y sectores Premium:</span>
</p>
<ul type="circle" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 65pt; text-indent:0pt; text-align:justify; padding-left:7pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> Participación en los sectores </span><span style="font-family:'Times New Roman'; font-size:10pt">de mayor auge </span>
</li>
<li style="margin:0pt 0pt 0pt 65pt; text-indent:0pt; text-align:justify; padding-left:7pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Clientes AAA en todos los sectores. </span>
</li>
<li style="margin:0pt 0pt 0pt 65pt; text-indent:0pt; text-align:justify; padding-left:7pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Diversificación</span>
</li>
<li style="margin:0pt 0pt 0pt 65pt; text-indent:0pt; text-align:justify; padding-left:7pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Alcanzar una capitalización cercana a los mil </span><span style="font-family:'Times New Roman'; font-size:10pt">quinientos </span><span style="font-family:'Times New Roman'; font-size:10pt">millones de dólares en el mediano plazo.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Eficiencias operativas: </span>
</p>
<ul type="circle" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 65pt; text-indent:0pt; text-align:justify; padding-left:7pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Mayor poder de negociación con inquilinos y proveedores </span>
</li>
<li style="margin:0pt 0pt 0pt 65pt; text-indent:0pt; text-align:justify; padding-left:7pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Expansión de la visión de los modelos de negocio mediante la fusión de culturas</span>
</li>
<li style="margin:0pt 0pt 0pt 65pt; text-indent:0pt; text-align:justify; padding-left:7pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Área de </span><span style="font-family:'Times New Roman'; font-size:10pt">rotación de activos</span><span style="font-family:'Times New Roman'; font-size:10pt"> profesional </span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 72pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Mejores prácticas de gobierno corporativo</span>
</p>
<ul type="circle" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 65pt; text-indent:0pt; text-align:justify; padding-left:7pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Estructura de bajas comisiones</span>
</li>
<li style="margin:0pt 0pt 0pt 65pt; text-indent:0pt; text-align:justify; padding-left:7pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Más del </span><span style="font-family:'Times New Roman'; font-size:10pt">38</span><span style="font-family:'Times New Roman'; font-size:10pt">% de los miembros del Comité son independientes, y todos los miembros cuentan con amplia experiencia y reconocimiento en el sector</span>
</li>
<li style="margin:0pt 0pt 0pt 65pt; text-indent:0pt; text-align:justify; padding-left:7pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Todas las transacciones relevantes pasan por la aprobación del Comité Técnico</span>
</li>
<li style="margin:0pt 0pt 0pt 65pt; text-indent:0pt; text-align:justify; padding-left:7pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Administración interna e independiente al Fundador Relevante</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Especialización de vehículos</span><span style="font-family:'Times New Roman'; font-size:10pt">:</span>
</p>
<ul type="circle" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 46.4pt; text-indent:0pt; text-align:justify; padding-left:7pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Inversión en instrumentos especializados por tipo de inmuelbes</span>
</li>
<li style="margin:0pt 0pt 0pt 46.4pt; text-indent:0pt; text-align:justify; padding-left:7pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Operación profesional</span><span style="font-family:'Times New Roman'; font-size:10pt">,</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">con amplia experiencia en el sector de cada Fibra</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Mayor bursatilidad:</span>
</p>
<ul type="circle" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 46.4pt; text-indent:0pt; text-align:justify; padding-left:7pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Mejores valuaciones por la </span><span style="font-family:'Times New Roman'; font-size:10pt">especialización de vehículos</span>
</li>
<li style="margin:0pt 0pt 0pt 46.4pt; text-indent:0pt; text-align:justify; padding-left:7pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Acceso de inversionistas</span><span style="font-family:'Times New Roman'; font-size:10pt"> de mayor tamaño y sofisticación</span>
</li>
<li style="margin:0pt 0pt 0pt 46.4pt; text-indent:0pt; text-align:justify; padding-left:7pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Elevar la liquidez a través del uso óptimo de los recursos que sienten las bases para reflejar el valor justo de los certificados emitidos por la Fibra</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<a name="_Toc70524837" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">La Misión de Negocio.</span><span style="-aw-bookmark-end:_Toc256000354"></span><span style="-aw-bookmark-end:_Toc256000164"></span><span style="-aw-bookmark-end:_Toc256000219"></span><span style="-aw-bookmark-end:_Toc256000124"></span><span style="-aw-bookmark-end:_Toc256000031"></span><span style="-aw-bookmark-end:_Toc414637490"></span><span style="-aw-bookmark-end:_Toc414900582"></span><span style="-aw-bookmark-end:_Toc415173948"></span><span style="-aw-bookmark-end:_Toc465886137"></span><span style="-aw-bookmark-end:_Toc478119706"></span><span style="-aw-bookmark-end:_Toc478120017"></span><span style="-aw-bookmark-end:_Toc478122290"></span><span style="-aw-bookmark-end:_Toc478126752"></span></a>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ser una Fibra líder en el mercado inmobiliario mexicano que genere valor para sus Tenedores a partir de las mejores prácticas de operación inmobiliaria aplicadas en la selección de proyectos para operación y rotación de activos en la reconfiguración de proyectos y en la adquisición de inmuebles con alto potencial de generación de ingresos. Generar valor para los Tenedores mediante estrategias bien definidas de inversión en Activos con alto potencial de desarrollo y lograr una relación de</span><span style="font-family:'Times New Roman'; font-size:10pt"> confianza con los Tenedores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al momento de la presentación del presente Reporte Anual las actividades centrales del negocio son: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Adquirir los Activos de calidad capaces de generar rendimientos atractivos que permitan maximizar las Distribuciones a sus Tenedores. </span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Especializar los vehículos con el fin de </span><span style="font-family:'Times New Roman'; font-size:10pt">aumentar la productividad y eficiencia, desarrollar conocimientos técnicos profundos en un área nicho y un mayor potencial de ingresos y empleabilidad. </span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Desarrollar, reconvertir y rotar los activos que la Administración, basada en un análisis detallado, </span><span style="font-family:'Times New Roman'; font-size:10pt">que </span><span style="font-family:'Times New Roman'; font-size:10pt">considere conveniente y que le permitan capitalizar las oportunidades de inversión que pudieran surgir a lo largo de toda la cadena de valor del ciclo inmobiliario. </span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Procurar el adecuado mantenimiento, cobranza, administración, comercialización y desempeño de los Activos y, en su caso llevar a cabo las mejoras necesarias. </span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Fortalecer la lista de potenciales desarrollos a fin de estar en condiciones de incrementar el tamaño de la Cartera con rapidez y de forma sostenida.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Fortalecer la red de relaciones con desarrolladores, corredores inmobiliarios, instituciones financieras, arrendatarios de marcas con presencia nacional y local y en general con todos los agentes participantes en el segmento de la industria para consolidar la presencia en la industria de las Fibras.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Construir una relación de confianza con los Tenedores mediante la total transparencia de las actividades, el diálogo cercano y la conducción de una sana dinámica de trabajo entre los órganos de gobierno de </span><span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">y el Administrador.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Lograr el cumplimiento de las metas de desarrollo, operación, estabilización y generación de nuevos proyectos para lograr un crecimiento acelerado y consistente que permita lograr resultados importantes para los Tenedores.</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<a name="_Toc38371077" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Estrategia de Posicionamiento de Fibra Plus</span><span style="-aw-bookmark-end:_Toc478119707"></span><span style="-aw-bookmark-end:_Toc478120018"></span><span style="-aw-bookmark-end:_Toc478122291"></span><span style="-aw-bookmark-end:_Toc478126753"></span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">.</span></a>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Advertencia sobre la subjetividad del Plan de Negocios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Esta sección está basada en diversas opiniones sobre el estado que guarda actualmente la industria de Fibras y a partir de ellas se plantean ciertos diferenciadores que constituyen el eje de la estrategia en el Plan de Negocios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Conviene advertir que los juicios de valor que se presentan a continuación corresponden a la percepción del Fideicomitente y/o del Administrador y pueden no corresponder a los del lector de este Reporte Anual, a la de los analistas u otros participantes en el sector.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Plan de Negocios adolece inevitablemente de la subjetividad del Fideicomitente y del Administrador y el inversionista debe ser advertido de ello.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Caracterización del modelo de negocio de las Fibras.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Las Fibras que hoy existen en el mercado se caracterizan, en términos generales, por:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Integrar carteras predominantemente diversificadas.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Enfocados en propiedades y carteras de gran escala con tasas de rentabilidad mediana. Si bien las tasas de capitalización de esos inmuebles son mayores que las que se ven en países desarrollados, aún existe una brecha importante entre la rentabilidad que reciben los inversionistas finales y el potencial disponible en el sector de bienes raíces.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Suelen contar con reservas de efectivo importantes entre los ciclos de capitalización y han tendido a adicionar el componente de desarrollo de bienes raíces a su estrategia.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Aun cuando el balance de estos primeros años es positivo, las Fibras enfrentan ciertos desafíos a los que Fibra Plus ha puesto mucha atención y que se identifican como una oportunidad de diferenciación.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El espacio comercial total construido per cápita es menor en México que lo que se presenta en los mercados de sus principales socios comerciales, generando una oportunidad de crecimiento adicional. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En los últimos 20 años la clase media en México ha experimentado un crecimiento significativo, lo que, de la mano con la estabilidad macroeconómica, ha llevado a un incremento en el crédito y el gasto de consumo.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">La pandemia causada por el </span><span style="font-family:'Times New Roman'; font-size:10pt">Covid</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">19 y el aislamiento social tuvieron un impacto negativo en la capacidad de generación de ingresos del sector inmobiliario, particularmente en los segmentos de hotelería, educación, centros comerciales y oficinas. Casi todos los segmentos de negocio mostraron recuperación</span><span style="font-family:'Times New Roman'; font-size:10pt"> en el 2022</span><span style="font-family:'Times New Roman'; font-size:10pt">, y en 2023 el mercado volvió completamente a la normalidad</span><span style="font-family:'Times New Roman'; font-size:10pt">, con excepción de las oficinas, en donde la demanda </span><span style="font-family:'Times New Roman'; font-size:10pt">permaneció </span><span style="font-family:'Times New Roman'; font-size:10pt">rezagada</span><span style="font-family:'Times New Roman'; font-size:10pt">, pero que </span><span style="font-family:'Times New Roman'; font-size:10pt">en 2024 </span><span style="font-family:'Times New Roman'; font-size:10pt">y 2025 </span><span style="font-family:'Times New Roman'; font-size:10pt">ya dio muestras de una clara</span><span style="font-family:'Times New Roman'; font-size:10pt"> recupera</span><span style="font-family:'Times New Roman'; font-size:10pt">ción</span><span style="font-family:'Times New Roman'; font-size:10pt">, situaciones que han </span><span style="font-family:'Times New Roman'; font-size:10pt">impactado</span><span style="font-family:'Times New Roman'; font-size:10pt"> los precios de renta.</span><span style="font-family:'Times New Roman'; font-size:10pt"> En el caso particular de los espacios industriales, en México, este segmento se ha mostrado como el más resiliente, producto de la tendencia en el </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">nearshoring</span><span style="font-family:'Times New Roman'; font-size:10pt">, la </span><span style="font-family:'Times New Roman'; font-size:10pt">recuperación </span><span style="font-family:'Times New Roman'; font-size:10pt">económica</span><span style="font-family:'Times New Roman'; font-size:10pt"> de los Estados Unidos, el T-MEC y el cambio en la preferencia del sector industrial de ese país por tener a sus proveedores extranjeros a distancias más cortas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">La estrategia y visión de desarrollo de Fibra Plus se basa en cuatro pilares principales, que rigen todas nuestras actividades </span><span style="font-family:'Times New Roman'; font-size:10pt">y están implícitos en todo lo que hace Fibra Plus:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Transparencia </span><span style="font-family:'Times New Roman'; font-size:10pt">– A través de la implementación de las mejores prácticas de gobierno corporativo en la industria y de mecanismos de control y supervisión en nuestras operaciones, así como con un esquema de administración interna que hace más visible y objetivo el pago de comisiones. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Rentabilidad </span><span style="font-family:'Times New Roman'; font-size:10pt">– Buscando los mejores rendimientos y retornos para los tenedores e inversionistas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Innovación</span><span style="font-family:'Times New Roman'; font-size:10pt"> – Incursionando en oportunidades de inversión novedosas, tanto en nuevos segmentos como la vivienda en renta, donde se es pionero como Fibra, como en esquemas de asociación y de aportación de inmuebles para lograr los objetivos de los inversionistas</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Capacidad de ejecución</span><span style="font-family:'Times New Roman'; font-size:10pt"> – Con equipos capacitados y con empuje, buscando el logro de los planes y proyectos en tiempo y forma, buscando constantemente ahorros y eficiencias. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Resiliencia</span><span style="font-family:'Times New Roman'; font-size:10pt"> – Adaptando su operación y los productos que ofrece a los cambios en el entorno.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Fibra Plus fue diseñada para crecer aceleradamente a través de los siguientes ejes estratégicos:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Eje Estratégico 1. Énfasis en la Operación y una ágil Adquisición de Inmuebles en segmentos de rápido crecimiento y necesidades insatisfechas, con un portafolio en desarrollo que</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">, dado el ciclo económico actual </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">no supere el </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">10</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">% del ABR</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">, porcentaje que es ajustado conforme el ciclo económico cambia su curso</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Los Activos en la Cartera están proyectados para responder a las necesidades de los Arrendatarios y para tener un impacto positivo y transformador en los</span><span style="font-family:'Times New Roman'; font-size:10pt"> alrededores de los desarrollos. Esta atención a la calidad atrae Arrendatarios de alto nivel que deciden arrendar espacios dentro de los Inmuebles sobre otras alternativas disponibles en el mercado y por lo tanto protegen los ingresos de a los Inmuebles en contextos de desaceleración económica. Se cree que, como resultado de la estrategia y enfoque en calidad, la Cartera conservará su valor y podría incrementarlo con el tiempo. La Cartera cuenta con proyectos diversificados que tienen como objetivo distintos mercados.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Se busca un crecimiento selectivo basado en la adquisición de Inmuebles estabilizados con alto </span><span style="font-family:'Times New Roman'; font-size:10pt">cap</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">rate</span><span style="font-family:'Times New Roman'; font-size:10pt">, mayoritariamente industriales, y con potencial de crecimiento, y si es posible, con terreno excedente para desarrollo y ampliación del ABR. El objetivo es contar con propiedades nuevas, en algunos casos centros comerciales únicos en la localidad y en otros tanto oficinas como centros comerciales de calidad premier, que son capaces de transformar las áreas ubicadas en sus alrededores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Eje Estratégico 2. Enfocados en el segmento de inmuebles industriales, comerciales</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> anclados</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">,</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> usos mixtos y</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> de oficinas</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">AAA, </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> sin</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> descartar oportunidades económicamente atractivas en otros segmentos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">La Cartera consiste en centros comerciales, oficinas, naves industriales, sector educativo y desarrollos de vivienda vertical</span><span style="font-family:'Times New Roman'; font-size:10pt"> para renta</span><span style="font-family:'Times New Roman'; font-size:10pt">, en algunos casos icónicos de calidad premier, ubicadas en zonas que se consideran destacadas y estratégicas de grandes ciudades de México y en otros casos en centros comerciales creados para ser el centro de reunión de la comunidad. Para el caso del desarrollo, que no va a representar más del </span><span style="font-family:'Times New Roman'; font-size:10pt">10</span><span style="font-family:'Times New Roman'; font-size:10pt">% del ABR de la cartera, se pretende desarrollar Inmuebles con características de diseños arquitectónicos atemporales y funcionales. Para logarlo, </span><span style="font-family:'Times New Roman'; font-size:10pt">aprovechamos la</span><span style="font-family:'Times New Roman'; font-size:10pt"> experiencia del equipo directivo de administración, así como de la relación con el Desarrollador y con asesores especialistas para que se permita invertir en proyectos de desarrollo de alta calidad desde la etapa inicial, así como también supervisar la comercialización y operación de los Inmuebles una vez que estén terminados. Constantemente se busca la innovación y la búsqueda de oportunidades en nuevos segmentos, como lo demuestra el caso de la incursión en el desarrollo de vivienda en renta.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Eje Estratégico 3. Aprovechar el posicionamiento que se tiene en el Área Metropolitana de la Ciudad de México.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Nuestra cartera de inmuebles se encuentra ubicada en áreas y ciudades con un alto crecimiento demográfico y económico de alta plusvalía que necesitan infraestructura para satisfacer nuevas necesidades de consumo. Se pretende que la mayoría de los Inmuebles icónicos de la Cartera estén ubicados en zonas urbanas de calidad premier con acceso a todos los servicios. Se pretende que los proyectos del Área Metropolitana representen un cambio de concepto comercial y habitacional para la zona donde están ubicados. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Eje Estratégico 4. Apoyo y crecimiento de la amplia red de relaciones de negocios del equipo de dirección.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Se planea que Fibra Plus se enfoque en grandes Arrendatarios de reconocimiento nacional y regional y mantener relaciones cercanas con ellos buscando oportunidades en nuevos desarrollos y un crecimiento mutuo. Los Arrendatarios incluyen empresas nacionales reconocidas y van desde minoristas destacados hasta empresas líderes en cada uno de sus sectores. Se cree que los Arrendatarios reconocidos nacional y regionalmente proporcionan flujos de efectivo más predecibles ya que son típicamente Arrendatarios de mayor calidad crediticia que generan ingresos estables, lo que aporta flexibilidad financiera a Fibra Plus. Se pretende mantener la relación cercana con los Arrendatarios como una de las principales prioridades. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Las líneas de comunicación con los Arrendatarios permiten responder a sus necesidades y proveer un nivel de servicio que se cree será superior a aquel proporcionado por otros arrendadores en el mercado. La comunicación constante con los Arrendatarios también permitirá obtener una percepción valiosa de las tendencias actuales y futuras del mercado. Previo a que Fibra Plus se expanda a un mercado específico, se buscará medir los deseos de los Arrendatarios actuales de expandirse a esa área con el fin de obtener compromisos de arrendamiento en relación con los desarrollos planeados. Se cree que el enfoque de relaciones con los Arrendatarios no solo ayudará a mantener a los Arrendatarios actuales, sino también atraer nuevos Arrendatarios y reemplazar Arrendatarios salientes de manera rápida y eficiente.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Eje Estratégico 5. Maximizar las economías de escala a través del Administrador interno.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Fibra Plus es socio al 99.9% (noventa y nueve punto nueve por ciento) de la sociedad civil constituida como Administrador. Los órganos de gobierno de Fibra Plus autorizan presupuestos, inversiones, nómina, nombramientos de los principales funcionarios y demás factores que inciden en los gastos y funciones del Administrador, además de involucrarse directamente en la operación, obteniendo de ellos una mejor percepción del entorno y la capacidad de buscar ahorros y eficiencias significativas. Una administración internalizada se ha traducido en ganancias en eficiencia, mejores márgenes de utilidad para Fibra Plus y consecuentemente en mayores beneficios para los Tenedores.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">A diferencia de Fibra Plus, algunas Fibras tienen complejas estructuras de remuneración tanto a sus operadores como a sus asesores y administradores. Esto podría haber conducido a situaciones donde los incentivos del administrador y del inversionista estén mal alineados. En la industria a nivel internacional cuando esto ocurre se dice que Fibra Plus es manejada externamente. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Cabe señalar que, con la integración de Fibra HD, la cual contaba con una gestión externa, se optó por concluir con el contrato de gestión de inmuebles suscrito con un tercero para alinearla a las mejores prácticas con Fibra Plus, y así contar con una administración interna.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Eje Estratégico 6. Experiencia en desarrollo y consecución de negocios inmobiliarios.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Fibra Plus forma una cadena de valor completa, desde la prospección y selección de la tierra hasta la posible venta u operación del Activo, generando así lo que se estima y se cree que sean los mayores retornos del mercado, capturando la plusvalía en cada hito, compra, construcción, comercialización, operación, financiamiento y posible venta del Activo.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">El éxito de Fibra Plus dependerá de su capacidad de perpetuar su modelo de negocio. Esto implica tener la capacidad de encontrar oportunidades de</span><span style="font-family:'Book Antiqua'; font-size:10pt"> adquisición con cap rates atractivos; la rotación de activos no estratégicos hacia activos </span><span style="font-family:'Book Antiqua'; font-size:10pt">dentro de la tesis de inversión de Fibra Plus y la capacidad de</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt">ejecución d</span><span style="font-family:'Book Antiqua'; font-size:10pt">el desarrollo</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de proyectos es marcha</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">su posterior estabilización y, en su caso, </span><span style="font-family:'Book Antiqua'; font-size:10pt">su </span><span style="font-family:'Book Antiqua'; font-size:10pt">desinversión para captura de la plusvalía</span><span style="font-family:'Book Antiqua'; font-size:10pt">. Para ello se requiere del conocimiento a fondo de la situación del mercado de bienes raíces en el país. Los miembros del grupo de dirección y </span><span style="font-family:'Book Antiqua'; font-size:10pt">sus diferentes relaciones</span><span style="font-family:'Book Antiqua'; font-size:10pt"> serán un elemento clave para encontrar y atraer estas oportunidades. A lo </span><span style="font-family:'Book Antiqua'; font-size:10pt">largo de su historia </span><span style="font-family:'Book Antiqua'; font-size:10pt">Fibra Plus </span><span style="font-family:'Book Antiqua'; font-size:10pt">se ha caracterizado por lograr un alto crecimiento a través de la adquisición de propiedades y </span><span style="font-family:'Book Antiqua'; font-size:10pt">el desarrollo de activos premium</span><span style="font-family:'Book Antiqua'; font-size:10pt">. Esto ha generado una gran experiencia para captar oportunidades. Algunos ejemplos son la adquisición de </span><span style="font-family:'Book Antiqua'; font-size:10pt">Fibra HD</span><span style="font-family:'Book Antiqua'; font-size:10pt"> mediante la OPA</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y los activos industriales como Ensenada, Sonora, Nuevo Laredo, entre otros</span><span style="font-family:'Book Antiqua'; font-size:10pt">. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">La estrategia de Fibra Plus se genera en el grupo de dirección</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y</span><span style="font-family:'Book Antiqua'; font-size:10pt"> el Fundador Relevante</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt">quienes proponen al Comité Técnico, el cual tiene la participación de inversionistas y consejeros independientes. Los directivos del Administrador cuentan con alta experiencia en operación de Inmuebles</span><span style="font-family:'Book Antiqua'; font-size:10pt"> e identificación de oportunidades de crecimiento</span><span style="font-family:'Book Antiqua'; font-size:10pt">. Son </span><span style="font-family:'Book Antiqua'; font-size:10pt">e</span><span style="font-family:'Book Antiqua'; font-size:10pt">xpertos en la evaluación de activos objeto de compra. Cuentan con una amplia red de relaciones en el sector inmobiliario para búsqueda de oportunidades.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Fibra Plus tiene contemplado ser un vehículo de acceso a toda la cadena de valor del ciclo inmobiliario para los inversionistas, pues antes esto solo estaba disponible para los grandes capitales.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Modelo de Negocio</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">.</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Modelo de administración</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">La administración de la Cartera está siendo llevada a cabo por Némesis Gestión, S.A. de C.V. en los términos del Contrato de Gestión Operativa, Comercialización y Mantenimiento, de tal suerte que deja en manos especializadas la complejidad del manejo cotidiano de una Cartera que se espera crezca considerablemente en tamaño y diversidad. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">De conformidad con el Contrato de Gestión, el Gestor de Negocios deberá prestar, de manera general, los servicios de administración, operación y mantenimiento de los Activos que integren el Patrimonio del Fideicomiso de tiempo en tiempo, incluyendo, sin limitar, la administración, operación y mantenimiento de los Contratos de Arrendamiento, la facturación y cobranza de las Rentas, la facturación y cobranza de las cuotas de mantenimiento, la negociación y firma de los Contratos de Arrendamiento y sus renovaciones y/o prórrogas, de conformidad con las políticas, términos y condiciones que para tal efecto autorice el Comité Técnico. Asimismo, prestará los siguientes servicios específicos:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 30.5pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Conformar, evaluar y ajustar el equipo de operación en la Cartera.</span>
</li>
<li style="margin:0pt 0pt 0pt 30.5pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Elaborar un resumen de cada Contrato de Arrendamiento / Arrendatario.</span>
</li>
<li style="margin:0pt 0pt 0pt 30.5pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Creación de un reporte integral de gastos del Activo que corresponda (servicios, impuestos, etc.) para ser compartido con el equipo designado por </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">el Administrador</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">.</span>
</li>
<li style="margin:0pt 0pt 0pt 30.5pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Examinar y revisar los alcances y las especificaciones para contratar todos los servicios que se requieran para la operación de la Cartera. </span>
</li>
<li style="margin:0pt 0pt 0pt 30.5pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Crear y entregar un plan para la retención de Arrendatarios. </span>
</li>
<li style="margin:0pt 0pt 0pt 30.5pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Crear, examinar y revisar el presupuesto actual de cada Activo y presentarlo para su aprobación al Administrador.</span>
</li>
<li style="margin:0pt 0pt 0pt 30.5pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Completar un reporte minucioso de cada Activo.</span>
</li>
<li style="margin:0pt 0pt 0pt 30.5pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Iniciar medidas necesarias en situaciones de emergencia, notificado por escrito al Administrador.</span>
</li>
<li style="margin:0pt 0pt 0pt 30.5pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Será responsable de revisar y atender lo relacionado con facturas, créditos o recibos de pago, cuentas, Rentas, seguros, correspondencia, etc. </span>
</li>
<li style="margin:0pt 0pt 0pt 35.5pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Será el encargado y responsable de la relación con Arrendatarios.</span>
</li>
<li style="margin:0pt 0pt 0pt 35.5pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Gestión de Conservación y Mantenimiento.</span>
</li>
<li style="margin:0pt 0pt 0pt 35.5pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Comercialización integral de la Cartera.</span>
</li>
<li style="margin:0pt 0pt 0pt 35.5pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Información y Control Administrativo y Contable de la Cartera.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Existen otras actividades administrativas que el Administrador conserva actualmente y conservará, pudiendo o no apoyarse en Némesis Gestión, S.A. de C.V. para ello, dependiendo de la complejidad operativa y tratando de lograr los mejores resultados y rentabilidad para Fibra PLUS.</span><br /><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Modelo de Inversiones.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Oportunidades de Mercado</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus estima que se encuentra bien posicionada como un vehículo de inversión capaz de tomar ventajas de las oportunidades en el mercado de Inmuebles en México que espera aumenten conforme la economía mexicana vaya creciendo. Desde una perspectiva macroeconómica, México continuará gozando de estabilidad, lo que ofrecerá a Fibra Plus diversas alternativas de financiamiento para su crecimiento. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Las Fibras han presentado, desde su constitución, un elevado dinamismo en términos de crecimiento. Debido a la desaceleración en el monto destinado a la adquisición de propiedades, Fibra Plus se constituyó como una Fibra de desarrollo para generar mayores retornos, migrando a un Fibra que actualmente ofrece presencia en toda la cadena de valor del ciclo inmobiliario. Adicionalmente, el mercado de bienes raíces en México no se encuentra del todo explotado. Fibra Plus estima que dicha situación aunada a las favorables tendencias macroeconómicas y geográficas del país, presenten oportunidades para seguir creciendo con nuevos Inmuebles y para incrementar los niveles de ocupación y tasas de rentas en proyectos existentes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Adicionalmente, Fibra Plus estima que, en virtud de su régimen como una Fibra en México, </span><span style="font-family:'Times New Roman'; font-size:10pt">conjuntamente con</span><span style="font-family:'Times New Roman'; font-size:10pt"> las ventajas operativas y fiscales de una Fibra, tendrá Fibra Plus flexibilidad para acceder oportunamente a los mercados de deuda y capital en términos favorables, permitiéndole tener ventaja en adquisiciones y desarrollo de oportunidades conforme éstas vayan surgiendo. Asimismo, una Fibra es el vehículo apropiado para obtener capital y financiamiento a largo plazo para implementar proyectos inmobiliarios con alto potencial de crecimiento.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus estima que este acceso a futuras inversiones inmobiliarias, así como las amplias relaciones que el equipo del Administrador ha establecido en la industria inmobiliaria en México, generará una fuente de oportunidades para hacer crecer el negocio de Fibra Plus e incrementar valor para los Tenedores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Selectivas Inversiones en Activos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus ha creado un proceso continuo de búsqueda de inmuebles para adquisición, analizando e identificando oportunidades tanto de terrenos para desarrollo, como de inmuebles estabilizados con potencial de crecimiento, e igualmente identificando </span><span style="font-family:'Times New Roman'; font-size:10pt">aquellos</span><span style="font-family:'Times New Roman'; font-size:10pt"> activos no estratégicos que pudieras estar sujetos a desinversión. Para la adquisición de los mejores activos, en la mayoría de los casos y de acuerdo </span><span style="font-family:'Times New Roman'; font-size:10pt">con</span><span style="font-family:'Times New Roman'; font-size:10pt"> las necesidades de cada oportunidad particular, se busca generar un estudio acerca de cada territorio y las reservas urbanas en donde la propiedad está localizada. El Administrador realiza un estudio de mercado para decidir si adquiere el predio o si la demanda es atractiva y se puede hacer eficiencia en gastos en el caso de inmuebles estabilizados. Se hace un análisis profundo de la valuación del activo sobre las áreas urbanas específicas para determinar el precio. La negociación y la toma de decisiones se lleva a cabo tomando en cuenta las dinámicas de mercado particulares y un análisis de los retornos posibles. Se considera en la negociación de la adquisición la estructura financiera de la misma, así como los potenciales medios de obtención de deuda para el desarrollo o la consolidación financiera del activo. Se busca generar, previo a la aportación o inmediatamente después de la misma, planes de comercialización potencial para cada activo en específico, así como sus potenciales clientes. Cada adquisición se realiza previendo mantener las políticas de inversión establecidas por el Comité Técnico y lograr a su vez altos retornos a los Tenedores. Se toma en cuenta que la Cartera esté bien diversificada, además de considerar los riesgos de mercado, macroeconómicos y riesgos intrínsecos del proyecto. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En la Cartera de Fibra Plus existen Activos específicamente seleccionados en zonas urbanas con alto potencial de crecimiento, en algunas de ellas sin competidores relevantes para el Activo. También se ha </span><span style="font-family:'Times New Roman'; font-size:10pt">buscado poder adaptar el posicionamiento del Activo </span><span style="font-family:'Times New Roman'; font-size:10pt">de acuerdo con</span><span style="font-family:'Times New Roman'; font-size:10pt"> las necesidades particulares del contexto de cada región. Todas estas características hacen al proceso más eficiente y flexible para captar todas las oportunidades actuales del mercado y al mismo tiempo tener el control necesario de las decisiones de inversión. Este esquema y visión aplica tanto para oportunidades de desarrollo, nuestro principal enfoque y para activos ya estabilizados o en proceso de estabilización, derivados de la evolución natural de los proyectos inmobiliarios, así como para inmuebles reconvertidos o adquiridos para rotación.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Modelo de Comercialización.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus tiene una estrategia de comercialización que busca potenciar las oportunidades captadas por el Administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus cuenta con un plan de comercialización que considera como meta alcanzar la estabilización de los Inmuebles en el menor </span><span style="font-family:'Times New Roman'; font-size:10pt">lapso</span><span style="font-family:'Times New Roman'; font-size:10pt"> posible, para de esta manera distribuir las plusvalías a los Tenedores. Para el caso de los inmuebles estabilizados</span><span style="font-family:'Times New Roman'; font-size:10pt"> y también para el portafolio en desinversión</span><span style="font-family:'Times New Roman'; font-size:10pt">, Fibra Plus cuenta con </span><span style="font-family:'Times New Roman'; font-size:10pt">dos </span><span style="font-family:'Times New Roman'; font-size:10pt">área</span><span style="font-family:'Times New Roman'; font-size:10pt">s</span><span style="font-family:'Times New Roman'; font-size:10pt"> interna</span><span style="font-family:'Times New Roman'; font-size:10pt">s, una</span><span style="font-family:'Times New Roman'; font-size:10pt"> de comercialización</span><span style="font-family:'Times New Roman'; font-size:10pt"> y otra de desinversiones,</span><span style="font-family:'Times New Roman'; font-size:10pt"> que promueve la colocación de sus espacios</span><span style="font-family:'Times New Roman'; font-size:10pt"> y desinversión de inmuebles, respectivamente,</span><span style="font-family:'Times New Roman'; font-size:10pt"> y se apoya</span><span style="font-family:'Times New Roman'; font-size:10pt">n</span><span style="font-family:'Times New Roman'; font-size:10pt"> en </span><span style="font-family:'Times New Roman'; font-size:10pt">bróker</span><span style="font-family:'Times New Roman'; font-size:10pt">s</span><span style="font-family:'Times New Roman'; font-size:10pt"> reconocidos y locales</span><span style="font-family:'Times New Roman'; font-size:10pt">,</span><span style="font-family:'Times New Roman'; font-size:10pt"> con el objeto de mejorar la absorción en condiciones atractivas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El modelo de comercialización descansa en las siguientes herramientas fundamentales: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol type="a" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 30.65pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">En cada Inmueble se sigue un proceso meticuloso de comercialización el cual inicia con la presentación del proyecto a clientes potenciales selectos que, por su importancia comercial, tamaño, imagen de marca o presencia ayudarán a conformar la base de inquilinos del proyecto.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36.15pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="2" type="a" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 31.21pt; text-indent:0pt; text-align:justify; padding-left:4.94pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Para el proceso de marketing se cuenta con distintos medios como lo son publicidad impresa, online, espectaculares y señalización en el sitio, además de organización de eventos y actividades por medio de agentes de relaciones públicas.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="3" type="a" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 30.09pt; text-indent:0pt; text-align:justify; padding-left:6.06pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Cada cliente potencial puede tener acceso a la información comercial del proyecto y pedir reportes por medios electrónicos, vía telefónica o llegando al punto de venta localizado en la ubicación del Inmueble.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="4" type="a" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 31.21pt; text-indent:0pt; text-align:justify; padding-left:4.94pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Con esta información se busca que el cliente potencial concrete una cita, en este momento se vuelve un prospecto real de arrendamiento. En la cita se le plantea al cliente potencial una oferta de arrendamiento en donde se le explica el proyecto y el precio total por metro cuadrado de una unidad específica del desarrollo.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="5" type="a" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 30.09pt; text-indent:0pt; text-align:justify; padding-left:6.06pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">En visitas posteriores se entra en una fase de negociación en la que se define la forma de pago y se recaba toda la documentación necesaria para concretar la comercialización del espacio. </span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Una vez realizado este proceso, el director general autoriza al área de legal que elabore el Contrato de Arrendamiento y en el que se especifique los términos y condiciones en que el cliente pagará la renta y el depósito en garantía.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Por su parte, e</span><span style="font-family:'Times New Roman'; font-size:10pt">l modelo de </span><span style="font-family:'Times New Roman'; font-size:10pt">rotación de </span><span style="font-family:'Times New Roman'; font-size:10pt">activos</span><span style="font-family:'Times New Roman'; font-size:10pt"> descansa en l</span><span style="font-family:'Times New Roman'; font-size:10pt">o</span><span style="font-family:'Times New Roman'; font-size:10pt">s siguientes </span><span style="font-family:'Times New Roman'; font-size:10pt">pilares</span><span style="font-family:'Times New Roman'; font-size:10pt">: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<ol type="a" style="margin:0pt; padding-left:0pt">
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">El proceso de desinversión</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> inicia con la </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">identificación y definición del portafolio en venta, así como </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">la determinación del </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">precio intern</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">o de salida</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> y el precio mínimo de venta, el cual</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> e</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">s</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> independiente a</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">l precio de</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> la valuación de terceros. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">P</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">resentación del proyecto a </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">brokers y </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">compradores</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> potenciale</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">s, los cuales, una vez interesados y después de firmado un convenio de confidencialidad, </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">ten</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">drán</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> acceso a la información comercial del proyecto y pedir reportes por medios electrónicos, vía telefónica o llegando al punto </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">de</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> la ubicación del Inmueble.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Con esta información</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">, </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">el </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">comprador</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> potencial </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">envía una oferta de compra y</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> en este momento se vuelve un prospecto real.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Posteriormente, el comprador ejecuta el due diligence del proyecto, </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">y las áreas internas de Fibra Plus se encargan de dar cumplimiento a la lista solicitada por el comprador potencial</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">. En esta etapa</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">se</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> entra en una fase de negociación en la que se define</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> la oferta final y</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> la forma de pago</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Una vez aceptada la oferta final, se presenta la propuesta para </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">aprobación</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> del Comité Técnico</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">, quien puede solicitar información adicional para la toma de decisiones. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Finalmente</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">,</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> se recaba toda la documentación necesaria para concretar la </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">venta</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> del espacio. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Principales Inmuebles. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Fibra Plus. Cartera.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, el portafolio de FPLUS estaba conf</span><span style="font-family:'Times New Roman'; font-size:10pt">o</span><span style="font-family:'Times New Roman'; font-size:10pt">rmado por 5</span><span style="font-family:'Times New Roman'; font-size:10pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt"> propiedades, con un ABR de 6</span><span style="font-family:'Times New Roman'; font-size:10pt">34,655</span><span style="font-family:'Times New Roman'; font-size:10pt"> m2, de los cuales 4</span><span style="font-family:'Times New Roman'; font-size:10pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt"> estaban en operación (4</span><span style="font-family:'Times New Roman'; font-size:10pt">72,532</span><span style="font-family:'Times New Roman'; font-size:10pt"> m2), 2 en proceso de estabilización (12,7</span><span style="font-family:'Times New Roman'; font-size:10pt">00</span><span style="font-family:'Times New Roman'; font-size:10pt"> m2), 3 en desarrollo (69,951 m2) y 5 en fase de planeación y/o búsqueda de financiamiento (79,481 m2). </span><span style="font-family:'Times New Roman'; font-size:10pt"> Características generales de la Cartera al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">:</span>
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<li style="margin:0pt 0pt 0pt 26.65pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Es una cartera diversificada compuesta por 5</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">6</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> Activos, con un 39% enfocado al sector industrial, 3</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">5</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">% al comercial, 16% al de oficinas, 6% al educativo y 4% al de vivienda.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">El ABR total, una vez finalizada la construcción de los desarrollos, será de aproximadamente 6</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">34,665</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> metros cuadrados, de los cuales, 4</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">6</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> estaban en operación </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">(4</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">72,532</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> m2</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">), </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">2 en proceso de estabilización (12,7</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">00</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> m2), 3 en desarrollo (69,951 m2) y 5 en fase de planeación y/o búsqueda de financiamiento (79,481 m2). </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Las propiedades relacionadas con los Activos de la Cartera están ubicadas en 20 estados, predominantemente en la Ciudad de México (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">47</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">% del ABR total), seguido Estado de México (1</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">4</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">% del ABR total), Sonora (13% del ABR total), Baja California (8% del ABR total)</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Dentro de los activos en operación, la ocupación del portafolio consolidado se ubicó en 9</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">3.1</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">% y la vigencia promedio de los contratos de arrendamiento fue de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">4.04</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> años, con </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">568</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> inquilinos. Durante </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">202</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">5</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">, la renta por m2 del segmento industrial fue de USD$</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">6.0</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> aumentando </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">un 1</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">1.8</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">% </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">AsA</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> (5.34 USD 2024)</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">; las del segmento comercial Ps.</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">207.2</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> incrementando </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">6.0</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">% AsA</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> (195</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">.5</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> en</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> 2024)</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">; las del segmento de oficinas totalizaron Ps.3</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">17.8</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">disminuyendo 2.2% AsA (325.1 </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">en</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> 2024)</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> y las del segmento educativo se ubicaron en Ps.</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">204.0</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">, lo que representa un alza de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">4.4</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">% AsA (19</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">5.5</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">en 2024</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">) </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> La ocupación se situó en 9</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">5.5</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">% en el segmento industrial, 9</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">3.4</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">% en el comercial, </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">51.9</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">% en el de oficinas y 100.0% en el educativo. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">En el año </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">se firmaron contratos por </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">7,500</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> m2 de Área Bruta Rentable.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Continuamos trabajando de forma activa en el proceso de desinversión de activos no estratégicos. El portafolio en desinversión suma </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">241</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> mil m2 de ABR, por </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">3,869</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> mdp</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">, c</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">ontenidos en 3</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">1</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> propiedades</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">.</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> Cap Rate Implícito </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">al cierre del 4T2</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">5</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">8.6</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">%</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Las operaciones concluidas y en proceso de cierre suman más de 1,100 mdp , lo que representa el 28% del portafolio total en desinversión. </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">En 2025 s</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">e finalizó la venta de Niza (55 mdp)</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">,</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> La Roca (128.5 mdp)</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">, San Antonio (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">76 mdp), Sevilla (19 mdp)</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> y ciertas unidades privativas de Héredit (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">46.3 mdp)</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">, activos que forman parte de los 324 mdp desinvertidos durante el ejercicio 2025</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">A continuación, se incluye una gráfica en la que se muestra la distribución geográfica de los Activos que integran la Cartera:</span>
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</p>
<img 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" 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<p style="margin:0pt 0pt 8pt; line-height:108%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Presencia Geográfica </span>
</p>
<img 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YH/z2LHGZ3V+hEgudkly1J2BPI70tWqxoTEAEK5wMMuuqSJMM6pqqoKkL+tcLD16+RXT9WJw7QMA3Cj1oe5kdvAtLpaxx13nAVAhxxyiBk4cKBt8xNpjMgZJwodL3LenUFokcycd+cZSqFuEyUPhJqAEIh9Ub5BCFyFI5g/MYK5cryp6HeoqXxvP+tZvmZcTWVlVS5Ce5EdRMJEF+BA/rRzHAVoaVY6AKGJKPy41pImh5Ue0vWjygwdSEr4tQ2EMBK6ecWONw1uR7wp66a5gZBIrRJnt3yyANEc5IFQE5GEtLq62jrAPkxQJYgTHrIAyJrq5lk6/h5rHQ6gVQj/g3pJSkAJ/3QELycYVwuy/vykZTwK901rAyGxDQgrKO/uOsvbLsK4SYPb+C9xCzsW2/GW8cN4O5l43SgaCLUV8kCoiUl/WwTkAwRPd9XoNg1TMrd33VS3DUIls94Orj5GKeidFT+m857tIOKmrl27bo9wD9QfMFL4m5vJ7nIA+F7y02rWCbmxyop0fsvzd3YxNkjojVar34KfpNZnifG7lTLSoP3edrBJkwdCHjVINIV/hZAcD/8TwVtW5M81pT8+byoGn2dKpzxrCn25kQJag2L01wmKdhBxEfW5A3G8iP9veIaF2dwM+HwKD0HJWu1uf4ft1kkO/BotnLMaWsyIn73I26LIcBJl6mhLZWWlBrDPs4NOijwQ8ighosD/AMCkFxXTWikpj7r/CsHUH3qg7S0hAvR2QUkSOvUxGktBdc6MWO9ubtwYhZ6BYoxoaTBMhJVWylyt1dc0y4l+1AMjzH6JfXvqJyVnfIuJcz5hJt0icgOhLbVbTJp/qfl8w9dmWv48U701/EB6UejAtHObaujYkcxCB6ybijwQagFCgH+nP2lDSo0iF+Am4bu1qNcdCP+7hsJviOV/+PDh5txzz7VY95THCyqkXeMtbwpM3exbM5PHWhTSB2tQ/Ri7WC0iX9eSJ5cJh+RZ5Uy4o7UR2o4mIYoEoa21W81bKwaaPYf/0fzq8xPM7sNONZ3SulnmDhGfNaWuaXrVkU5I1LS7Vj47M2E6uEx2oWC1ZcuWIFDpPRXkgVALUX5+/nFUcMzxEgkniqyFiPvY3uIm/HSVoLmFGy9v3LjR7L///sG1Jocffrhl5uY2ksmbTldsNUd5JMN2+a/U+h5aRifz/SfylevmtrFMXRUrfKvyEqRIENpQttEcPvovZjfAx+Fdhp5s5vmX2S6MtR5IiwsBAOu41t69e1tmAiKtfNb6IL1rW4dWRms9kFrDMtfCRMed1g01ljwQakFCwO9C+IL30LsxQp/l8/kOoa4SqiTCvITw02OF3RBrJayW+xOcxdqLpNWybm4jmVaE1uK0mqM8kmXqpxoFfxAgyqMuUtoCCmXVE3H117VOVgUmQJEgND1/vtlrxBlhILQTLaKRmd/aLuoOuqd+rLi1Cpp4zfLly61V0Tp/WqumtWhRq6hV5wIq/YC0bUNrjmTm3LzRWPJAqIWJ5u/xCN+KaGABkJQjEJfzfoftJW6itXWa/uQIaNKzOO3atTM77bSTxddff72lLG7uIpk4tUerK1jUJC2H5mDllfIbA/gMJj+ublLJxEWV5R9nV1/cFAlCeZU+c8LYv4eB0F7DzzDrS3/a16XzpQUi2o6hFtGoUaOs1dPaduHsA9MqaAHR6tWrrXe1itR9GzJkiPWu7lwy2zQiyQOhVkAI+6UIoFbeugonSqBD29cJVPh7JXSDK0BwMAKatBJJWPWX1NiQNiu6uXFj0lxJnJ2kWG72bYH5OVRRJx3JQ8oGoWOx6oj4nkEvE1LISBASjc2ebH4/9h9mb1pER4650AxYN8K2+YnIn8Ui8hjcOU/dWVsyND6kp8z1rjEgtZ7kVls19B46kJ0seSDUCkhNcFoM/0UgFkQDIriWyhcYdbG9xUWabsbPl8mCkFhpipEuVya+LPLzqgTazb61s8qL9A+HRyea98YwdeUnzoR+NG4gJCqo8ptVJekmp7LA1IbdtdG6yAOhVkQFBQV/AoyirsKVMiBsE/n7JLSQUbfFItjNun2C+Mp5PgYINUsrItUMGBTTDe5EPppsHMiNVUfEPcyuurgoGgi1FfJAqJURwvQogu8qoGLschDUhKftAYPfV1RULCL8Lc0BRrYy9SC9893sWzMr7ZTXEH4ICe0NSxVTZhnU07521TVIHgh5lFJCcZ9qoAtTi/13CN3DPp/vz7a3uAh/+2u6Gb9Tm0K5BHAobj55CAhIYZ0m0NoONWuQSX8h6X6I9LfIVdvErS0dz6Ofce0h9EDIowZp6dKlh9mvMUnHjiJ8DR5cb/+pdXTErbbXhIhuhvY9pXQ7BUpgDeJKefmWAr9SWVk5nHjeaksgZJftp4D1Fy2ZboBQew1vR0cbnLJ3B6FaU105xZSXvGuqKsbxXVNn7EIacNYAtEMaiNbAczTSYHSo+8aSB0LNQEuWLHlUm0vtz6iE8GtLR8BNKN0YRR9PHSZ8nbQGq4lH5/yk7IZUlHY0gjkY5ZECiXXP1xCUo0VaE8ky6dZY1u2kvSbSrrmZNKjV+7ZdbVGpPghtNaVFz5v8jb+BD4QPMMU+4dlPK5y14FD1pIPOtPBw/fr1FvCI8/Pzrfg1U+YAkmbH9NTKaa0h0qJFvVPvjZ4hiweEMjMzd7FfPUqUAKBDaQn9QFk3CEI6/oNKnYNAWbMzDTFuixGWU23vCRH+jsT/Sudvr2dj/vwoiy5ifJBncCBaaXTe2wIrvQD7qyjn5JZsBYUy5Uk1VfzVrjZXigShLZvXmoLs4wGfg0P4N6ameo7twlgrnRctWmSthtb2DGfNj05TlLkOtHfWEaWlpVnrg+RW64UEYDLXWiEtXhSINYYaAiHq40B4UKIbuj2ySQJCZV1CWTfY3MSNDsrqg0ANQgk+RQB1LIfFmPWDZWcxZj2pmO484z6CIpLwfyotoskIuQ6kX0hYmXBS4CGlJbyh+B+ajP/WwMo/+biXOmgVq7xVFypX6ijmpQiRIFRTnWbys48IB6Gs/emWfWW7qOtyjR071gIfrfcRsAhQtEhRK6e1TWPcuHHWSmkBkI6MHT9+vHVDh7piMtMxr3oKrBpDDYGQfgzwFuSrR6Izwx4lQBTwaQjcmzznIHRLAIYlesZiuUEgnqMek+5Pq2tGvHsj9EfQ/D6BpvbTfPdHqOPuFjqM0miB4mMITIN3r7U2lrLzHEO3Y2ikXUswZahFni9TpmmwFLBrtHqOBKGtWwPGn3su4HNQEIQKso8yW7fk2C7qSKCjVdLKu7MiWi0hdc1krk2tWjGtLR7aNyZg0jYOgY5aRc6eMnXNGkPRQAgrndt0OWVhndnOu8qhZzJnbXlkE4W6OwK1H88dVcC2mW5pOAAwuQBg0YFmGuCN60+MW7U+hiS7+zoakZ4TSedStzhjsYQZvzPhl/Df5tYHUZ7LycMzpN3VvrmY8isnDR2Rhx+p35uRjZGY3Ufr5TFaAofb1RSkSBAS1VTNNoG8v5mCTX8AkM6jFfS1bfMTaSzHYWfnfKSZw/rWALZIT8fMsW8MuYEQxtuTJwFQ2HVWqhvKZTB8sO3Uo0SIQryQ1sYoCvI7CrcbzeA7eX+S97E896Ng22OmLRyjBDChhR+NcVeJ4iR9NrUbEe7fSE9lZFzxMGmpJU2jyNMHEhg3N62VSXMVfC3sat9cTP1PpezUBdd7IXLxFq3egSj/KIBIgHQBShpUWjcQEtXWlpstmzNN7dZi26R1UiQIYbQj+b+HfBbqxxZZPuRVA/Y6Cudi3Ca84fdnTRTY9hTcPhIwWIdnWce9wlsRtkX88QZR8F/zntCB9bjPpxv1f4Rfr0mbKKlSCa+XFMAtrniYPGhm6S7C0WC1q5vWyMoz/BJKv9bNvjkYudDs02ukYZVjpvoFhP4HAG3gKXlZEDpbFA2E2gqFghA/4UMpgyFwdWi5RLL0AzkroWy6U157yq9HCZDP5/s1QvYxhajpYNdCTpQJqxL+gspr9O2iVHA7wmnUOiLyl87zYcJKegd/SzBlOIu8f5gsCOtm2415ATN+sc9MWe43vjjvciO+zSjUNIBGSyfUCgiWP3bqon9SVVU1gHLVQsaC0N322woIoRda1R/1RAk3Jt86gE5DB+fHswzGoxCi7LdHmM5H8FL215XiUCGT6as3auCOv9EJKGLwT5wMkxYp0XOkJy/SrjUz+a4g7Vpq4GrfEG8CgO4elGfOeqvufv+3vitwdRfKyIF+IGqBvQ5PI25/pBulh5ZyDvYCoULVkV1d2wQIpaen69zuaYkAkMPyQ7lsysvLS3g7k0cQAnU9he9auMkwwpoXazo3HkIuNCtxFhUbx02y7oxgaNf/s/zZ1rvZt1ZWXaDg2nirNViubqKxWkEzVvmDd/uLr3g/z+Tku7sX68cB9ydejRXGnJCgLBcDRD/gXrNEwfOlNFtEnSuMOW2NydOcjRs3dibvPVQWbvmOhyVv+E/5xZI/C6IiTkewKMPGLRZ0mIpQZTxvB580AUSanXiE9NXoL5xo2gCwSprXXQgjZt++tbHyyY/hQ/I9082+IV6W4TeX9KoDIN3vf/sneTGv1yYu/TieJD5dH61WmKs7MXKyAPsXKVsBUme7qizSUovs7Oxd2yIHAoH/UA6NOq1A5UYYD9vF4VGiRCGevnnz5m4I1vsUZMJ/4FC2lWgOf/NzEO79dFaRHU1SROUej9A/WF1d/TrhTYgXjPCn3frPolzZvKsLkQ7nJwpmLcGkeSl5fVuC7WbfEH+90Gdu+TjP3Pt5vlmyIWC1kNzcie3yGER8V8FXw1qo6uqOevgG/tRWuI/4UexoV1ObJR26R55WROY3UabcxG/ZwXrUCNoOBbgFrqBAa6IJY0PKITew7rQaobOE7LAbTaTrQIQ/yy1ONyadc3k+Rjpewu+T5EkzZpMJQ7eIuPppDYxSgBuFT5D+pAbnnXv9BT6xAMhhyqKaONfzE9KamOfc4rXrfTju1O0qpgwr+NFcZldNmyRAVLfCCOwbvYfRA6EUkgaVNd1OxfybQl3nKKueYsxmYvc+7zHHD3Cjv+UHVHTK1lFIaAh3pJOmhljuSIOWD9yE8mwm7UsRuj4oTwfMU7KxlfTEvCggXlYYKjP7XV3aFwCFZr1Sm7LJp2XwLHG71i3m5apT0ncPZbmVMk1P1VXSLUHk42Lyk5IZYsrDA6GmIAr1/xDMMika75N5rYA7o8QdqcAGV1XjpxLuqOlcKvsAO9ikCRDajnh7EKYVPmlxba05TLo1OK2zi97k3TIjHTLvzTOpmZBQRgl1ZdJ/Sc8ncHUy4ckPfjfy/h5gqbypnDcS9oekcVak+1Sz4iceP3EWUC69eB8fKx/Y+7C/n/RJJmr57mZXT5si8rAPaV8bK6+JMGUh7m4H71GqSErP3/hGCrc979sjqJdS4OdTeVIa18oIZVUwPAz+Y1VV1Y8I7p8Ujh18UkS4RxLODPg70vVX0vSjAzChjNlm0q7zhDqT3rBZNvzmwTpAPunpe/KklpTO5V4PjySup+n2fUG8y7CLq3mv8iEdK/B/H37nEYYOYfscfgGza0ifFm2m7LiTSFb8xLGUZ3u+76CsuhJfzC4g6dXg9O3wA7xrX9lKDe7a1dMmSLN5pP0T8uCax2RYYVEWnyLf3grqpiYKe1+a7FcgvHGNzaBMm2g5ncjzfwDRrI0bN8Z9bGg0Ity9HMEnzD+QFil+aJyaUXsTpVbLot72D1v5ZvDsCSel5Aix4tRGW0cAlxLfSMw78JzJt7pUisfPs8Z2ExYG6SyB78VNcH+S445wdKnAk4Q1WWah/lLByjdxzyZsnWOdCfuJN+r54g6r7JQ+0qXV6C/y1OFn51gV0wZIP0HS+wh5SOl5TSoXynBaY9fIeZQAUeDtUJL1DSmIXTmzeR5FxX+fk5NzhB1Eyojunu43s+4XIy5tvtQRtV+Ttqh/dewrAcdH8Zfw1Cx+BS5vE9cCx0z5VFnY6egGiEhBP9R4FN+PYv8+8b2D2VL8aRxJ+4/e5P0b+XXCCWXsyrDrgp+49/LFwwqLMEfDD5POsA2a8bDtvz/p16yawGyMWs12dbRaUhpJt1qYjZoBjsa0Zhe1tVZhm6dNmzbtT8FrSjfmX0VKhuDyKNJgZhrCkPKp3ZqaGq2t0VjKAwiaQM81LQ5jXwsovJCIQCpMlG4DeZ5BftQlcW05SDEJdwXPCaRHm1LXwNMxm4Cfbri5kzCGkU6tY4q5rQR/m2Ht5YoKVokyYakLqDVYSW9pwb92/HckD7qcUd3zwQDus+TrAloDre4UQrWASLN+nEkvgG2ICTsrFS19jxIk9a+p3AEIo45TjbnYTYwC5ABe9Y6DaCwR77HEfxXhr45HWXErRXoZf3GfPYTbWhTtAfx2R+CCp0JG40h7fStewtHhbRrMjmtmhjz58atVvSnpQpBvdQ8FQmHd2ERY/ginkjA0bqVtJluVN741C6k1Xb/Hzd5SfruKWowEiqRR546nbK+kG5NftQpPtqP1qDlJq2URuv0AohupiE/hqN0gKsn4fL4Hba8po7y8vGMQtD/DcSmqrTA94NH4KYclQK5uQxn3E8hnX9y72sfLifgHhHSDyDP4SWrdkBsTXhb1dD15ns530oPflONmgLkz4a0hPAGQumpbaJkWYrYE7llQULCHXU3NSup+kaYzSYO6sykdA3JjW34Svi7doxQTQrg/7IusIIcRCinAd6k8nQ5h2x3BH4cQLCSOuBUK95qafof32+wWTmcpfKS7UKa7kUFcTzUWhBJh0jgL/kxl52afDCss8ptDGdzPM67ZTjdWOIQxlvdH4Bf51l1vD1A+OuEyn7B1DdNknleRh9MwP5vnZbg7hnrbwa7ClJBAB/6lhgmI72rqSedKlaay3GKx4iFvX9jJ8ailSIflU++9JXxuFSXGXqceXmB7aRTpmiKETbM8rnHFYvkhnfpz66lNmbqcsRvpc3WP+Vrc3Ym7Jc0s2BOI98tUx6nw4LHkv1GbN+UXoFFY+hGMgcsJcy7fbznhyt4u4y12edfw1LjSGTZ4aAmIJhh+a1dtgyQQo6u1G+EfQXhXElcv4tGygXLCqZfO5mDiL+SHFtcVWx41ISEcO1EZum7HtaIQ0oJUVRRhXS/hdosnFksBdYUMQmw9JbSwFj9qNXW9sQPi0PMlW7nC7JqaiXsxaXu3MUARjcmrFlneS9iNXkGucnHKhhbjMur4tVhpllvypbHEu+iiX0zZajmH63S/QAr3R8OXEuaDyJfG80bgfw55KCaMrU1RPokyadDSjOfsZHvUklRQUHAGguE6E4HgFCJ0jT78TER4pxKe9loFw0dQtZq7wW0lVVVVFgg5pG/CmoZQdyPtYcDGt56vIPwrQ82bg0lPBunSTJqrfWPYyRfPlJ67BAgtAoR6OKAUjWVP3NVwMSCUx/dRdtUGKS0tbUfKQDOZeQJNlYPS3VDYLcWkcQN5T/nki0cJkn3BYdi0srOhEjMNAr+G3jd6bQl/zhMQTp17bE03SzhhreGJucdMdqTPbg3VHZQuQMKvTsrrj/+xjtLLLQqSzbM95s16gL7SQNwaWB0VKz/JssKk/GaRLyl5ygZvAaEFKGLct9/a6VjktuGZvFuzb27+WiOTXi3R6INItflTBto8URk3wVaLYs3GgBk4zWc+meEzG/MssNBf7wzbaaNIt30QjwZCAwDIIOI7jfeYq38l9OU6QKykymT4a0xZdV2LCIW3WmrQgzx1577W+gwhPK1szggNozmYuNeTVt1F1mTTy1Ia6uND3nXKgLXoszFsA4oFbIQb11ok/OjHVO8cKsx1JnqbOh1TTF60z/JfdjY8ailCgP6EAJXlFRSaWz/OM+d0z7X4kRH5pog/PAr2Pnqfkr02hGMdV8uf9CBaR9ciADp7KOqfXYqyJLPY3DqoyPyzf4np9EWZyS6sMqUlwW0YHWklvQoo9SOsLwg7ID9uYTUVkwY9n6CcVkfapZrJ37Ls7Oz9eOqEBFc3iTBlpvJ6mvB0aaarm1DGvTbQHmtXZ5Coy79j16bOCRerDJEdHZ2c8h0CHiVAGmREkSqWZwTMuW/9dOToxb1yzYacgCqqmmb7F6k6m3fhwoW7LVu27AQE/wAEel/CjrqgsLi4yLwyPmAueNdvLupdaC7oFTADpmOOe/zqQLSnESIphiVQbmE0NStu8tIXJbQOEnNzkyomjzWA3STqrD35XoeZuhSubuNh6r2WcHoTRoNHryhvuH+TH0m97jl2L7RU+TeWlW7S/513fXQLEuBigZC6Xzrr+DxaQTp8/Y5P84O3QCCkW6msa2wvKSMJNOH+CcXSnWqbQwVZ7yUI/uvf+c1f3ikAiHzmLz0L6C76LXv8FKGMKd/kmCgrnfBk0vMiaXF1kypWXABedU1NjQben6Be7iLOK+GEu0L4xVtJF34CmiFtcN0W7nOpr/3sqguSTuXEf5/QumtrrPxTrn1SfUGoR3GSZsCogIAGo9PW+s2zX+ab58fmm1VZPx05KgFDCLUBskkqCSDcnfDvJB1fIhAah7Li5N2szi427T/3mUt7F5iHhvtMRk5dmlAeLSF4FndNdoxGPKx0osxfkn6dBhDtoDGL5ZY8aqpaV2Fb327u3Vj5VPmQ587w/bx3q66ufoH6u4iw4trWQhhbcKvWTxbp1ficDr9zdRvKpFfpd52kSEtL25NwU9I9bEmmLKrIp3Ucjp01j5qLCgoKdJOqNaBaNyum7o5rJWFdeKrtrUkIAdClirfBqxH6LRL+Ujg/ABhtLDK+wE+CTsuDR+EjuGvxsQjSoPOx3yDd76KMYTNz2GlNyjuYt+f5MKDxDCCiQ+ufwY/AKxfzsPDcGLezAV7NjunGUQHSBt4XASgB7Btcg0VZZtBy1DG6z+NXB57FvZiTeLSi+Y92NQVJoDRr1qwjN23a1IXw28zMWDSmTLQS/zQ7ex41ByFEWtsxIh5hlKJQSS81x59Cg6+k6TrSpj5DsBURmk7etRnzcRQk7vOs4+IiAEFcmNifnbRoJ31feEyouUCGlt6pKP8KAAPr0mrMtKk0l/IcRz6ewuw98hgVTJVv3OhYj+68BwEntDxisdwR37PEN0XgQ1oT2iaB21luYybqvixZsuSU9PT0KwizWZdFNAWrTCjnOd74UDMSgLIDwvM2hR9Xlwa3Wmr/tPaULViwoElnFNQqIl0jQwFI7KRF5vzZNT3fqOuow9iXY0qnvmDKv7zWlMztjVmgvpsYjAAvBGzeFCApTTx1JtH9lJn2ZekQ/3pXG2GmVs0nAIy6c5ucfEbmCTfV5PcyzHUUbphdLJZbgEfnManVmDBQKB34f9muljBauXLlfosXLz5j0aJFp5P2Jp8dbA4mv6qPF7ybWpuRKPgrKPS4D81CocpRhhMQvj829qqgWKQWF/FZx3s6ihmaDn3TtZFiano8PRHFdGVaPyXTXjKV7+1jKnvvz3M/U7xsFHbxhyslRxnfgZ+gTD/m+RHg0penNfBJ2c2I4m8zefiebppuUSnDrS451BGywWM8MNbZR8/AcW9/Ubi4/540vEM5XUdYcft1GP8a+P+vXS1htHDhwuMkB/yQTiXtcU3ztwWmrHVGd73up0cpJi2zX7FixR4U+pEI0A0IUFwCKkGjgt6wg2kyAoR0w+vLKIFrOhwmLfm4uxFFa/CQtJhcXGrKRrerA6DeB1ggVDL1RcApsRkv0qDV3AGARAek3VpdXT3MtptJK+njaGlUPqkHbaG4D3/a5Pkxz6fwY+WL8NbjpgtPV/+hLPe4Vd/vZcJ5n/c1lJHuYk94EF8Kid/j7WoJkrpiy5YtO00gJM7MzFSXLGWXWGpsMjMvYNLWBeK+qz9VrPIj358jg95q6qYmKbr93B5h1RlD8UzVSllusgJoQlKaEH6tYWlw4Bnh34jCPQQQJb9zXoo7/0MbgPY3FX0OMkXrpmGXPLBJKUlPldIEf19VVRUVhMS416mW2qBbK3fkvZAyeJC8LeR9FNy1IRCSP8LQ6ZA38/xeYbm5i5cJZyF1UW9WlC75/g4A2XwGcelMcNdwEmEB0A/L/eay3nnWcpH2g/JMVm5iXeOfWOnJN4WBTJ51yzviYepCx/aeaWfXo+YghG1fhFa3imoWzLVixLjTfdQpuywxFqF0BxLfraQpi6cULGprDbd5uNPu+kZs2wiY4uVjTOmPz5uitVPsAWo3d+6sNJKG4IH5zlPAwfM7QOiTRJUUv/nwq/j/D3678owJyiojfhKXA8g68sTVzU9MWgIoZsBX9x5hr7TSEvvE+Vk5pG9A53ehIKRxoby8vEeJM+EuXyQH4Ps+z7OuyNbCWa3g/2qBzwInN/exOOCfawo2XWjys48yvtzbyWuWq7tIVr2R/1cj8+5RE5EKmj/bryn80/1+/z9Q6KhnOlM5FaGn8MlvU1cUgv1nujXdEIq7YVeQlMKgePMkOI7ySZAi3TXMKGPiXTCBxSb4DQBA1xe9iPI+x7MfwP4a78/Dt/P+ndy6hRGNca/u3RDy8g710of3ATJzc+sw8aoctJct6sF1avkVL//KlA+92JQPu8QULxuNeXjalFbS/YJdDUGaMWPGLqFdMYdXrVr1f6QzJScYPDoi31o4KxBSa+jbxYCQi7vYXGR8OXeb/I2/hQ+2nv6Cjyxzd/fhTPm5tgI9agISiEio1MTWYLPd7HcVdJkDQsHDzvr167djKk9gjEECO10JPDqaIqMAmra/Q2mEC3nvgdKuaLhFkDwTh7o/E3l24KluE1Fb9+lvwEx3lK3huZGndvgnvKaJsObhV2NjNbxXEb6WJSxxc+sw7rWd4y04+v3teRmm4qNT7DEwup8fnmgKc9PD3BDfFn5K7ezyD9Ls2bMPjAQg8cKFC0/z+Xyvk89GdQEFNovSA+bagXnmondyTefR+Sa3IJnuWJEpyLkF8DkoCEK+/L6Wubv7cKb8NB7mHYrfjLTdtGnTgi0cFOrfCGG9fV1UioRTRyAEpzAx34sWwJ72Z5ORwI7Wjo7LcBVyO226IUOzSB35i2uMQsfBDsWu0d2ESLbj64aw9oRTNijrsIAHfpI4giuiiWcNz+djKbqdloflP9LO4aJNq01l/yPrxsDEGgPLWhzmhnKs4Ydzvl38FmnqGsAJ64qF8po1a86nXJI+itZhAZG6X+qaJdMNq+MiE/B9T1fsNADoULpl/6Q7tt7FnTtTjmoNeuNCLUn2lo4v4bC73BFurRd6lPe95I7nqZj1ao5FXgI70jOA+FxbFVJOlGcJbtQaUVp1VGl3OGoLKhlG0TZTBst56g79lB/hIYAjWB3FGnZgP3EWUwYaG4oKquTTqh/8utpbHPCbsvH3BFtCZePusseGfnKDf4FZ2ApibUDW+I8bAInt6fruoWluWQaIAB6NDRUGcq1vd3f1mfLXWrSz7ax71FJEi2dnBErjREtDBYt3rW1Rd+MchPViKQc8VGNLttcmI6VJSgajbw0LFenTXf2PorgN3l4aDxOMWDdrvEzYCR3cHw8rT5TtfMLXBt2w22nJczqK0Q03UePEn45RfR6/3/AdPW2+XFO87EtTvPxLa6Gmixv9fMJOUZw3b95BbuATyvbYkLaTuIXZZlggRP2GtQQ9akHKy8s7EAWYGKr0ekfYsqgoawCUpwT+ytra2l+FdteaghQ+8V2IoKwNTZMbo5Diz0j/VDf7RJn4rDvB7Py6ukmWlRfyNA+gaS+QdXEzG3sNTkeahzF+1Rp6jPpZ5Gb/Eysc97DIY0l+fn7wUHuV+ZIlS37vBjyhrLEhunFatOkablthgRBlcJmdfY9aA1ExR9CtCQOiSEYx1SL6XEfH2t6alADHoxGWFbHSJDt4TE1NzSdu9oky+dM1OU+kWskQ+NqqqiptRdEOd9dZQMzVqnuQeljnlmeZYS93y/m+g/ekTjy0y2yFfj52UVtdMTfQcWNaxH8l7g1uYbcVpp71k73Szr5HrYV8Pt+vUYDhEnS3ihOjAGsCgUCz3XJJXH9BYKJeHWwr1DhA6GM3+0SZuHIRTg0Yu9onw4SnDbCfAKi6zijqrRrKC/a6FLE9bsOOeaVOSgnnDaWN98ewb7CVGI3xpxnGsA3LdLMOBmDOiAQcN9a4Ea2oV0hHm91dr/pFtm62s+9RayIESwsbNWhqKUVk5cmssrJyanPtRtY9agBDzMFQFHOTlFN/Nzf7RJgwttrdpWw3+0RZ5UhYQynT93lv8JA2WzmexH26Y6YyJ3+9+EGMg7XAUQNm9fwmwqRpDiDkrKrfDmA5yQ1worFaQ6RDx6e6ht/amfJUOd9jCZlHrY+WLl26OwJ2PYowCeWvN1ODAOv8mkNt501OCMvhpEWL9MLS4bAEinS+Qpo1kOzqJh4mHB0rqz1eb/He6FkxwlDr5XXedYVRXLvcyaf83U0ZB8ekyBdJKlLrLGUnTRLWGgeEAPrd3YAmFmtsiO7ci03VGrKm8Qtp5SYw45UIU8Z6PmIJmEetlxDSHfnz9oxshQgMqMRFKMz9COLutvMmJZr/x6KYqxR3aFoclqICjB1JV1JregS2+O0Jv0tYrm7iZZUXadUu92d4TucZ9yA37vXUnrK6w+jIL3Wwnu+Hks2bGxPeHLto9dM5zA1oGuIlS5acS5pSfgOKgGdC+lRz27QnTbf5vUxmwUZXd41h1RE/t6ftIvCoNRNKcBQC63rEKOZb4Adsp01OCM0pxKdD4OulRUKF3at0Fee52TfE+M0h/K6E06g/O+Wlw/l1AFo3QDrqLbjRGKXW+pUXAR5rUSDfWqbdjudVhBXsojWWSdsElam6u4l2xRy2Z8reVprd4kiWV+SuMQeOPNvsMuwUs/PQk0z76c+YkuKUTxSonLtZguVR6yatokUJnkO56v3NVZEoy7u202Yh4ryc9LguZkSxvsJuRKKKL8aP7hd7Qy0PN/t4WGVES6YnZaJrirTJNOFpfrWE8PcwTx/5+aa6unoC77dVVVVpXU/KVoZTTlZLSOdIx1qg2BCvXLnyQkDIdbYvGVYraPjqcRb47DbsVIuPH3OpCSR4CF1DbMtIT0uoPGr9hMAegELUO11PFYkAPms7axbKzs7eFSX/irjrtVhIZzGK2gH7BaQrob1chDcNP2/YwpkUU0ZafHgX6UhaKQWCpGEI73foeBDyooPTOgBEKd2aQhrXa3ZsxYoVR7iBS7ysfYm0KGLOqCbKK3PXmoNGnmN2HXqyxffN7GpKE9x4HA9TBqNtsfKoLRAVFnZejt5RkI0I4Em2k2aj3Nzc36jVQxrqtTRIp2bKnkApHkNxdQCZ89eLyrjXDRm68TXpaW+x/BKGZsJ0cqKrm3hY+cK/dU0S6c8GjB4mTJV/wi2raEy4OnFzr2S7YqGcmZmpNUspGzTX3XPfb5hhHp/zqnl9YT+zyX3Fd6OZMl0KEO9gi5VHrZ18Pt9DjoJKwajAaSjc6bZ1sxPAsR8gOIJnPeEiXTow7CbsOpLO+3nXaYZ+N7dizLOw1xoeV/t4WeVDXC/B05yyaiwrHPIjBdcO+5Rdx0xe81evXn2IG6gkyrSmziHPWkDpGlcyrG5ZCa2f4gTPfUqEqXO1nI+xRcqj1k5U2mlUWgUKuxXln4gQ/8a2ajEKBAJ7opj1TvzDTGc29+CpGSY/z0k870JR3ofrdWtwuwDzD+Aw80RZ6SCsCZRN/1SBkNJE+r/gqQsYUzY7Rl0OSUtL06xYXAsUY7EGqGkRD0xVnpuLKVOtCetoi5NHbYEQ3PvUNWiuafl4CIXXtdNjUQCrq4JgbUFpe/AcLAV2BI60a+OnzmWuN9OHma7nGS2/vGtRTtLdHgEF4WhFs+ssXqJM3hSmDvwfy3u58kT6lMekFywSTgXKdz0AcnIkoCTDGtjOyMjoSHpS1iVrDlb5UbaTm2sbkkfbMNEiOgwlnSKh4lmAgt2FjuoqnKDA8a0xEI2toMfhLR6AdRDm2te1GL93o6RaXKjtE2Hu4mH5Ia4MnjrU3jpyxLEjTItD3cfDpKeEsD4TGPGuWz7mE+4NvOuK7egnLEZhwpqJ4unwska3ghxetWrVRaRHFwy6xtlamTRrQem5tih55FHyBIgchDxpMeNWlGwQz4EO2OgJ6wjV3jwfxkybSIMgVVlZ+Ul1dbVWh08lnMG4+4KnVmAn1f0R8OA/HXDUMazWXjHC3Ii5TrV8AU54vY/yQBjFhDuZdx18dh/Ko3VN2k3v6ieUlSbniZ+R8+bNO8YNTJJltYZIR1JrtFqSVa6ke6DWS9mi5JFHyRNK+g9aCX54HS0anQNtCZqtpDol8SmUuBjQ+RIznchoCSHuBwBCP6Kgs3DzpM/nuwL3t/HdAXfqnpXirsBR5GiMG62StoBLbgUY8OvEtxzzO3jPIPws3jWNH3aWUCJMPJo90/XUurnjGdI/i3fd/mHFC+vsai1y1DG4ebyrRaa70lYpv3Dl6tWrL3EDk2TZPvBspOJ3S3NrZsonM/REAY88Spo03YqiXYmS6ZCzpaEKgZnGaqy1RdiVY3cf4KDrl3tgdjvgUADLrVoqJyKYz/N9J/Y+3H8IqF3Dt67bqTdepHjwo9XjFtDxtMZGcKutIN/AOn/H6t5hry7LXXwnDUKhTDi67/4x0veo8kLcacTxHnFpVvBs3FyF2Y2YfUaedE/9x3ynZ2VldXIDk2RZg9O5ubmvCPCUJuKzmG+Vn3M1kmseWpolF/BZthh55FHjCGG6EaHf2pDA404thG/gj/iDn4fCfI5y6vqdO2kJXYL/9zHvorBQ7q+lxLx35KkbVIObUQlHp1BOLysp6VJRnDOsuNhaXd5VyugoHm6C8eJ/GuDXs6H0JcIKn3ALiTONPPTn/UfSWEO6F/D+tNKsdGJXhpvvc3JynszMzHxGwOEGKMmydtZrbGjNmjUXiLWaOj09/e8bN268TZtdSesPSkNoebQGpqxUhrfaIuSRR40jFOwElC6u40cFBCjlVNxfisJ+h4JsACAqBEp8f8PzNQRUXR/94bUKe1VVVVUnnsGZN/yOqSz2v1Qz5urVlZ+ctrVsfn9aROVfY3c14eWExicWUOCneypByGEH9Jyw9SSuEp46n8g6k0lmtFjmZ2dn93MDkqZgjReJ582bdwagdCXpGC2QdNLd0iwQolxetUXII48aRyjbIQBI1BshdESE8w6QCGB0lGtw2p53mb8DzyOcntXV1eMRUh0+L4XWzmuBkOWeZy3fXSsyZ66o6Heodah8+ecXmNISq3t2H6x9bGGzdPjRYfb3kc4mPxCMuAV6M4izC+/W+qiCggIDUJv8/PyFbveLNQdr/AgQvJN05TmA2ZKsNMBf2SLkkUeNI4TqVJTf9dD7lZkBM3OV3+TY91zhTt2qW1FUf6g7lENciGB2BXi0S1wra3UaofajafxIg9Ua0E7D7pniQN7W8i+vMxUD/2CKZ76FQFszLhoA1/aNRwlfs3bWWBLvukBASwBStgXDjYlvC/F/RlwPEmcQZOkWWSDEM53u0rluINEcrK5gVlaWTgZYrrIMTXtLMHW50BYhjzxqHPGnPx6l05qgoICp9aOrhi/tlWfOfzvX3PYpiphf9wfErYBEs2A5kcqAgjitCQ22Pon9vXxbu/QBJA24Bg+sz8hLN1ePv95cNOEWM2fjQlpDpfI3FuHWmUJP4/Zdntn4ewBwqNdNSzUTn3VlNGnQnfWWGd8WANktoa1NMS6UCKuLRvfsv6Q1k3KxyjoyH83F1NMyW4Q88qhxpJ3hKPtTCHRwe0ZJcaG59eM869rh4P3n8/0WONlApGM3bkQRwlpEYsIKYNdJrR7etdHV6kbxPqGqqkotHXXpagetGm12Hnqy2QVuP7OLKS8t1ZT4U3C1AIGwv0LxjwMIbsa9Di1bThia0m+SbhlxCIjGwPcQlzUT5/P5giCUm5urrln/JUuWnOIGEM3FAqK1a9f+jTQ9Rfo+p0wmw4tJv2YTRdoqVKUyVFnxbdVZZH4bw4Sr8nrFFiGPPGo8IdC7IchzgkIGCHUamm/de+6A0ORl/qAQ2oL9Ncr6SqiA28KpVdb1NqTidpMNJq+Ul5b3T8td4j/mq4u2HvblX8zHa79YU1pc+gBpCLonjPm4fYhnAYBWQNhdMX+QcJ/ie45Aw3Frp0fTxkGzWByZNjF+BX5vEafuKLPWLjldMYcBoaEan3EDh5bg+fPnnzJ37tyT1DpbunTpmdoYC0Bphu2KjRs3dszOzlaL8mPyNo38aGmCrmeql/dEmXrSxuAjbfFJOfFj/CW8O7wzbB2p60aypy73tj89autEi0PbGiwhU4tn4fqAuXtwnrmyf55549sCuiY/CaGUGLfaAjEkVKEl4ITzBsBR79532cG96VoNAUS+KSspe/zbjB8f/jZn6nOFxYW6ITUr1D2CHsDtbU6a8KsxJk2Zaz2NrrP+RmakQXYTcPMc5rpzfpXMnHBse+tdaZU9z2cxDxsHw1znI2nPmbWcILQr5jCtoczly5f/1Q0QWhuTTmuGTUClb03/0528l3wNpRzznTJJlOUP/x8KKGzRaTTV1tbuQtlfTUv5WcLXj+d9vrXVZjr10hXwPwiQ3SktLW1HucfNsdhdpKUhpGUsYLufFZBHbZuo2H0Bh3lUenDNUIG/0GzMq39CHwKipv6zuA2elyw/+JedFNl1mwXul/G8jedyhEeLIbPh9fgJOyRfYWE+nHC0nSQsDDH+K+HugJRWV2tNjwRXJyvqcP97sXuG8LN4Kizt0P+EbwtocKOtIa/wPsEJW0/SoNXZN/NubaVwZsVCmZbRFloYXVDqlGxkbW52pv7XrFlzKQrcizyT3frlG4spa9X91bbYNIoAsh0JT2OSQyl7yYMFcmLFpbTBW4lvE/ZqqT+G3SN+v78jYPoA9TgKVnp68H2YHaxHbZl0WywVfSEVHvNqGiq+hkp/GuFR68E6TIznEPzdAhC96whRJMud/OBGU/qubsSEJUF8ifDWu9mLCUutIN2oOphncDU179oLtxTuwvfDuNNA95vV1dW690szdSWkfw3mb/IdnHFT2gA03UrbV+8aA4oEIRuI/FlZWd1acoA6Faz0a2Ek+R1HOcS954/6owjyjrZFpkECaHagBbYL8rIn5XcEcZ1DHXWgrD+jHlbzXaPydosrlHGnM65fQnbSqUO1irUFx7LTN+lqb0fpUVsnHQdLBc+NFIJIxo12qveEOyNUWl08EkEYEKrYDmNfjb3OKZqJ4KglEtb1cmOEbRZuGzyzKJo9cQhUvqqpqVHTnuCsI2wtsOKpsZGHFQfvVrcM99o4q1baYxLuyPEgh21wmtLWQcjhuXPnnk5+7qM8lpHvmMsgKKNqyqeXxmJscXElwtmHYr0aeehGuBo8n877Gsy0/Uc/CQv03eKIxqpngKw7dbYk0k7hEbYHQtsK0Uz/PRXd4ApqCRHudO/YdQiBzuvpjpBq31fwDyXGbA1/MB2Q9hDudavGhlgCKDvcVCC0LxDWpFhuY7D+jBrQ1k789sQd1uIhXKVdh4pdg511OyuANZjvLsT9IGbZmzZtGuXWJRPn5+fXrF279hZ1bdwUu62x8rFixYrzqXudzy2gCCtP1SnlspIyu2n16tW/skWlHtFV3ReguAVZmEsZqhsV9SeRKNvhfETY+jmF2dl1+q2dDI/aOiFEujgx5rGoVLp2pGu/1eMIh3Nbx/Mo7Y34fwZ77cfS3V9aADgaHsJ7ZaTwuDH+9Eduj8DrvKKkpuPxO5vnrfjXuIFaZ5Y54QosdcrlANKuc551jK26YDqqdjh2mkEaiTJ1WLVq1WW0hn5065bZZiNb00xZKlhglJGRcQ3l8R3lU0SZFMJTKZPb4X1tEalHumGGsr2B8luLv4QuTIiXVYf8zLQdaH6kHXFKbnrbyfGorROVeSACFVwxLOAQh1Y6AiFl1fhKtmMnQUBgxdoYOh/7VwAk7UJ/ALt6F0K6MeFps6ZaTAlvTwhJh1pi9/PHznnrrbfMgAEDrK6V7EjbPMLXgsQfeS9WmuXPecoNaRbIqOWUsWHDhkfx648EITGtIR+th0vdlLmtsrqY8+fP/8O8efMOIn+/payiAk8o0YK6iDJN2VG6bkx96SemGdx6pymQTu2ra7Hz2z1KIamvTyU/jFJWSjERrEJwoRdmvVX5DpDw1LYMTXNb344Ch7LsFA7+ZvNc4OYmlG337xDn1w25DWW5JTnZ+NV9YyuJb/WsWbNuOvPMM42ytN1225n27dtbf1LstSt9oOJyC0uM8lmgBc+GhwI4tZEAJBZQZWdnD2yLXTJtjOV5htJOa+6EZcuWHb58+fJ909PTY67LiUaUZ0fKt8n29qnuiGMQ9TcmUjb0jfnM2traPezkeNRWScJHZap1UyNlpeJvk3ABClLuibzfidkgnlrNrEPB+kg4JATTp083KL7ViggVEEdIIgUnkmVPPFMJU0eDJCTM+NH5zx3wP4D43yKszh999NGk7bff3gIh8RFHHGEADK0ovp68hG1RiWT+6uV0x/pnZWU9ASBNtUGnlq7mGr7DWkWY6QaOf0UqeWtkG3j0ruUFR9Hi2T8tLW1X6r1R633kn5Zrv4bquDFMnek2GG2cDtvcLCZuLYI9206OR22ZqMjjKisrs1FmrfF5iIrXmIBuMbVAgsqu4LsfDx1q1g2302V+zz33mF/96ldml112MQ899FCYgDis62h0N5aebvYAj1gnKQbPHYqHBYL4G4A/TTM7gFe7ZMkSs99++wVB6Pzzz5fbbqS9oVm/UnXBAJipAh1aO5s1/sP7OoCpMy2Fp2gdbXFASC0mTde35taQxq1I3/FLly49UDOfw4YNE+gk3NqJRgIAyl8bf93Ks1Gs+kQOy5A1LUTVqu8we+SxhHgvT6b15lErJCp1L5TqGFoT/0Ko1kRWuJgK3wIPouXxd5S/SMq+9957B5V9jz32MCtXrgzzo+uIP1nxhbl12hPmtYX9TH7AF2YvFggRrrZ7LI20i8UCHPzdJPCMtBsxYoS56qqrzM0332zobmiHfnuEVoslw9yFMvkqB2geAWDWqbtFeUwGfD5Ded/EfiHvL9MaWo6dBUQCKHgKyp6yA/CTZaelI9ChhfO7VatWHUzr9NdNeRa0lJ860CSCTqkczbtmS13LNlGmXnU43lzqrBMApJZ5mD3m2gidkkWTHrUyAhA0RV9vY6rDEgaEQlP4tWvWrDEHHnhgEIT0Tksi6FYtn7HrJpk9hp1qdhl6inVf+kvze5sSlwv6ACBtfH1QgBRpF40l8KR1Me+aVg+7H012pFOCPIKntn9og6x1iH40psWzfNOmTf0Bmq0A0Cy4n1YWr1+/vj121Xxnwx/gZpIAyG4N1dAaeqqFZsqscR0NJtt3ou2tKXTNVlmV2cQECGlWbCB1p3vqbqWc+6pLTF0kfRSv6o26KiWsHoSrBau+SGCjHmvgjl4LaBskKnUHKl2Hytfre7uxhKNPnz7m0EMPtcZd+vXrF2YvsOmS1sMCn90AIvF/vu9gdc1C3QnYEDiNN32i91C7htgGrRfwH7bK2wahMZi/CfsjBdmNael8ALjMBnBmACwvolClGRkZHQCdQQImQGcibt7BzTgHhMTYldGCuqcZFjBarZ0VK1boKuqjAJ79NJhsd7FahAB5LVZVHQo7tO2nH+X9UTzlHckKB7+L8Xs34X4f+WMR27IyTl1LOwketXVSZSI4t6NwWjszGa5X8bFYQoHSWsdeuAHIpA3TzT7Dz7CO7Nht2Cnm7cUfmuLCuvEbxYXgaiC8UAsaEbxi/AQXFhKedsbHHKhWOLgZhN+JoYIvgYa7Y9fg6mwxLRqBSebatWs7AjADyFMhZqPgr/muhUsoqzf41tqhSoGQ2AEizEtoBd6V4vGhM7QRVZtQ6VIeSytn/xkzZuzSmloA1J9WRQfL0a6zR6iPVaHlG4tVb4SjFfjagKzFo5p9dXWLvY+6+ZMdvUfbAlGhv0Ng8kIFKZXsdMkemvWi+WD5MMtM4IOgTQP4ngF8HibuB0mDbsC4DCGzLgTErADBfBFhfJ33sA2ukUxYOurjTvwGd8bzvhF/txLG7GgC7TDpCAIKTz9lUgPgfAIPAFxqbJDRrFkPwHYrbioArGGYzeJZ4/jFXxYtk2uTBSJnXEdnFtGqOo4Wz0HTpk3bo7Xe8aXuGOU3NLJ8qQ+t89LBdw12yyR31L2WcXSgzkZTX1F/OooHd9o24nXDtiWSICEI2p2cUAsolIuLJCDudmIEx5SXlG0uKy3bWF53L//zsI780LEcWJeUw2oBPV9VVfUh5uMwf6yysnIW77pTfmFkmBFcq5YQfrT3SwspJchP4F877AVwijPsdtdQVivOadHYQCSeRTfsNZ6rbbNavj/n+Q7fnwKYXwFSn/L+FrzW8UdY6dqlHgkwMfgM++zq382ZM+fQdevW7aljK9qCokl2KNNPI8tV35S3ruHW5ZlhdqFMXVVSN2/z1JG+mdHqx2HCqlWL2Y7eo22JEJbfoOhx3bgRyembAqbvDwVm0EwU2T6LOpQFbgjZZ7Q2bkHIugAyOs9mjQ0UYW5JQy72Q2B1r74VMCGcA/CvNURVvOu5DPOwMSsJL26+Jw6tM9KhZ37Cf6C8rLwc95oZG4Q7XXU9y/GDO8306YJGDUKHgZDDmM/n+ZljD8hsobWzihZRd1pAFQIm4pwOGA0VANlu5C/WjJnVxbIPIzuS770FOs01mJxqomzvoSyDdRFSvpsp72epiwWRdqov6lIbWu/AfoTcWua0mjcWZJuhq8eaaZlzw/yIBUI8b7ej9mhbIv5oOyIwwZMV4+XsvID534A8c85bueZs+PEv8uu5IdwZPB9H6AQi9ewbYgRU+5Hao+z38/yU8PrwfhNPbfFYgVkWQKPjRDpXV1fr7OWHaI3cXlZWvmxyxkzTfdEAM37DFMM/dxjxj7MVQIfnP8Lzbr4/cQMhQKY2MzOzB8/sSDuAyHGTkZWV9QbPslB7wttKq6mn0y3TEz4J4Dl65cqV1mDyttClIA87UN7qLkeru1yeD1JV1vVJtpl24g/Gn859ylB9OHbr8zPMSWP/ZX71+QnW+GHPxR+FrS3D/WbK/nI7eo+2NVJLBQFJaLXyzNV+c37PuiNgxf/sQ2sgojWEsGlF6y2865rpEbA15hMvS0jxrzNn1HKREOt7BN+6ovp1vp/mb/owAqr9aWo5rS4rLrv524ypm/cf8Wez89ATzd4jzzBvL/vwW+LWeTS6oroT7vJ4XwFgvQJorIIDoa0ZeC7vagVF27ah2TStmVrjZo+ylGJ/uxYJwjqqtMVmsJqC1HqjzHV4XNSZVNUdbtRN1rG5eleXS/U2kO+wvWYCm09Xjja7Dj0lOJP6x3FXBEFIsgl3xb93nOu2Svo7IxjDpOihwhGL1RX7N8AjANJ51HcPyjehx8CKJYiEOwdeiPCNQ2l1tEbS409iwtSsmlbL6mCzGsLN5H2z0s73lxVlZU88NOfl6roZOa1ROtncNbNzLejTDf9PoAzWvfo8l2VkZNwMoIygRfMWzx/VKhIDJJoZm2O/12OBEK2dz2gFrXfM5FatJPJopZPwf6Crtk1OJVMH91MHDdaj6ohyeBO3OlROm5OXyCzSnY4U/i59qtltaB0A7TrsZPPvSe1NcZE1k5qH/5cA8t3t6D3aVgmF+i2VrbN9wwQkGktw5q3zm65j8s1r4wvMuuz6Y0IOE64AQpteg8eqppoJWzNdXSrKKzYNWD7UatLvKgaE3ljY35QWl5ShBHOJ32rx4baWPFcJUGgR6ejWzgBIJWCyBVDqtXbt2usBmiF8r5SbUBDC3xbMeqslJNAhLLf0+FWmdvFuUwSwjIrMbzTGrTYY38nPojp23ReZVxb0NSeO/af5+8TbzZJNK6yWELKzEH9HbwtdWI/iIJTprwhLvTvFYnFJUR272TksgIB18FlDM11Jsx2HtmfUFgR81jaRiyfcZp6d97bJ84ePV5E/DTIHWzU8J2pldGZm5qsaC+J7EOZpANBEWkudcatd9QIfJ4yXiOsJOOr1zNipy7FNHjFBGY+JzG80xq2WS6i8XO1DWS0fLXItKSqxfnIyo660PacP79rTeLOdBI+2VdLfBhA6E4GJefyG7BAILSoLHmKFoFjmoe5CGWFcj5vXaI1Y2z4i7RvLEnLi0HXS1jhFMX9R/Um1ODLCnewfBljWOSBEi6c/35/TIiqC8wGcihDQkdklpNsCZzFlNIV4dPd+WNihLDvKqI9dtNsUkfdxbnl2Y8ogl7IIHv0i9tNtX5TuN0szApRnfT+RjNzoqvIrqIND7SQ0LWm68rHHHjv+4YcfPu3BBx88/fHHHz8Js5jn2nqUWkLR2iE8rgIhRqCkkB3he1HIdFhnB70EjxcYufnBvBJFv4HuS0fcpbm5aQwTpuJ4jbQErxzS33T9poAl7BJ88qRjXzUu1FfjQCGtIa0LeoUuWVdagznqXjldLMLUn/gzwr0bVndS08/lmN3C9yI73rC0OEw55QLsbXL6PRpRXrqnLuZm4FCmfLQv8DkHhPgDmW5f55sL38m1eODUAmutWaQ/h1W2+H2XctwRbp6FmwDQHs8888xMnn0fffTR15988slBANGETp06/cZ20uREfOcQ/2P258+OULS9UdY0BCA4Y4aZxQhVVXl52aQS/8ae5RUVfpS1C0Jyd1VV1SSez8DWMR+hguQwYdbi7j3CaPAw/USY+HSi4lOE+wJptgZMJdhfzvNbA+d/fjPX3Du82KRvLLwdN3NIsxYfvg0IbaKVozGhT1AsnZM0k/QrnODsjZQAu7UAziD8XY6d/spqDfkUn+Ll+z2e9WYX8asZu/9uK+MZ5GkvykLnccc9k0p56jygIAgt54fwF3tG1ZpV7Z1rslyulnKYuBTGZ7xfSX01z+FlNghNoBV0lL7btWv3S0Dh8yeeeOJWWkfHAUpn8/0Pvg+75557dsf9dYDVo7g/Q+5pNe2A/aUYPQ5fcf/991uHc/PcH/P2+O9kh70dfv8rf7i7H7u7HnrooX2eeuqp/XHzNnZTeV4ivw888MARjzzyyH246eiAIeH9GrM7cPcIrLjDBI2wdsH9NbLneZbMnn766TNI94XEdyPPB3BzjOW4FRJ/vCNptbRDABbDmpESuLxWlLPmqaqBx35a/dlpRSVzewNKZaagsNSkb7L+epqpelmKGypImBcjvItg7efSAVVJ77R2Y9JXAUCoVRZ2qaHWMTnCfu7bPtP7x0BX0mDdi4ZbHffaR8qB2Y+YvU26lNYPYd3SobO0Nwh8KIfrcatWnlpwlgJSFtp+Mh13A3i/j2eNWl5ZuQGzKitg3dtmx6N7+LXru01P05OXvcjL+5RBsCutrpTGA53xGzcm72EgtGZjwPyNFpBTL1e8n2dy8t39Oox/hTPITkrTE0obBkJ33333jijtSBT+JkDoTuxXwe9idjSK/AYK3h+7a3ifIz8o9lWYTcTNZZh9g7v2AgS+R/LeVd/Y/6h4eH5OmCPw/2+9Y/ZK586dD+V9GO+LML8NPoD3yZjdh9/OPEeoewhA9eX9bcxu5n0uQPV7KwM2Yf488X+Am6vhNNkDcAK7GYT3P56dcTNRQGp7aZWEEBxJ60XHZdxUUVE5s2b1qEBV731NZe8DTOX7h5s1GzaZWz7OM5fxR+vzQ2EmePOShMYRIBTcjzI/XF1d/SbKqtsSGlyinwgTl8DivbLSkjHFWYtqi3LWYa5WW6G567OfQOist3LND6ssILkJgR6HQmnH9rP41fVAywCad5Qu7GposfUiz09g9wh2X/DUUSDWX9mJF7N1mGlwejJh+hXfrNV+c1X/PHPxu7nm0ZH5QeUirnzoOLtI2xyR7z9RDlN5BltA6t5+Nd9n+v7gM1NX+K3yduxCmfIJAyHxh1N95vK+eeaKfnnm28W+mCAmRoZUz/+wk9P0JHCgxTADBf4I5X4HZf0C/or3fQGEO2RujxvtgRJv4Hkd9pfy/AawEVA8CI/k+yC+D8bfMfj7M26WYfYvucVMoHA+zyF8X6N4AbCLcDdBLSnA4r+E8ZHMcdMON1P4/jv8H95X4/d40vGt4lKLCLOT7r333uDB4ADbfphlEN4tPC/F7VDScg8Adz9peAMn2wncMJ+H2+YZbGsEqTuRnZ29H4L0l7JZ7zxe3fcgU/nefqbikzPMpzN81n31UvTzevpX+gNFOu1QJ+JpmwU9top3EaJ+CJGrgDWGFSZhjy4rynuzYnz7rZWkq+KDY03xoiEoRbGZvy5grqU1dHGvPNNjonb6l75PugRAY/H/OKwTHXUv1gxAqJcDMlI20q67ygIyc8xDmXB0A23YLvJ7P88359mgp1XkXy+sWzOEf62XmUGYJ9pF2iZI9U6aryXtYZcPCHAGz/SZ86h35VeLVuesCbiCiRsIyV02AJ1TELUVpe51cOaRNOi62ObrNaCke6CsPwAKN8AXorwnqTUkO4EQAGHNONhdpECXLl0+gQcCXAMFMpjthnI/BEB8x3MU338UgAAmGXInpqX1AeGeYoOQdUKbQAj/kxVXKAjxvB93qx2/2L0n4BDjtxf2U3i+17Fjx+BqTsyOJqwA8XxmxzcQsysEQqTpNZxsJ6Ai3NltAYRCyVfuO7hqQa/3KiY/tqosZ0XNLITvkl51ivfk2KKCysrSixGa+xEaXf9zLe99EcKUXwVjA5AOvbqvfO2ErVbLzOaKQWebQl++JeBaQJmLsCPH5QCHbgCxTnDEr1gHaOlK5P+EgpDDkd+hDLhuogv4FG7qWgco5n1D84MtL4HQOBuExJSDwrvPLsZWT+o+km6dLV7vXO6S4kLzxBcArvPz4dl9QoFlXs+tdb9k4WOhIBSLKSMtQtWdc+0oM2t8j7JeQ1nvaSet6UkgFNodC6VQEAIsdkWxlwuM9K0WjFpI+L0cRT+F950Ah074+ZSwTsdstlottt8d5RazzxsCIfz/G3dfOWNLsr/lllt2VthKg8LE/RgnHJHyAMAsVRdM30qL/irbAgiJlJei2tp9UGB1bbIWbSg03y8vLswuKHscwfkY8yyEV8K0FGFK+XUwhC3qjWCqO/VA6dqJJZV9DrRBaH9TPvgvptBeGyTlF+P+VYT5O8zClgeQ1ir4UXi5Y4ZbM3PmTDN48GCjY2zJQ9C9WN+4H07+gkdZCPDUHWv3QZ415vHEKLpjgJ/jR0oIAL5aW1u7m12MrZrsVfT/U11G5l+D/gPoUp0L0DotvynL6JKFuHGYfBNE2ePKf6SdC2smcjD1ehjPfeEy4tbli68JFO2kNT3ZIDTRDYSwu5MWT1/7czuA4nEUeSLK/S4gMKpTp04nAhrX8j7XNpuCkt8pEMDvh7gdLXPcjFD3CfDQOFA7BYa7iwnvB4EMz3MBi2X4v4vvPXHzBX6H4Pc9/H54++23azypt8AJsz6KD/+/s1JlE2F0xM9UOx1f3XfffaeQ9k68v461BUL4n9MWQSiUEJI/VVRY0/QatHwPTvkaoEhGKJf7fL4riesD4h1f7M/vVT7pEVPZ7xBTMeD3pmTJSIDEWjeE7Jc8gZuJ+HsEZai31QA7Tcn/H3bWWdVSuFGjRpk999zT7LDDDtapkYsWLQrzQ5hb1AqqqqraJIBzzKWEG/MKq9ZsKq7xRWxhEROHrk76Jy2y8/Py8rSnbCdNeWO3F/mxfpBNTfqBqFVBnEfCF5KXO8izNakTSTouVuVHHoObUB3O8xWagdMKzIPD8q2xoUh7h8lvBdyJcFztQxk3ulL8WsVNvRzMt7rz+QUFBcdbCWou0mwYAHSC0/IIJQDggFBwklt1q1D4/6DMx6mAxYDGsfDlgNLJavHIrcLDzTko/r+xOwgjy50zlqMWDeH/Qf7lB7A4k2/rFDe+d+VdXcPL4H1kZs/aaSr/X4Sh8MLIDuMEpUP50TfP35Kmw2z7HQhLa6B2sjy0YcrPzz8WodE9841q9QgAUNRqwpLgBgdBIxk3+dg/SHwauymurCy7XUJelJ9lSgrz/WVlFWPoXmkpgGbMdNmhLmN8CjdWmIrHCQv7DbjV4f3WpY8K57rrrguenS2mDi1zx4+YMEcT5s2k4zmllTA1jqGzjUbz/W/C1RGl9coDN9rvprVGuld9Gm5KMePTGsB/sCkOMUOmdfbP3sTbifR1Ia5RsA8QLSL+12RnOw0SfnYkz38tKS39NtufA3jXn0a3ZsfogkUblBYTvm5t6cDT1d5mtZqLSZ+O4v274pcf0qhzwnOwt3o7HnkUk1DI8xCimIfJx2KEToq+iHcNGD+EQvaBtyKI+hsWYqcjO6y77vkuATh0UWM1bqp4vxt30mQtJbgB+1HwAtKzVMKPucJ+F7tvMVvIt9MtE2jgpPgxzKyV1rizri8iSxbrDrP+/fuHAZfYTu8W+B3CGE4Y/TDvyftY3t/nqZahDmUL8xfKkWHiVvnpi/m1lKf1s2osASY6O1xXOd9ImnIJP4OwNWb3LOWmbS5aH6UjUH5NV1HHx24P6z6xt3OLC0rvmt7ZHPPlxebySXebFblrwtIbDxOvrou6IVY5YD+ftJzIexBs8Hcc5n1Ih/aOebvnPWqY1HRHaLS7Oup+qliMoAlgOiN06wijGiF8lz/1Qzwfw/5RhLgzT91/Pwp3Y/h+nW7NYJ5qhXRH0abAb/L9JW7qhY95Nfw0drp94wH8rsb9l/i9F/sLeA9edbR+/XpzzTXXmN/97neGlqu1tUPmuA0LU0x4xaS5L/5n8qpZIB1tSmusTO71HvN42khW2vEncBwTb6sI0NgOv6cSl47X0NhXO7p5B5DHN3gfhplOr/yasK11VIQvcLcWeGJeAasMBd4D8PMp7keWFBcH+i4bEryoYJdhJxsBUuQ2mIZYxUN41xJHNHulxXVhMPZ7AZit6wwhukS70fW6iG7NJXq3jX+hgWK6Wn8Tu3XjmorUpaKp/gJdvBc1lmQb/2xJTXgETt0RV4GLxVI8/sYCIatbxLe6LPm2AuldVzpo/OYDFGVkQUHBTfw9z8FcXQodoPUozy/gqGNShFNFGFo4mYG7f2Am8Cglztl8h52NQzzWlg7nG7/lpOlrnjqQP2guxq/FgKaWJfTHndIvP2mELwBNGJjxo1bR/QIYu3hdiXiOpj93Q0lxyWInHfjNI4yPFK/SofCsZwiIEraej+DeKi/cKn818i+32nf3yoI+1plMdcdrnGKumHwv3d3EQYjwriF8V3tapmtIywF2dlo3AS77o/ALH3/88Wx4I+8LNJ4jBpi+t803YT7JGbdJhgjjKcK71/6MSe3atdsJ4NOCyEnbwthOKgjBOgLB+gzlW49wqa9TpwAuAuiw7CWk+PuA9+DeLzd2wsO9Zk10m4alRFKqhuJxmLTJ7d2AWVzXARGXul1PAEy3ADTqyllxEWcV6dENE9qe8QPmOkY2OKWttBLHx/jph7k2clbGm0YxYeKl5Fy7aK2xHXhnwvgT9n1plTyXlrN4fp+Vg8349CnGH/hpSYDidt41nlO0doopmdPbFG1I47uuvAmnPXGEjVspffIrXpazyjrt8NfDTzeHjfqL+Xb9FAucQt03xIRTRZiuLSHMdMV227k9g5ZPhyeffDKLVtDpgMwFtD7KMbsSELgd4Cl/4IEHTsXuXECkBDNrxsshAQTmF+P+JviPttkOco9frcS+lDB3IczTcLcSUJmNuXUMA+5P5PtG+Ari2EtmmjFT3JhpQHyCA0L24Pa/bfcn49T6i2kZAeHdQNjX4OYQmW3rhPDti5JeiBJ245mGwEW7oVODknNR0l68qzsTtvWiKVjpQPmUJp1zMw+zmDN6uNO12Do0vwf8HXnTgLiOs3iU53Pk8RXcdCYPWlQX5he3OtK0B89H+NaWlTG4ievKa4WF++m8XyUmDnU7R/LUAfFmYc4yc8yYi8yv6DLtMew003vppy4gAagsHWG0kLPyvX1NxftHmeK1P5Iua7vKEMJ6WvmTW+JTXVinUJLe18pKy6Zn+jfWfLdhqlmdt85E3hkXDxOeDpzTUg7nW91idbcV/+y0tLS204NA2fdDkY+3Z8+0zaKS50U8n8e8QGt2+P4t3xsAlGdsbxZh/wLmBQDEArkV+BDe/3jP5zmCpw9+DTev4KYSLgVEXsfuHIAvh/f58sdzuLp72GtzbQnPGXAR7ibx3A03w+EcWPHkdurU6eKOHTseyvtS3E/HzSLimO+A2c+FED5tfLwZZZ2OEmchhGpZOEq2CtaZz0swS+meslhsx60D1zuSJg3YWq0ppUv2vOuQ/CWkazGsrsq9NTU1a/UkLzNw1xXjAJyL2WqUKlbarQF1/AUIdyBuP5cSurirx/IHW7Nv8kO8Ohzs/oryCtNzyUf2nW51JxJeMOEmU1xigZ7O8LH8qgtW9k0Ha4W7s46q9IfOmNeNPZH+Kbh9mLzOpRyUv/a8r8J8Gfw+YWmh4btKM3ZRZyyjMX4FQjo+WGVaxPO/PK8jLo2h/dkWkbZFaklIkVHsMX/961+1WbUeCAEKXW3nv9D0Ofb5AFM/gOBsgGAl3+/zFOiswvwU+DL8Xi0goTU0E3djBDbwabi9k+8DCbMbzzK5x18ebp/DXi2f7wVCAizMq/i+VmnB7Wz4a77/olYb9jfg9yS+O+Bvfzt5PyvSAjgEeW+E8zRY1/Kk8a1D6HV1zAAEcxXPmK2SVDJxqaWyAqW4n+cjKIiOn32VdOmKoLv5/gR+h+/nSeN9sA7eX4kb/dmt3fSJsOIjrnn47UUYrm4aYvyLbwCEto5c863VVdJ4jcDonlldBXSa6dPiy3eJ51taQptLpr1itYIEQOLiBR85ICSQUHo+Uv79fr+OwFVdWOupeKpllEd3Uht3H9MPhDLQpQXiyngY0qr0W/VCOItqa2utMVt7nVTbO+ZEWyMAhW9Q9rkCHJnx7gZCXSwPEGYnYCYQUItmNSCwmu9eAMIxfA8HINbwPQt3/8H5dnyrdTNafmmxaM/ZNL6/w/0KnuU8z8SslDhvcMaEYIHQdfgtFkjJL8/+hL+0Q4cO2gD7LHbL4WWYvUzXzTsfCdJANsJ4tHNEA0K/N8rQn2fCf9zGsBRbcaI0mv4fjTJeJgWGrbEReDzvuqXDUlyUyjWchpgw1A0RQFg7+UNZYUeaubHcEY4ARrxZN4pc8N1NpsOMZ806X8YC7J8jD8rLj+j9BXyXFRZsMqXfP2nKh/3DlE57lS5bQONpm7AfTX6uxf1TpOlmQEJHmdSL0zbTzORZgUDgZDHvx+mkhYYYf0do+p/nkQDQwQ0NtLdqUssERf8EJc4CDP6Mku+icRje70HJ1UI5BvvTsFf36Abbm8DgYECjALPuGsTm/RDCOgQ/d+JXG2IPw04bXheoZSMQIowxeNWK7C8xn4/9frh9wwYhtYQEaF21Ax67H+BgSwgwu0azdfibBY+lS3Yez5cVJ37vkhvcnleXOo8iSdsaUIiwa52bixUnyvsD8YdtuJV5KtJDuBsIR9PiQTOFyzdWZWqBxDWdT9qsI08BkfsrSisWFhYV1paVWC2kfrB1fZPc8NQizrowi+wxmdIyHUEyEOB5DLfDiVMtQeVbR63cDGurTVh8dnofsavo50u0Sq5EgbcIZHgu4bn06aeffkndLd4Xw6sBkLU856L4oQegacf6awBBGf6m4mYpYHCPwItv/5NPPjmOZzb++miwGneD4CK+u9j+yrGfxXum3gVqvPfgvRg383hfzbsGpnW20RA4F/dziceP/SUAzu/4Tud7Os95mK1xWnEeuRMKdCzKoNmkMGVoalZ8xNsT1qJJVzeNYcKtpFXwkEBH3zy3AAYTAYAOtAYvAAwSucN9M/40hqOVxevttPcgDN315uTlLtwEF5AKbDDTuUk6L8k6eD4EcLQ2aS32nW0AC8alsGj9PGlXz8+XUOZD1WUKZQDAmukCGPaBr8VNO71bHkJIg9m4/Qt8CyDxN9zsIjOeZ8kMf5eqpSW38g9QXC87u6V1pRgQPB7zG3G3P12/HbE/k+9TBTI8z8Xt9moBka5/Yncz5sHzYwSUhKGZuWtpPR1oG3sUg+gSnYQyvIbCNNtgtZQNpX2ZOOM+vjRRRtFHEr5WAmsg+GmUvictGh18difmCS1sFON/A+Wkc480sK8NvdaUO2YCnb68vyTA4lu34WpWTVc7uY674b9Y66/wp+5i0I3CwvxFu2o88ujnQ8aYHaSoKEdKD0KLxooDJf0SJfxQiufmprFMXrRrfwhxDeB9DuzEq8Pztc0joYF5/Mj/dbCWCGSG2pEHjQ19QBl+CGuZgI4tCfMfyoQhoNJs2e081zrmKgtaQq/a1fLzpbeHrTvs7aGrL36zjfPbw9f+ree41c22qntbIBThCJSinxTYUYymYhRO3ZT2sZS1sSylFkeYaSaqO2Chc43izqdACH9dYYGMm72WF6iLpWn2BjcY41bh6Wqmqylz6z5/nlpH9JxdHT9f6jEs/dTuQ9d26D50dZvmHsPX3/Xa6BXNc2D3NkSaSUM5nuHPnvID0kLZVmQd5tWsM3Ri8qc1PmqtjEf5tR1FN83q3v0avtWq0boendLorBnS+yjeO2Ff77gNh3GnhaJxt7Bwr+7bPwHEw/Lz83+bl5d3IOXv3YDqkUcowi9ROt0B9iWKooFr7ax3VaRkWcoNjyLsx1H4ZukGhjJxFxP3O+RT8esA/fak4R66Qw9g/yB8F++d/H7/e9jrtIHX8VLvnKTGMuFmk4Znt9WrrD3yqFEEGG2vvzSs84+HoDCbUMSExlJiMWFpjGYJ4eoyxbivxnZYh5vpSNmVWQHj89d9u7mLxgCP4reY+K30kAbtUVMLRdseSgCgNdjfThlYWy6agol7M1E9oRMS7KL3yCOPIkmtIxT0KBRGJyfqhEdrXMNNqRJhhUFYuuRR63oSamksTvebmz/KN39/L8/cPzTfugbIzV1jGDDSbR+d4SbtnhK+Th5ocDe/Rx797ElKgsLsD2j8HQXVER06zqJRrSPC08ZaXQUUdzg6ZbDLmJ8OgT+X50fTYt8ymiiTP81i9SV92gzr6iaVTFylxPmcz+dr2yuePfKoOYm/929oyfyA8rgqVkOMgqsl9D7hTHGzj8YCoWebEIQEOuRpCs+eAiM3N03BKg/KYgOA9CRA5I0TeeRRPISSHl9RUaGzfFYAKBkokQ7occZYXJVNHAgENOvUHT8P4t7n5iYW676z6wbU3brRYXC+2ZCTuu6Y0u33+weQvhnN0QqKZMpwC+X3qF3EHnnkUUPEX3v7zMzMfXJycg5AcU9BcW9AiXrzPhOugK2/fKiiYabDzq4HhJI620gD0ZvyA2ZZRsDk+9zdJMukVdPt95NGnSbp6qYpWcBHGiZ53TKPPGoESYEETvzVT6TVczmgpCtpgtsd4AcAoE0t0dIQE69mwlyPhCVd62gJ6RqeenbNxZSVLh64knQc6oGRRx6lgARIKLe1T40WhnWwl1pIbgrY1Ixy68jYPrxrl3s2vJ53gZLTClFLSMeyBkL9NTcLBOFllJO3Gdsjj1JBOnANRb8cxdJxtPMFQs3dEgJgNN3+nAAR7khL4++wbkHdSFp6YK9THpUuHTMbvDG2JVhlQ1rGemuIPPIohUSLSGuOjgaELgKQnoe/4D3sFo6mYuLRgO8gQOfcjIyMvXX2MkBzeEFBwd8Aoe6kax91fwAi3Zt/dmVl5QoBgVtYybLCIx068KxBJk21pGGwWpF28XnkkUepJnvcqBMK12SDwHaLYpPAhfjiumds2LBhv8SPzmr+ijBSslLcBqBZvN/K+zXxMGk4izR7Y0IeedTUhHKehMItQPGsjaN8WwxwuCp0PCy/hKdTDnXp4oXJKDMtIqUL7+5xJMLkxxcIBA63g/bII49aG6Ggh6GsVwFCujlCA9e6bPEdQEBXB8XdGrEBLBs/PQChSwjnt8m2JvC3E/GrRaSDzVzji4dtYH3ea9V45FEbIymtbo8ATG4ATNajzLqax1XRAR21ehZhr7OK9tdJnHYwjSbCP7KiouIbxR8ZbzxM2jM13mQH55FHHrVF0mLIyspK7brXzRy5AMIW3nVpYj5Kbu3Ix03w6vJUk67QIQ6dHZ3QldOAog5T6+q1gjzyaBuhyZMn74BiHwP/D2A4Fdb73rZ1k5KWGQBEOk0g7nO5cZvutYI88sijlBEtmu0BvWsBIzDGHXgcprWmVlAXrxXkkUcepZwCgcC/aOXEPPBMM3PN1UrzyCOPfmakgW9ARofVZwE09QCIFpDGg+61nXvkkUceNQ3RLTupoqJiZiQQYa7u2K22M4888sijpiOfz/cHWkT1Du2XmbdA0SOPPGoWovv1H0An7HwkWkgFtIbOsp145JFHHjUdaYyosrKyI0AUvAAREPretvbII488anrS9L0WJpaWlm6xB6Y721YeeeSRR81D2mZCF6wPLSIdjtbVNvbII488aj7Srap0xT4EjPraRh555JFHzUsFBQV7+Hy+Q+xPjzzyyCOPGke/+MX/A+FCnoj3JWFpAAAAAElFTkSuQmCC" width="289" height="193" alt="Mapa

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<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold">Nota</span><span style="font-family:'Times New Roman'; font-size:9pt">: La imagen anterior muestra la ubicación del total de los Activos que forman parte del Patrimonio del Fideicomiso.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:justify">
<a name="_Hlk65844849" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">a) Cartera Actual.</span></a>
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<span style="font-family:'Book Antiqua'; font-size:10pt">A continuación, se incluye una tabla que resume información de la Cartera al 31 de diciembre de 202</span><span style="font-family:'Book Antiqua'; font-size:10pt">5</span><span style="font-family:'Book Antiqua'; font-size:10pt">:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">i)</span><span style="font:7.0pt 'Times New Roman'">                    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Cartera en desarrollo.</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal"> </span>
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<a name="_Hlk164868623" href="#" ><span style="font-family:'Calibri Light'; font-size:9pt; color:#ffffff">Portafolio en desarrollo</span></a>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:9pt; color:#ffffff">Segmento</span>
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<span style="font-family:'Calibri Light'; font-size:9pt; color:#ffffff">Fecha de entrega</span><span style="font-family:'Calibri Light'; font-size:6pt; vertical-align:super; color:#ffffff">1</span>
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<td rowspan="2" style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:70.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:9pt; color:#ffffff">Ubicación</span>
</p>
</td>
<td rowspan="2" style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:9pt; color:#ffffff">ABR (m</span><span style="font-family:'Calibri Light'; font-size:6pt; vertical-align:super; color:#ffffff">2</span><span style="font-family:'Calibri Light'; font-size:9pt; color:#ffffff">) esperada</span>
</p>
</td>
<td rowspan="2" style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:9pt; color:#ffffff">% ABR de la cartera total</span>
</p>
</td>
</tr>
<tr style="height:25.95pt">
<td style="width:0pt; height:25.95pt; border:none">
</td>
</tr>
<tr style="height:13.85pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Espacio Condesa</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Comercial</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">1</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">S2</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">6E</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:70.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Cuauhtémoc, CDMX</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">23,527</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">3.</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">71</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">%</span>
</p>
</td>
</tr>
<tr style="height:12.4pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Espacio Condesa</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Vivienda</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Por definir </span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:70.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Cuauhtémoc, CDMX</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">7,977</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">1.2</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">4</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">%</span>
</p>
</td>
</tr>
<tr style="height:13.45pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Espacio Condesa</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Oficinas</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">2</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">S2</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">6</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">E</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:70.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Cuauhtémoc, CDMX</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">38,447</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">6.06</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">%</span>
</p>
</td>
</tr>
<tr style="height:34.5pt">
<td style="background-color:#44546a; border-bottom-color:#c9c9c9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:9pt; color:#ffffff">Portafolio en planeación</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#c9c9c9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:67.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:9pt; color:#ffffff">Segmento</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#c9c9c9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:9pt; color:#ffffff">Fecha de entrega</span><span style="font-family:'Calibri Light'; font-size:6pt; vertical-align:super; color:#ffffff">2</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#c9c9c9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:70.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:9pt; color:#ffffff">Ubicación</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#c9c9c9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:9pt; color:#ffffff">ABR (m</span><span style="font-family:'Calibri Light'; font-size:6pt; vertical-align:super; color:#ffffff">2</span><span style="font-family:'Calibri Light'; font-size:9pt; color:#ffffff">) esperada</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#c9c9c9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:9pt; color:#ffffff">% ABR de la cartera total</span>
</p>
</td>
</tr>
<tr style="height:12.3pt">
<td style="border-bottom-color:#c9c9c9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#c9c9c9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#c9c9c9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#c9c9c9; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Bora</span>
</p>
</td>
<td style="border-bottom-color:#c9c9c9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#c9c9c9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#c9c9c9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#c9c9c9; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:top; width:67.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Vivienda</span>
</p>
</td>
<td style="border-bottom-color:#c9c9c9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#c9c9c9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#c9c9c9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#c9c9c9; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Por Definir</span>
</p>
</td>
<td style="border-bottom-color:#c9c9c9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#c9c9c9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#c9c9c9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#c9c9c9; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:top; width:70.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Cuajimalpa, CDMX</span>
</p>
</td>
<td style="border-bottom-color:#c9c9c9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#c9c9c9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#c9c9c9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#c9c9c9; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">18,555</span>
</p>
</td>
<td style="border-bottom-color:#c9c9c9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#c9c9c9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#c9c9c9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#c9c9c9; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">2.</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">92</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">%</span>
</p>
</td>
</tr>
<tr style="height:12.3pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#c9c9c9; border-top-style:solid; border-top-width:0.75pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Manzanillo</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#c9c9c9; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Comercial</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#c9c9c9; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Por definir</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#c9c9c9; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:70.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Manzanillo, Colima</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#c9c9c9; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">20,829</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#c9c9c9; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">3.2</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">8</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">%</span>
</p>
</td>
</tr>
<tr style="height:5.5pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Torre Premier (F2)</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Oficinas</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Por definir</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:70.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Villahermosa, Tabasco</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">3,828</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">0.</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">60</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">%</span>
</p>
</td>
</tr>
<tr style="height:5.5pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Vidarte Satélite</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Comercial</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Por definir</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:70.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Tlalnepantla, Edo. de Méx.</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">13,077</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">2.0</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">6</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">.%</span>
</p>
</td>
</tr>
<tr style="height:20.05pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Vidarte Satélite</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Oficinas</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Por definir</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:70.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Tlalnepantla, Edo. de Méx.</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">12,600</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">1.9</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">9</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">%</span>
</p>
</td>
</tr>
<tr style="height:20.05pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Ciudad del Carmen</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Oficinas</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Por definir</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:70.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Cd. del Carmen, Campeche</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">10,592</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">1.6</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">7</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">%</span>
</p>
</td>
</tr>
<tr style="height:13.6pt">
<td colspan="4" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:292.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Total</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a"> de portafolio en desarrollo</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:66.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">149,432</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:66.8pt">
<p style="margin:0pt; text-indent:-35.4pt; text-align:center; padding-left:35.4pt">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">23.</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">55</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">%</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:73.8pt; border:none">
</td>
<td style="width:74.3pt; border:none">
</td>
<td style="width:73.8pt; border:none">
</td>
<td style="width:77.8pt; border:none">
</td>
<td style="width:73.8pt; border:none">
</td>
<td style="width:73.8pt; border:none">
</td>
</tr>
</table>
<p style="margin:0pt">
<span style="-aw-bookmark-end:_Hlk164868623"></span><span style="font-family:'Calibri Light'; font-size:4.67pt; vertical-align:super; color:#595959">1</span><span style="font-family:'Calibri Light'; font-size:7pt; color:#595959">Pueden presentarse variaciones en el inicio de operaciones de entre (+/-) 6 meses. </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Calibri Light'; font-size:4.67pt; vertical-align:super">2</span><span style="font-family:'Calibri Light'; font-size:7pt; color:#595959">Fecha estimada, dado que aún se está en búsqueda de fuentes de financiamiento para su desarrollo.</span><span style="width:1.81pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt">
<span style="width:338.5pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:338.5pt"></span><span style="width:21.5pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:8pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Avances de Obra.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Uno de los ejes estratégicos más relevantes para 2025 y 2026 es el inicio de operaciones de Espacio Condesa en sus componentes comercial y de oficinas. En este contexto, la Administración enfocó sus esfuerzos durante 2025 en la entrega de espacios para adecuaciones a los principales arrendatarios ancla del componente comercial, así como en el impulso a la comercialización de los espacios de oficinas.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">A la fecha del presente informe, se cuenta con contratos firmados</span><span style="font-family:'Times New Roman'; font-size:10pt"> en Espacio Condesa</span><span style="font-family:'Times New Roman'; font-size:10pt"> que representan más del 70% del ABR comercial, y se han entregado para adecuaciones espacios equivalentes a más del 40% del ABR</span><span style="font-family:'Times New Roman'; font-size:10pt">. En cuanto</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">a</span><span style="font-family:'Times New Roman'; font-size:10pt">l avance físico global </span><span style="font-family:'Times New Roman'; font-size:10pt">del proyecto, este </span><span style="font-family:'Times New Roman'; font-size:10pt">ascendía a 88%, con un avance financiero de 90%.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Espacio Condesa comercial</span><span style="font-family:'Times New Roman'; font-size:10pt"> sumará un ABR superior a 27,000 m² al portafolio una vez estabilizado. Para 2026, se proyecta el inicio de operaciones de los componentes comercial y de oficinas, lo que permitirá a Fibra Plus potenciar sus resultados operativos e incrementar sus ingresos actuales en aproximadamente un 50%.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, el ABR de los proyectos en desarrollo y planeación representa el 2</span><span style="font-family:'Times New Roman'; font-size:10pt">3.</span><span style="font-family:'Times New Roman'; font-size:10pt">55</span><span style="font-family:'Times New Roman'; font-size:10pt">% del ABR total y equivale a 1</span><span style="font-family:'Times New Roman'; font-size:10pt">49,432</span><span style="font-family:'Times New Roman'; font-size:10pt"> m2. </span><span style="font-family:'Times New Roman'; font-size:10pt">De esta manera, el ABR de este portafolio se mantuvo sin cambios respecto al cierre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">) Cartera en Operación.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El ABR del portafolio en operación y estabilización pasó de 496,053 m2 en el 4T24 a 485,232 m2 en el 4T25, disminuyendo 2.2%, dada la venta de 3 inmuebles comerciales durante el 2025</span><span style="font-family:'Times New Roman'; font-size:10pt">. Este resultado se alinea con el plan de desinversión de activos no estratégicos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">La</span><span style="font-family:'Times New Roman'; font-size:10pt"> tasa de ocupación redujo 16</span><span style="font-family:'Times New Roman'; font-size:10pt">4 </span><span style="font-family:'Times New Roman'; font-size:10pt">pbs</span><span style="font-family:'Times New Roman'; font-size:10pt"> respecto al cierre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, al pasar de 94.7% a 93.</span><span style="font-family:'Times New Roman'; font-size:10pt">06</span><span style="font-family:'Times New Roman'; font-size:10pt">%</span><span style="font-family:'Times New Roman'; font-size:10pt">,</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">derivado de la desocupación temporal de algunas naves industriales que se encuentran en proceso de negociación para su arrendamiento. Esto fue parcialmente compensado por una mayor ocupación en los segmentos comercial y de oficinas. Al finalizar el 2025, el vencimiento promedio de los contratos de arrendamiento fue de 4.04 años.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Con relación a la absorción de la demanda, </span><span style="font-family:'Times New Roman'; font-size:10pt">durante</span><span style="font-family:'Times New Roman'; font-size:10pt"> 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, se </span><span style="font-family:'Times New Roman'; font-size:10pt">firmaron</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">7,500</span><span style="font-family:'Times New Roman'; font-size:10pt"> m2 de ABR</span><span style="font-family:'Times New Roman'; font-size:10pt"> y</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">se formalizaron contratos principalmente en los segmentos comercial y de oficinas, </span><span style="font-family:'Times New Roman'; font-size:10pt">reiterando</span><span style="font-family:'Times New Roman'; font-size:10pt"> que en Espacio Condesa ya se tiene firmado más del 70% de su Área Bruta Rentable comercial</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Principales indicadores por segmento de negocio</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:115%; font-size:10pt">
<a name="_Hlk172557666" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt">Al cierre del año, la renta por m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span><span style="font-family:'Times New Roman'; font-size:10pt"> del segmento industrial fue de USD$</span><span style="font-family:'Times New Roman'; font-size:10pt">6.00</span><span style="font-family:'Times New Roman'; font-size:10pt">, </span><span style="font-family:'Times New Roman'; font-size:10pt">aumentando un</span><span style="font-family:'Times New Roman'; font-size:10pt"> de </span><span style="font-family:'Times New Roman'; font-size:10pt">1</span><span style="font-family:'Times New Roman'; font-size:10pt">1.8</span><span style="font-family:'Times New Roman'; font-size:10pt">% contra el cierre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">4</span><span style="font-family:'Times New Roman'; font-size:10pt">; las del segmento comercial Ps.</span><span style="font-family:'Times New Roman'; font-size:10pt">207.7</span><span style="font-family:'Times New Roman'; font-size:10pt">, </span><span style="font-family:'Times New Roman'; font-size:10pt">incrementando 6.0%</span><span style="font-family:'Times New Roman'; font-size:10pt">; las del segmento oficinas fueron de Ps.3</span><span style="font-family:'Times New Roman'; font-size:10pt">17.8 disminuyendo 2.2% </span><span style="font-family:'Times New Roman'; font-size:10pt">y las del segmento ocupativo totalizaron Ps.196.5, incrementando 4.7% vs. el 4T23. La ocupación fue de 9</span><span style="font-family:'Times New Roman'; font-size:10pt">5.5</span><span style="font-family:'Times New Roman'; font-size:10pt">% en el segmento industrial, 9</span><span style="font-family:'Times New Roman'; font-size:10pt">3.4</span><span style="font-family:'Times New Roman'; font-size:10pt">% en el comercial, </span><span style="font-family:'Times New Roman'; font-size:10pt">51.9</span><span style="font-family:'Times New Roman'; font-size:10pt">% en el de oficinas y 100.0% en el educativo.</span></a>
</p>
<p style="margin:0pt; text-align:justify; line-height:115%; font-size:9pt">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:431.85pt">
<tr style="height:19.2pt">
<td rowspan="2" style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:68.85pt">
<p style="margin:0pt; text-align:center">
<span style="-aw-bookmark-end:_Hlk172557666"></span><span style="font-family:'Roboto Medium'; font-size:9pt; color:#ffffff">Segmento*</span>
</p>
</td>
<td colspan="3" style="background-color:#44546a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:170.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Medium'; font-size:9pt; color:#ffffff">Renta/m</span><span style="font-family:'Roboto Medium'; font-size:6pt; vertical-align:super; color:#ffffff">2</span>
</p>
</td>
<td colspan="3" style="background-color:#44546a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:170.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Medium'; font-size:9pt; color:#ffffff">Ocupación</span>
</p>
</td>
</tr>
<tr style="height:19.2pt">
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:52.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Medium'; font-size:9pt; color:#ffffff">4T2</span><span style="font-family:'Roboto Medium'; font-size:9pt; color:#ffffff">5</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:52.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Medium'; font-size:9pt; color:#ffffff">4T2</span><span style="font-family:'Roboto Medium'; font-size:9pt; color:#ffffff">4</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:52.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Medium'; font-size:9pt; color:#ffffff">∆%</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:52.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Medium'; font-size:9pt; color:#ffffff">4T2</span><span style="font-family:'Roboto Medium'; font-size:9pt; color:#ffffff">5</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:52.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Medium'; font-size:9pt; color:#ffffff">4T2</span><span style="font-family:'Roboto Medium'; font-size:9pt; color:#ffffff">4</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:52.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Medium'; font-size:9pt; color:#ffffff">∆ pb</span>
</p>
</td>
</tr>
<tr style="height:11.5pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3d8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3pt; padding-right:3pt; vertical-align:bottom; width:68.85pt">
<p style="margin:0pt">
<span style="font-family:'Roboto Medium'; font-size:8pt">Industrial</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">USD$ 6.0</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">USD$ 5.3</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">11.8%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">95.5%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">99.9%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">(440)</span>
</p>
</td>
</tr>
<tr style="height:11.5pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:bottom; width:68.85pt">
<p style="margin:0pt">
<span style="font-family:'Roboto Medium'; font-size:8pt">Comercial</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">$207.2</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">$195.5</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">6.0%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">93.4%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">91.9%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">150</span>
</p>
</td>
</tr>
<tr style="height:11.5pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:bottom; width:68.85pt">
<p style="margin:0pt">
<span style="font-family:'Roboto Medium'; font-size:8pt">Oficinas</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">$317.8</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">$325.1</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">(</span><span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">2.2)%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">51.9%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">48.8%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">310</span>
</p>
</td>
</tr>
<tr style="height:11.5pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:bottom; width:68.85pt">
<p style="margin:0pt">
<span style="font-family:'Roboto Medium'; font-size:8pt">Educativo</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">$204.0</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">$196.5</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">4.4%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">100.0%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">100.0%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">0</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:75.85pt; border:none">
</td>
<td style="width:59.15pt; border:none">
</td>
<td style="width:59.15pt; border:none">
</td>
<td style="width:59.2pt; border:none">
</td>
<td style="width:59.15pt; border:none">
</td>
<td style="width:59.15pt; border:none">
</td>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">) Diversificación de Cartera.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, el portafolio de FPLUS estaba conformado por 5</span><span style="font-family:'Times New Roman'; font-size:10pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt"> propiedades, con un ABR de 6</span><span style="font-family:'Times New Roman'; font-size:10pt">34,665</span><span style="font-family:'Times New Roman'; font-size:10pt"> m2, de los cuales 4</span><span style="font-family:'Times New Roman'; font-size:10pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt"> estaban en operación (4</span><span style="font-family:'Times New Roman'; font-size:10pt">72,532</span><span style="font-family:'Times New Roman'; font-size:10pt">m2), 2 en proceso de estabilización (12,</span><span style="font-family:'Times New Roman'; font-size:10pt">700</span><span style="font-family:'Times New Roman'; font-size:10pt"> m2), 3 en desarrollo (69,951 m2) y 5 en fase de planeación y/o búsqueda de financiamiento (79,481 m2). </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Características generales de la Cartera al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">5</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">De la misma manera, el portafolio de propiedades se encuentra diversificado por segmento, con un 39% enfocado al sector industrial, 3</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">% al comercial, 16% al de oficinas, 6% al educativo y 4% al de vivienda.</span>
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" width="285" height="149" alt="" style="margin:0pt 9pt; -aw-left-pos:236.15pt; -aw-rel-hpos:margin; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:tight; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt">A través de su portafolio de propiedades, Fibra Plus tiene presencia en 20 entidades federativas de México</span><span style="font-family:'Times New Roman'; font-size:10pt">. </span><span style="font-family:'Times New Roman'; font-size:10pt">CDMX, el Estado de México y Sonora </span><span style="font-family:'Times New Roman'; font-size:10pt">tienen la</span><span style="font-family:'Times New Roman'; font-size:10pt"> mayor concentración, </span><span style="font-family:'Times New Roman'; font-size:10pt">con</span><span style="font-family:'Times New Roman'; font-size:10pt"> 18%, 1</span><span style="font-family:'Times New Roman'; font-size:10pt">4</span><span style="font-family:'Times New Roman'; font-size:10pt">% y 1</span><span style="font-family:'Times New Roman'; font-size:10pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt">% del ABR total, respectivamente.</span>
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" 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" 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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">iv</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">) </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Incorporación de ABR.</span><span style="font-family:'Roboto Medium'; font-size:12pt; font-weight:normal"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Se estima que Espacio Condesa Comercial comience operaciones en el 1S26, lo que permitirá reclasificar 23,527 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span><span style="font-family:'Times New Roman'; font-size:10pt"> de ABR actualmente en desarrollo hacia el portafolio en estabilización. Conforme al programa de entregas, el componente de oficinas se concluirá en el 2S26, incorporando 38,447 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span><span style="font-family:'Times New Roman'; font-size:10pt"> de ABR adicionales a dicha categoría</span><span style="font-family:'Roboto Light'; font-size:9pt">.</span>
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<img 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width="453" height="309" alt="Interfaz de usuario gráfica

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<span style="font-family:'Roboto Light'; font-size:7pt">Nota: Los activos de Manzanillo, Satélite y Ciudad del Carmen, </span><span style="font-family:'Roboto Light'; font-size:7pt">no cuentan con una fecha</span><span style="font-family:'Roboto Light'; font-size:7pt"> </span><span style="font-family:'Roboto Light'; font-size:7pt">de </span><span style="font-family:'Roboto Light'; font-size:7pt">entrega</span><span style="font-family:'Roboto Light'; font-size:7pt"> definida</span><span style="font-family:'Roboto Light'; font-size:7pt"> ya que aún estamos en búsqueda de fuentes de capital o financiamiento para su desarrollo.</span><span style="font-family:'Roboto Light'; font-size:7pt"> Torre Premier (F2) y Bora tampoco cuentan con una fecha de entrega establecida. Los m</span><span style="font-family:'Roboto Light'; font-size:4.67pt; vertical-align:super">2 </span><span style="font-family:'Roboto Light'; font-size:7pt">de las oficinas son BOMA.</span><span style="font-family:'Roboto Light'; font-size:4.67pt; vertical-align:super"> </span>
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<span style="font-family:'Calibri Light'; font-size:7pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El pipeline de proyectos en desarrollo y planeación mantiene, al 4T25, la capacidad de incrementar el ABR del portafolio en operación y estabilización en más de 30%.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">b) Segmentos de la Cartera. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; color:#1f4e79"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Segmento 1. Propiedades Comerciales. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre del ejercicio 2025, el componente comercial se consolida como uno de los pilares estratégicos de la Cartera, representando el 35% del Área Bruta Rentable (ABR) total del Fideicomiso. Este segmento está integrado por una mezcla de activos estabilizados y proyectos de última generación localizados en zonas urbanas de alta densidad y dinamismo económico, tanto en zonas metropolitanas consolidadas como en ciudades con alto potencial de crecimiento.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Las propiedades comerciales de Fibra Plus están diseñadas para satisfacer de manera integral las necesidades de los usuarios, ofreciendo una amplia gama de servicios que incluyen tiendas minoristas (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">retail</span><span style="font-family:'Times New Roman'; font-size:10pt">), centros de servicios bancarios, centros de atención a usuarios de telefonía, y una robusta oferta de alimentación y entretenimiento.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Durante el presente año, destaca de forma significativa el avance en la Plaza Metropolitana Salina Cruz, donde se han concretado hitos operativos clave mediante la entrega de locales y negociaciones finales con marcas ancla de primer nivel como Soriana (bajo el esquema de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Shadow Anchor</span><span style="font-family:'Times New Roman'; font-size:10pt">) y Cinépolis. De igual forma, el proyecto insignia de usos mixtos, Espacio Condesa, ha mantenido un ritmo de avance crítico en su componente comercial, el cual cuenta con un ABR superior a los 27,000 m2. Con una apertura proyectada para el primer semestre de 2026, se estima que este activo generará ingresos anuales por más de 140 millones de pesos, lo que representará un catalizador fundamental para el incremento de los ingresos operativos del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Es importante señalar que, aunque algunos activos se encuentran aún en fase de desarrollo o arranque, cuentan ya con un avance sustancial en la comercialización de sus espacios. Esto permite que, tras la </span><span style="font-family:'Times New Roman'; font-size:10pt">conclusión de las obras, la captura de valor de la inversión y la generación de flujos se realicen de manera acelerada.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">La Administración considera que el perfil que ofrece la Cartera comercial es altamente resiliente y replicable. El contar con un concepto de desarrollo flexible y abierto a múltiples formatos permite aprovechar las oportunidades del mercado inmobiliario conforme se presentan, evitando las restricciones que implican otros modelos de negocio más rígidos y asegurando que cada inmueble se mantenga a la vanguardia para satisfacer las demandas futuras de los inquilinos y consumidores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f4e79"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Segmento 2. Oficinas. </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre de 2025, el portafolio de oficinas representa el 16% del Área Bruta Rentable (ABR) total de Fibra Plus. Este segmento se integra por activos estratégicos ubicados en los corredores corporativos más destacados del país, caracterizados por su alta demanda, niveles de renta competitivos y conectividad excepcional. La cartera de oficinas está compuesta por una mezcla de propiedades en operación estabilizada y el proyecto insignia en fase de culminación, Espacio Condesa.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Respecto a la gestión de activos específicos, la Administración mantiene su enfoque en la optimización del portafolio. En el caso de Torre Arcos y Torre Premier, ambos activos permanecen clasificados dentro de la estrategia de desinversión; durante el ejercicio se han continuado evaluando opciones de venta institucional o comercialización estratégica que permitan capturar la máxima plusvalía, en línea con el plan de rotación de activos no estratégicos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Un hito fundamental para este segmento es el progreso en Espacio Condesa Oficinas. Al cierre de 2025, el proyecto se encuentra en sus etapas finales de construcción, habiendo utilizado parte de los recursos del crédito sindicado con BBVA para asegurar su conclusión. Este componente contará con un ABR superior a los 38,000 m2 y se estima que generará ingresos anuales por más de 250 millones de pesos. El proceso de comercialización, liderado por un broker de prestigio internacional, ha mantenido una dinámica positiva con prospectos de alto perfil corporativo, proyectando su apertura y contribución a los ingresos operativos para el primer semestre de 2026.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En cuanto a la estrategia de monetización de activos, durante el ejercicio 2025 se consolidó la venta de unidades privativas en las oficinas de Héredit Acueducto. Tras haber reportado ventas significativas en periodos anteriores, en 2025 se concretó la desinversión de espacios corporativos adicionales por un monto de </span><span style="font-family:'Times New Roman'; font-size:10pt">46</span><span style="font-family:'Times New Roman'; font-size:10pt"> millones de pesos. Esta estrategia de venta fragmentada ha permitido al Fideicomiso capturar valor de forma eficiente debido a la ubicación premium y la demanda sostenida en dicho inmueble.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Las propiedades de este rubro destacan por sus diseños arquitectónicos innovadores y su capacidad para satisfacer las necesidades corporativas de diversos sectores, incluyendo telecomunicaciones, servicios financieros y empresas de energía. Al cierre del año, Fibra Plus reafirma su compromiso de mantener edificios a la vanguardia tecnológica y de sostenibilidad, preparando el terreno para que el inicio de operaciones de Espacio Condesa en 2026 marque un cambio estructural en la generación de flujos del segmento de oficinas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; color:#1f4e79"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Segmento 3. Industrial.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre de 2025, el sector industrial se consolida como el segmento de mayor relevancia para Fibra Plus, representando el 39% del Área Bruta Rentable (ABR) total del Fideicomiso. Este sector destaca por sus rendimientos atractivos, estabilidad a largo plazo mediante contratos de duración prolongada y una estructura de costos operativa eficiente. Asimismo, su capacidad para generar flujos dolarizados y mantener niveles de ocupación cercanos al pleno empleo han posicionado a este segmento como el motor defensivo de la Cartera ante entornos de incertidumbre económica.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Un hito estratégico fundamental durante el ejercicio 2025 fue la aprobación de la especialización de portafolios entre Fibra Plus y Fibra HD. Bajo esta estrategia, se determinó que Fibra HD se posicionará como el vehículo especializado en el sector industrial, aprovechando la robustez de sus activos estabilizados y su enfoque en la valorización de este tipo de inmuebles bajo las tendencias de nearshoring.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En cuanto a los activos específicos, destaca el Portafolio Sonora, ubicado en Nogales. Al cierre de 2025, este complejo industrial alcanzó un ABR consolidado de 62,926 m2, tras integrar exitosamente las adquisiciones y expansiones de naves industriales realizadas en 2023. Este activo mantiene una tasa de ocupación del 100%, con ingresos dolarizados que aportan una sólida estabilidad al flujo operativo del segmento.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Por su parte, el Portafolio T-MEC III, localizado en Nuevo Laredo, Tamaulipas, se integra a la operación con un ABR de 46,521 m2. Desde su incorporación, este activo ha incrementado significativamente los ingresos operativos de la Fibra, demostrando la capacidad de generar un Ingreso Operativo Neto (NOI) anual superior a los Ps. 53 millones. Asimismo, el Portafolio Baja California en Ensenada, con un ABR de 40,279 m2, continúa operando con inquilinos de perfil trasnacional y solidez económica, beneficiándose de la favorable dinámica manufacturera en la región fronteriza.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En el estado de Coahuila, el Portafolio Saltillo (anteriormente GT Plastics) mantiene su estabilidad con un ABR de 4,564 m2 y ocupación plena con un inquilino único. Durante el ejercicio 2025, este activo generó ingresos anuales por Ps. 5.2 millones, operando bajo contratos de largo plazo que aseguran la captura de valor de la inversión inicial de Ps. 45.5 millones.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">La ubicación geográfica estratégica de los proyectos industriales, concentrados predominantemente en la zona fronteriza, permite al Fideicomiso acceder a mejores niveles de renta y mayor exposición a clientes internacionales. Con la consolidación de la estructura de Fibra HD y la gestión activa de los 12 activos industriales que componen la oferta consolidada, los ingresos por rentas de este sector han mostrado un crecimiento resiliente, reafirmando la intención de la Administración de continuar explorando oportunidades de inversión que maximicen la rentabilidad y plusvalía del portafolio industrial.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Segmento 4. Vivienda en Renta.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El 4 de diciembre de 2017, la Asamblea de Tenedores aprobó la inversión requerida para el desarrollo del Portafolio Home, mediante la cual el fundador relevante aportó los primeros dos proyectos al patrimonio del Fideicomiso con un valor de Ps. 895 millones.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Como parte del proceso de capitalización para financiar este desarrollo, el 1 de marzo de 2018 se inició un proceso de suscripción exclusiva para tenedores de CBFIs (FPLUS16). Dicho proceso concluyó en su primera ronda con la suscripción de 49,584,046 CBFIs, equivalentes a 743.8 millones de pesos. Sumando la aportación inicial, el incremento de capital total para este segmento ascendió a Ps. 1,639.3 millones.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre del ejercicio 2025, el sector de vivienda representa el 4% del Área Bruta Rentable (ABR) total del portafolio de Fibra Plus. Con un ABR total de la Fibra de 634,665 m2, la superficie destinada a vivienda se sitúa en aproximadamente 25,387 m2.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Los dos proyectos de vivienda en renta que integran este portafolio se distinguen por sus ubicaciones </span><span style="font-family:'Times New Roman'; font-size:10pt">prime</span><span style="font-family:'Times New Roman'; font-size:10pt"> y amenidades de nivel AAA, sumando un total de 392 unidades disponibles para el mercado. </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Segmento 5. Sector Educativo</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En el 2021, se adquirió el portafolio de Fibra HD, situación que agregó un nuevo sector a la cartera de propiedades de Fibra Plus. Este sector a la fecha de este reporte cuenta con un ABR de 39,116 m2 y una ocupación del 91.3%</span><span style="font-family:'Times New Roman'; font-size:10pt">, y forma parte del portafolio en desinversión de Fibra Plus por no considerarse activo estratégico en la visión de negocios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Actualmente en 2025, el sector educativo representa el 6% del Área Bruta Rentable (ABR) total de la Cartera. Este segmento se caracteriza por su alta resiliencia y estabilidad, operando bajo contratos de arrendamiento de largo plazo (tipo </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Triple Net</span><span style="font-family:'Times New Roman'; font-size:10pt"> o NNN), lo que garantiza flujos de efectivo constantes y una exposición mínima a gastos operativos por parte del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El portafolio educativo cuenta con una superficie aproximada de 38,080 </span><span style="font-family:'Times New Roman'; font-size:10pt">m2</span><span style="font-family:'Times New Roman'; font-size:10pt">, distribuida estratégicamente en estados con alta demanda de servicios educativos privados, tales como Sonora, Sinaloa, Querétaro, Jalisco y Puebla. Estas propiedades consisten principalmente en planteles educativos de nivel básico y medio superior, diseñados para instituciones de prestigio en sus respectivas regiones.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">La Administración destaca que este sector ha mantenido una tasa de ocupación del 100% durante el periodo de revisión, reafirmando su valor como un componente defensivo dentro de la diversificación de Fibra Plus. La naturaleza de estos activos permite una gestión simplificada y una alta tasa de retención de inquilinos, dadas las características específicas de las instalaciones y la estabilidad propia del sector educativo en México.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic; color:#1f4e79"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic; color:#1f4e79"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Resumen de Información Financiera. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Las tablas incluidas en la presente sección presentan información financiera auditada. Las tablas deberán ser revisadas en conjunto con la sección “4. Información Financiera” de este Reporte Anual. La información financiera incluida en el presente Reporte Anual, excepto que se indique de otra forma, esta especificada en Pesos. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El presente Reporte Anual incluye los Estados Financieros auditados consolidados de Posición Financiera al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, así como del Estado de Utilidad Integral, Cambios en el Patrimonio y Flujo de Efectivo por el periodo comprendido del 1 de enero de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5 </span><span style="font-family:'Times New Roman'; font-size:10pt">al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">. Dichos Estados Financieros Consolidados fueron elaborados de acuerdo </span><span style="font-family:'Times New Roman'; font-size:10pt">con</span><span style="font-family:'Times New Roman'; font-size:10pt"> las IFRS emitidas por la Junta de Normas Internacionales de Contabilidad (“IASB” por sus siglas en inglés).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En la siguiente tabla se muestra información financiera relativa a las propiedades que forman parte de la Cartera de Fibra Plus. Esta información se debe leer </span><span style="font-family:'Times New Roman'; font-size:10pt">juntamente con</span><span style="font-family:'Times New Roman'; font-size:10pt"> las notas a los mismos. La información financiera seleccionada contenida aquí se muestra de forma consolidada y no es necesariamente indicativa de la situación financiera y los resultados en o para cualquier Fecha o periodo futuro.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fideicomiso Irrevocable No. F/1110 </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(Banco Azteca, S. A., Institución de Banca Múltiple, Dirección Fiduciaria) y Subsidiarias</span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Estados consolidados de resultados </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">integrales</span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Por los años que terminaron el 31 de diciembre de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">5</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">, 202</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">4</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> y 202</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">3</span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Cifras expresadas en miles de pesos mexicanos ($), excepto utilidad por CBFI</span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:20.2pt; width:473.25pt">
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Notas</span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2025</span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2024</span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2023</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Ingresos</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">por</span><span style="font-family:'Times New Roman'; font-size:10pt"> Rentas</span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">830,750</span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">837,678</span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">732,370</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Gastos</span><span style="font-family:'Times New Roman'; font-size:10pt"> de </span><span style="font-family:'Times New Roman'; font-size:10pt">administración</span><span style="font-family:'Times New Roman'; font-size:10pt"> y </span><span style="font-family:'Times New Roman'; font-size:10pt">operación</span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">342,551</span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">366,799</span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">299,493</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Intereses</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">netos</span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">23,389</span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(59,582)</span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(120,263)</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(</span><span style="font-family:'Times New Roman'; font-size:10pt">Pérdida</span><span style="font-family:'Times New Roman'; font-size:10pt">) </span><span style="font-family:'Times New Roman'; font-size:10pt">Ganancia</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">cambiaria</span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(162,517)</span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">261,363</span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(301,645)</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Gastos</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">financieros</span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">344,380</span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">386,754</span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">355,838</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Otros</span><span style="font-family:'Times New Roman'; font-size:10pt"> (</span><span style="font-family:'Times New Roman'; font-size:10pt">gastos</span><span style="font-family:'Times New Roman'; font-size:10pt">) </span><span style="font-family:'Times New Roman'; font-size:10pt">ingresos</span><span style="font-family:'Times New Roman'; font-size:10pt"> – </span><span style="font-family:'Times New Roman'; font-size:10pt">neto</span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">32,824</span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(409,532)</span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">139,906</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Compensación</span><span style="font-family:'Times New Roman'; font-size:10pt"> de largo </span><span style="font-family:'Times New Roman'; font-size:10pt">plazo</span><span style="font-family:'Times New Roman'; font-size:10pt"> (Promote)</span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">50,000</span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">123,611</span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Valuación</span><span style="font-family:'Times New Roman'; font-size:10pt"> de la </span><span style="font-family:'Times New Roman'; font-size:10pt">deuda</span><span style="font-family:'Times New Roman'; font-size:10pt"> a </span><span style="font-family:'Times New Roman'; font-size:10pt">Unidades</span><span style="font-family:'Times New Roman'; font-size:10pt"> de </span><span style="font-family:'Times New Roman'; font-size:10pt">Inversión</span><span style="font-family:'Times New Roman'; font-size:10pt"> (UDIs)</span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">41,477</span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">45,929</span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">57,175</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Ajuste</span><span style="font-family:'Times New Roman'; font-size:10pt"> al valor </span><span style="font-family:'Times New Roman'; font-size:10pt">razonable</span><span style="font-family:'Times New Roman'; font-size:10pt"> de </span><span style="font-family:'Times New Roman'; font-size:10pt">propiedades</span><span style="font-family:'Times New Roman'; font-size:10pt"> de </span><span style="font-family:'Times New Roman'; font-size:10pt">inversión</span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(217,375</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(660,026</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(335,081</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Utilidad</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">neta</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">consolidada</span><span style="font-family:'Times New Roman'; font-size:10pt"> del </span><span style="font-family:'Times New Roman'; font-size:10pt">año</span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">376,021</span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">782,362</span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">636,947</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Otros</span><span style="font-family:'Times New Roman'; font-size:10pt"> resultados </span><span style="font-family:'Times New Roman'; font-size:10pt">integrales</span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> -</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> -</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(104,155</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Utilidad</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">neta</span><span style="font-family:'Times New Roman'; font-size:10pt"> integral </span><span style="font-family:'Times New Roman'; font-size:10pt">consolidada</span><span style="font-family:'Times New Roman'; font-size:10pt"> del </span><span style="font-family:'Times New Roman'; font-size:10pt">año</span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">376,021</span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">782,362</span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">532,792</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Utilidad</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">neta</span><span style="font-family:'Times New Roman'; font-size:10pt"> e integral del </span><span style="font-family:'Times New Roman'; font-size:10pt">período</span><span style="font-family:'Times New Roman'; font-size:10pt"> de la </span><span style="font-family:'Times New Roman'; font-size:10pt">participación</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">controladora</span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">359,155</span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">764,604</span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">636,947</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Utilidad</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">neta</span><span style="font-family:'Times New Roman'; font-size:10pt"> e integral del </span><span style="font-family:'Times New Roman'; font-size:10pt">período</span><span style="font-family:'Times New Roman'; font-size:10pt"> de la </span><span style="font-family:'Times New Roman'; font-size:10pt">participación</span><span style="font-family:'Times New Roman'; font-size:10pt"> no </span><span style="font-family:'Times New Roman'; font-size:10pt">controladora</span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">16,866</span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">17,758</span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(104,155</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Utilidad</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">neta</span><span style="font-family:'Times New Roman'; font-size:10pt"> e integral </span><span style="font-family:'Times New Roman'; font-size:10pt">básica</span><span style="font-family:'Times New Roman'; font-size:10pt"> de la </span><span style="font-family:'Times New Roman'; font-size:10pt">participación</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">controladora</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">por</span><span style="font-family:'Times New Roman'; font-size:10pt"> CBFI * *</span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">16</span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">0.56</span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">1.20</span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">1.00</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Utilidad</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">neta</span><span style="font-family:'Times New Roman'; font-size:10pt"> e integral </span><span style="font-family:'Times New Roman'; font-size:10pt">diluida</span><span style="font-family:'Times New Roman'; font-size:10pt"> de la </span><span style="font-family:'Times New Roman'; font-size:10pt">participación</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">controladora</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">por</span><span style="font-family:'Times New Roman'; font-size:10pt"> CBFI * *</span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">16</span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">0.52</span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">1.12</span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">0.94</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Promedio</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">ponderado</span><span style="font-family:'Times New Roman'; font-size:10pt"> de CBFIs </span><span style="font-family:'Times New Roman'; font-size:10pt">en</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">circulación</span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">638,176,752</span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">634,576,114</span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">636,201,174</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="vertical-align:top; width:175.15pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Promedio</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">ponderado</span><span style="font-family:'Times New Roman'; font-size:10pt"> de CBFIs </span><span style="font-family:'Times New Roman'; font-size:10pt">en</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">circulación</span><span style="font-family:'Times New Roman'; font-size:10pt"> con </span><span style="font-family:'Times New Roman'; font-size:10pt">efectos</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">diluidos</span>
</p>
</td>
<td style="vertical-align:top; width:40.05pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top; width:90.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">685,668,720</span>
</p>
</td>
<td style="vertical-align:top; width:90.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">681,888,050</span>
</p>
</td>
<td style="vertical-align:top; width:76.65pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">675,353,696</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">** Certificados Bursátiles Fiduciarios Inmobiliarios</span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:447.05pt">
<tr style="height:11.8pt">
<td style="background-color:#d9e1f2; padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:124.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold; text-decoration:underline">Indicadores financieros (miles de pesos)</span>
</p>
</td>
<td style="background-color:#d9e1f2; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">2025</span>
</p>
</td>
<td style="background-color:#d9e1f2; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">2024</span>
</p>
</td>
<td style="background-color:#d9e1f2; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">2023</span>
</p>
</td>
<td style="background-color:#d9e1f2; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">2022</span>
</p>
</td>
<td style="background-color:#d9e1f2; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">2021</span>
</p>
</td>
</tr>
<tr style="height:11.1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:124.3pt">
<p style="margin:0pt; text-indent:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Ingreso Operativo Neto (ION)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 830,750</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 723,728</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 635,690 </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 619,169 </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 121,989 </span>
</p>
</td>
</tr>
<tr style="height:11.1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:124.3pt">
<p style="margin:0pt; text-indent:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Margen ION</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">76.50%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">91.32%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">86.80%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">88%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">90%</span>
</p>
</td>
</tr>
<tr style="height:11.1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:124.3pt">
<p style="margin:0pt; text-indent:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-style:italic">Funds</span><span style="font-family:'Times New Roman'; font-size:9pt; font-style:italic"> from operations</span><span style="font-family:'Times New Roman'; font-size:9pt"> (FFO)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 78,144 </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 133,257 </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> (100,713) </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 158,712 </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 46,554 </span>
</p>
</td>
</tr>
<tr style="height:11.1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:124.3pt">
<p style="margin:0pt; text-indent:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Margen FFO</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">N. A</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">N. A</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">N. A</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">88%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">34%</span>
</p>
</td>
</tr>
<tr style="height:11.1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:124.3pt">
<p style="margin:0pt; text-indent:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-style:italic">Adjusted funds from operations</span><span style="font-family:'Times New Roman'; font-size:9pt"> (AFFO)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">75,458</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 150,098</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> (</span><span style="font-family:'Times New Roman'; font-size:9pt">89,587)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span><span style="font-family:'Times New Roman'; font-size:9pt">159,542 </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 48,106 </span>
</p>
</td>
</tr>
<tr style="height:11.1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:124.3pt">
<p style="margin:0pt; text-indent:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Margen AFFO</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">N. A</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">N. A</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">N. A</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">89%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">35.44%</span>
</p>
</td>
</tr>
<tr style="height:11.1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:124.3pt">
<p style="margin:0pt; text-indent:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">EBITDA</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">488,199</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">501,523</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">495,936</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">438,006</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">121,335</span>
</p>
</td>
</tr>
<tr style="height:11.1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:124.3pt">
<p style="margin:0pt; text-indent:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Margen EBITDA</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">58%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">59%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">59%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">63%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">89%</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:458pt">
<tr style="height:15pt">
<td colspan="2" style="background-color:#e7e6e6; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle; width:456.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; color:#161616">FFO Y AFFO</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td colspan="2" style="background-color:#e7e6e6; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; color:#161616">Por el periodo que termina el 31 de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; color:#161616">Diciembre</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; color:#161616"> de 202</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; color:#161616">5</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td colspan="2" style="background-color:#e7e6e6; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; color:#161616">(En miles de pesos mexicanos)</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="background-color:#44546a; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle; width:396.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff"> </span>
</p>
</td>
<td style="background-color:#44546a; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle; width:58.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">202</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">5</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Utilidad Integral</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:top">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">376,022</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#006100"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> (217,375)</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616">Variación valor razonable de propiedades de inversión</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">(</span><span style="font-family:'Times New Roman'; font-size:10pt">162,517</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Fluctuación en </span><span style="font-family:'Times New Roman'; font-size:10pt">UDIs</span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">59,745</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616">Valuación de instrumentos financieros</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 11,350</span>
</p>
</td>
</tr>
<tr style="height:18.4pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1d1b10">Amortización de intangibles (Activos Derecho de Uso) </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616">Ganancia/Pérdida en venta de inmuebles</span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 10,919</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="background-color:#d9d9d9; border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:0.25pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:middle; width:396.5pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#5a5a5a">FFO</span>
</p>
</td>
<td style="background-color:#d9d9d9; border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:0.75pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:middle; width:58.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">78,144</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#5a5a5a"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616">Capex</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> (gastos de ampliación, remodelación, mejoras, sólo inmuebles operativos)</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:top">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">(3,247)</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616">Rentas anticipadas (diferencia de los que no viene devengado en la utilidad neta)</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> 561</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616">Guantes (diferencia de los que no viene devengado en la utilidad neta)</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">-</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="background-color:#d9d9d9; border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:0.25pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:middle; width:396.5pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#5a5a5a">AFFO</span>
</p>
</td>
<td style="background-color:#d9d9d9; border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:0.75pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:middle; width:58.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">75,458</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:398pt; border:none">
</td>
<td style="width:60pt; border:none">
</td>
</tr>
</table>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:14pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:14pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:14pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:14pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:14pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:14pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:14pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:14pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:14pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:14pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:14pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:14pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:14pt; font-weight:bold">Fideicomiso Irrevocable No. F/1110 </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">(Banco Azteca, S. A., Institución de Banca Múltiple, Dirección Fiduciaria) y Subsidiarias</span>
</p>
<p style="margin:0pt; line-height:7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:20pt; font-weight:bold">Estados consolidados de posición financiera</span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Al 31 de diciembre </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">5</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">, 202</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">4</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> y 202</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">3</span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Cifras expresadas en miles de pesos mexicanos ($)</span>
</p>
<p style="margin:0pt; line-height:7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:481.85pt">
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:12pt; font-weight:bold">Activos</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Notas</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2025</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2024</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2023</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 42.6pt; text-indent:-7.1pt; line-height:7pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt 0pt 0pt 42.6pt; text-indent:-7.1pt; line-height:7pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 42.6pt; text-indent:-7.1pt; line-height:7pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 42.6pt; text-indent:-7.1pt; line-height:7pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 42.6pt; text-indent:-7.1pt; line-height:7pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Activo circulante:</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Efectivo y equivalentes de efectivo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-indent:-0.05pt; text-align:center; line-height:10pt; widows:0; orphans:0; padding-left:0.05pt">
<span style="font-family:'Times New Roman'; font-size:10pt">7</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">329,646</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">600,096</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">636,798</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Cuentas por cobrar a clientes y otras cuentas por cobrar – Neto</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">8</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">251,779</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">171,086</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">137,629</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Impuestos por recuperar</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">9</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">132,273</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">78,731</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">61,388</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Total</span><span style="font-family:'Times New Roman'; font-size:10pt"> del activo circulante</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">713,698</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">849,913</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">835,815</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Activo no circulante:</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Efectivo restringido</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">7</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">32,754</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">43,332</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">38,707</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<a name="_Hlk133447299" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt">Activo por derecho de uso </span></a>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">10</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">133,020</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">95,546</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">85,066</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Propiedades de inversión</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">11</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">18,332,062</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">17,334,138</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">15,981,431</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Activos disponibles para la venta</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">52,346</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Mobiliario y equipo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">8,700</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">10,494</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">11,949</span>
</p>
</td>
</tr>
<tr style="height:15.8pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Depósitos en garantía</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">220,431</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">112,084</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">58,964</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Total</span><span style="font-family:'Times New Roman'; font-size:10pt"> del activo no circulante</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">18,779,313</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">17,595,594</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">16,176,117</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Total</span><span style="font-family:'Times New Roman'; font-size:10pt"> del activo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">19,493,011</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">18,445,507</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">17,011,932</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:Arial; font-size:12pt; font-weight:bold">Pasivos y patrimonio</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 42.6pt; text-indent:-7.1pt; line-height:7pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt 0pt 0pt 42.6pt; text-indent:-7.1pt; line-height:7pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:7pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:7pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Pasivo circulante:</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Créditos bancarios</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">12</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">1,971,531</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">1,287,747</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">575,719</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Cuentas por pagar a acreedores y otras cuentas por pagar</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">237,522</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">110,455</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">352,814</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Impuestos por pagar</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">53,102</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">43,465</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">29,349</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Pasivos por arrendamiento</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">14</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">6,364</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">3,456</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">4,604</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Rentas cobradas por anticipado y derechos de arrendamiento</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">401,508</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">388,182</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">11,143</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Total</span><span style="font-family:'Times New Roman'; font-size:10pt"> del pasivo circulante</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">2,670,027</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">1,833,305</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">973,629</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Rentas cobradas por anticipado</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">13,087</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">36,600</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">42,213</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Pasivo por arrendamiento a largo plazo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">14</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">149,378</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">102,093</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">88,827</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Certificados bursátiles por pagar</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">12</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">1,107,659</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">1,066,183</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">1,020,254</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Instrumentos financieros derivados </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">61,947</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">23,242</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">18,216</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Créditos bancarios largo plazo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">12</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">3,081,671</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">3,390,985</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">3,345,902</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Total</span><span style="font-family:'Times New Roman'; font-size:10pt"> del pasivo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">7,083,769</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">6,452,408</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">5,489,041</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Patrimonio de los fideicomitentes:</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-0.2pt; line-height:10pt; widows:0; orphans:0; padding-left:0.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Patrimonio contribuido</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">9,099,072</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">9,049,072</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">8,925,461</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-0.2pt; line-height:10pt; widows:0; orphans:0; padding-left:0.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Otros (prima en suscripción)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">86,702</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">86,702</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">283,581</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 14.15pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Resultados acumulados</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">3,084,013</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">2,724,858</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">1,960,254</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 14.15pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Fondo de recompra</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(63,698</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(53,820</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(45,298</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 14.15pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">12,206,089</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">11,806,812</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">11,123,998</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 14.15pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Participación no controladora</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">203,153</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">186,287</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">398,893</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Total</span><span style="font-family:'Times New Roman'; font-size:10pt"> del patrimonio</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">12,409,242</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:13pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">11,993,099</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:13pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">11,522,891</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Total</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> del pasivo y patrimonio</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">19,493,011</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">18,445,507</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">17,011,932</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0.5pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:20pt; font-weight:bold">Estados consolidados de flujos de efectivo</span>
</p>
<p style="margin:0.5pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Por los años que terminaron el 31 de diciembre de 2025, 2024 y 2023</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Cifras expresadas en miles de pesos mexicanos ($)</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:481.85pt">
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; text-align:center; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2025</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; text-align:center; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2024</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; text-align:center; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2023</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Utilidad neta del período consolidada</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">376,021</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">782,362</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><a name="OLE_LINK1" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt">636,947</span></a>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Flujo de efectivo de actividades de operación:</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 14.2pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Ajustes por:</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-7.05pt; line-height:11.7pt; widows:0; orphans:0; padding-left:7.05pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Ajuste al valor razonable de propiedades de inversión</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(217,375)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(660,026)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(335,081)</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-7.05pt; line-height:11.7pt; widows:0; orphans:0; padding-left:7.05pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-7.05pt; line-height:11.7pt; widows:0; orphans:0; padding-left:7.05pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Bajas de mobiliario y equipo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(908)</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 21.3pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Depreciación</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">26,784</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">9,518</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">12,274</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:11.7pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Partidas relacionadas con actividades de inversión:</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 21.3pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Intereses a cargo (favor)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">23,389</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(59,582)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(120,263)</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 21.3pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Activo por derecho de uso</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">-</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(18,384)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">-</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 21.3pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Compensación a largo plazo (</span><span style="font-family:'Times New Roman'; font-size:10pt">Promote</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">50,000</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">123,611</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 21.3pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Ingreso por cobertura de instrumentos financieros derivados</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">38,705</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">5,026</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 21.3pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Valuación de la deuda a Unidades de Inversión (</span><span style="font-family:'Times New Roman'; font-size:10pt">UDI´s</span><span style="font-family:'Times New Roman'; font-size:10pt">) y amortización de gastos de emisión</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">41,477</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">45,929</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">57,175</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:11.7pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Partidas relacionadas con actividades de financiamiento:</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 21.3pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Gastos financieros</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">344,380</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">386,754</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">251,683</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 21.3pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(Ganancia) pérdida cambiaria</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(162,517</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">249,529</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(301,645</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">520,864</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">8</span><span style="font-family:'Times New Roman'; font-size:10pt">64,737</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">200,182</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Disminución (aumento) en:</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 14.15pt; text-indent:-7.15pt; line-height:11.7pt; widows:0; orphans:0; padding-left:7.15pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Cuentas por cobrar a clientes y otras cuentas por cobrar – Neto</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(80,693)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(33,457)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">36,026</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 14.15pt; text-indent:-7.15pt; line-height:11.7pt; widows:0; orphans:0; padding-left:7.15pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Impuestos por recuperar</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(53,542)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(17,343)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(6,103)</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 14.15pt; text-indent:-7.15pt; line-height:11.7pt; widows:0; orphans:0; padding-left:7.15pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Depósitos en garantía</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(108,347)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(53,120)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(36,372)</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Aumento (disminución) en:</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 14.15pt; text-indent:-7.15pt; line-height:11.7pt; widows:0; orphans:0; padding-left:7.15pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Cuentas por pagar a acreedores y otras cuentas por pagar</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">816,440</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">145,823</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">44,486</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 14.15pt; text-indent:-7.15pt; line-height:11.7pt; widows:0; orphans:0; padding-left:7.15pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Impuestos por pagar</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">9,637</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">14,116</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">22,246</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 14.15pt; text-indent:-7.15pt; line-height:11.7pt; widows:0; orphans:0; padding-left:7.15pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Pasivo por arrendamiento</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">50,193</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">27,089</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 14.15pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Rentas cobradas por anticipado</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(10,187)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(16,756</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">3,693</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 27.4pt; text-indent:-15.1pt; line-height:11.7pt; widows:0; orphans:0; padding-left:15.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Flujo neto de efectivo de actividades de operación</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">1,144,365</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">931,089</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">264,158</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:481.85pt">
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Flujo de efectivo de actividades de inversión:</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Adquisición en participación Fibra HD</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(427,243)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(15,608)</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Intereses a (cargo) </span><span style="font-family:'Times New Roman'; font-size:10pt">favor efectivamente pagados</span><span style="font-family:'Times New Roman'; font-size:10pt">, cobrados</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(23,389)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">59,582</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">120,263</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Adquisición de mobiliario y equipo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(676)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(159)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(725)</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:9pt">Baja de propiedades de inversión</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">361,949</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Adquisición de propiedades de inversión</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(1,142,498)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(692,681</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(719,411</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 27.4pt; text-indent:-15.1pt; line-height:11.7pt; widows:0; orphans:0; padding-left:15.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Flujo neto de efectivo utilizado en actividades de inversión</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(804,614)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(1,060,501)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(615,481)</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:481.85pt">
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt; text-indent:-7.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Flujo de efectivo de actividades de financiamiento:</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Préstamos obtenidos, neto</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">205,000</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">844,342</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">3,602,539</span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Pago de préstamos</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(413,032)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(336,760)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(3,256,419)</span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Pagos de obligaciones por arrendamientos financieros</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(8,489)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(14,971)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(6,828)</span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Suscripción de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">18,218</span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Compensación de largo plazo (</span><span style="font-family:'Times New Roman'; font-size:10pt">Promote</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(50,000)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(55,266)</span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Gastos financieros efectivamente pagados</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(344,380)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(386,754)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(177,088)</span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Recompra de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, neto</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(9,878</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(8,522)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(8,758</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt 27.4pt; text-indent:-15.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:15.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Flujo neto de efectivo utilizado en generado por actividades de financiamiento</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(620,779)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">97,335</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">116,398</span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt 27.4pt; text-indent:-15.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:15.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt; text-indent:-7.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Disminución neto</span><span style="font-family:'Times New Roman'; font-size:10pt"> de efectivo y equivalentes de efectivo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(281,028)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(32,077)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(234,925)</span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt; text-indent:-7.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt; text-indent:-7.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Efectivo, efectivo restringido y equivalentes de efectivo al principio del período*</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">643,428</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">675,505</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">910,430</span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt; text-indent:-7.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt; text-indent:-7.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Efectivo, efectivo restringido y equivalentes de efectivo al final del año </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0.5pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">362,400</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0.5pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">643,428</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0.5pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">675,505</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
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</p>
<img 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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">INFORMACIÓN FINANCIERA DEL ADMINISTRADOR </span>
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<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="-aw-bookmark-end:_Hlk65844849"></span><span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus Management, S.C. fue constituida el 13 de agosto de 2016, e inició operaciones el 3 de noviembre</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">de ese mismo año. En el siguiente cuadro se muestra la información financiera seleccionada de Fibra Plus</span>
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<img 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" width="629" height="238" alt="" style="margin:3.6pt 9pt; -aw-left-pos:83.25pt; -aw-rel-hpos:page; -aw-rel-vpos:paragraph; -aw-top-pos:92.4pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt">Management, S.C. como empresa individual. Esta información está contenida dentro de los Estados Financieros consolidados auditados, mismos que se incluyen en el presente Reporte Anual. Es muy importante mencionar que, aunque dichos estados financieros están contenidos dentro de dichos estados financieros consolidados, no se han emitido Estados Financieros individuales auditados de Fibra Plus Management para el ejercicio 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">. La información financiera fue preparada </span><span style="font-family:'Times New Roman'; font-size:10pt">de acuerdo con</span><span style="font-family:'Times New Roman'; font-size:10pt"> las Normas Internacionales de Información Financiera (IFRS por sus siglas en inglés) y no necesariamente indican la situación financiera y los resultados en o para cualquier fecha o periodo futuro del administrador.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; float:left; margin:0pt 7.05pt; width:439pt">
<tr style="height:34.75pt">
<td style="background-color:#d9e1f2; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:113.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Estado de posición Financiera (miles de pesos)</span>
</p>
</td>
<td style="background-color:#d9e1f2; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:99.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">5</span>
</p>
</td>
<td style="background-color:#d9e1f2; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:99.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">4</span>
</p>
</td>
<td style="background-color:#d9e1f2; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:99.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">3</span>
</p>
</td>
</tr>
<tr style="height:17.1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:113.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:3.3pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:113.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:3.3pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:113.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Activo circulante</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:17.1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:113.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Efectivo y equivalentes de efectivo</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">499</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">351</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">372</span>
</p>
</td>
</tr>
<tr style="height:17.1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:113.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Otros activos circulantes</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">1588</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">2,566</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">843</span>
</p>
</td>
</tr>
<tr style="height:17.1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:113.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Total</span><span style="font-family:'Times New Roman'; font-size:10pt"> activo circulante</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">2,</span><span style="font-family:'Times New Roman'; font-size:10pt">087</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">2,917</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">1,215</span>
</p>
</td>
</tr>
<tr style="height:17.1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:113.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Mobiliario y equipo de oficina</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">-</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">587</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">2,852</span>
</p>
</td>
</tr>
<tr style="height:17.1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:113.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Otras cuentas por cobrar no circulantes</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">1,181</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">2,182</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">2,635</span>
</p>
</td>
</tr>
<tr style="height:17.1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:113.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Total</span><span style="font-family:'Times New Roman'; font-size:10pt"> activo no circulante</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">1,181</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">2,769</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">5,487</span>
</p>
</td>
</tr>
<tr style="height:18pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:113.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Total</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> del activo</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">3,268</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">5,686</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">6,702</span>
</p>
</td>
</tr>
<tr style="height:18pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:113.4pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:18pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:113.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Pasivo circulante</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:17.1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:113.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Pasivo Circulante</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:17.1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:113.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Cuentas por pagar</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">7,054</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">14,224</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">7,992</span>
</p>
</td>
</tr>
<tr style="height:17.1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:113.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Impuestos por pagar</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">2,176</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">1,966</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">3,416</span>
</p>
</td>
</tr>
<tr style="height:17.1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:113.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Otras cuentas por pagar</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">9,959</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> - </span>
</p>
</td>
</tr>
<tr style="height:17.1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:113.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Total</span><span style="font-family:'Times New Roman'; font-size:10pt"> del pasivo circulante</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">1</span><span style="font-family:'Times New Roman'; font-size:10pt">9,190</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">16,190</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">11,408</span>
</p>
</td>
</tr>
<tr style="height:17.1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:113.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Fondo de reserva recibido</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">-</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">1,739</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">2,500</span>
</p>
</td>
</tr>
<tr style="height:17.1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:113.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Derecho de uso </span><span style="font-family:'Times New Roman'; font-size:10pt">sub arrendamiento</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">1,383</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">921</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">2,760</span>
</p>
</td>
</tr>
<tr style="height:18pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:113.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Total</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> del pasivo</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">20,573</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">18,851</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">16,668</span>
</p>
</td>
</tr>
<tr style="height:18pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:113.4pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:18pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:113.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Patrimonio</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:17.1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:113.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Patrimonio contribuido</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">50</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">50</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">50</span>
</p>
</td>
</tr>
<tr style="height:17.1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:113.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Resultados acumulados</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">(</span><span style="font-family:'Times New Roman'; font-size:10pt">17,305</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">(13,215)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">(10,016)</span>
</p>
</td>
</tr>
<tr style="height:18pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:113.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Total</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> del patrimonio</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">(1</span><span style="font-family:'Times New Roman'; font-size:10pt">7,305</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">(13,165)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">(9,966)</span>
</p>
</td>
</tr>
<tr style="height:18pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:113.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Total</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> del pasivo y patrimonio</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">3,268</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">5,686</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:99.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">6,702</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Comentarios y Análisis de la Administración sobre los Resultados de Operación.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus Management, S.C. fue constituida con el fin de administrar la operación de Fibra Plus, así como los proyectos de su Cartera de propiedades. Dicha administración se hace de manera interna, donde únicamente se reembolsan los gastos incurridos por la administración, mismos que se erogan con base en un presupuesto previamente autorizado por el Comité Técnico de Fibra Plus. Esto hace que los intereses de los Tenedores de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> estén alineados con los del mismo fideicomiso. La empresa se encuentra dentro de la normatividad del ISR y por lo mismo tiene las obligaciones contenidas en las leyes relativas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Ingresos. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Como se menciona en el párrafo que antecede, los ingresos de Fibra Plus Management, S.C. son reembolsos de gastos, mismos que se erogan con base en un presupuesto previamente autorizado por el Comité Técnico de Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Gastos por Servicios Administrativos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Los gastos por servicios administrativos son principalmente sueldos y salarios de los diversos funcionarios responsables por la operación del Fideicomiso de Fibra Plus. </span><span style="font-family:'Times New Roman'; font-size:10pt">Asimismo,</span><span style="font-family:'Times New Roman'; font-size:10pt"> se incluyen los impuestos relativos a la nómina, así como honorarios por servicios contables, fiscales, de recursos humanos e informática.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Gastos generales de operación.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Son las erogaciones por concepto de renta y mantenimiento de oficina, gastos de viaje, gastos de representación, capacitación de personal, así como todos los gastos generales del Administrador de Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<a name="_Hlk35531177" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Impuesto a la utilidad.</span></a>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="-aw-bookmark-end:_Hlk35531177"></span><span style="font-family:'Times New Roman'; font-size:10pt">Al cierre del ejercicio 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, Fibra Plus Management tuvo pérdida </span><span style="font-family:'Times New Roman'; font-size:10pt">fiscal por </span><span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt">1,897</span><span style="font-family:'Times New Roman'; font-size:10pt"> miles </span><span style="font-family:'Times New Roman'; font-size:10pt">de pesos, por lo que no se pagaron impuestos a la utilidad.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">)</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Situación Financiera, liquidez y recursos de capital.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, la única fuente de recursos de Fibra Plus Management es la generada por su propia operación y por los recursos que periódicamente restituye Fibra Plus </span><span style="font-family:'Times New Roman'; font-size:10pt">para </span><span style="font-family:'Times New Roman'; font-size:10pt">subsanar los gastos correspondientes a sus actividades de Administrador. Asimismo, al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, no tiene deuda bancaria contratada. Los recursos monetarios de Fibra Plus Management están denominados en pesos mexicanos y están invertidos en valores a cargo del Gobierno Federal inscritos en el Registro Nacional de Valores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Principales Cuentas dentro de los Estados Financieros de Fibra Plus Management, S.C.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Efectivo y equivalentes de Efectivo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Está constituida por recursos monetarios denominados en pesos mexicanos que provienen de reembolsos de gastos provenientes del Fideicomiso de Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Depósitos en garantía y rentas pagadas por anticipado.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Erogaciones realizadas </span><span style="font-family:'Times New Roman'; font-size:10pt">en relación con</span><span style="font-family:'Times New Roman'; font-size:10pt"> la renta de las oficinas de Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; color:#1f4e79"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Principales Eventos Relevantes Relacionados con los Factores de Riesgo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus estuvo expuesta a un factor de riesgo de refinanciamiento, relacionado con el vencimiento de los </span><span style="font-family:'Times New Roman'; font-size:10pt">cebures</span><span style="font-family:'Times New Roman'; font-size:10pt"> con clave de pizarra “FibraHD19”, lo que detonó en que el Índice de Cobertura de Deuda (“ICD”) se ubicara muy cerca del mínimo necesario durante la mayor parte del año (en 1x). En consecuencia, durante marzo del 2022, Fibra HD presentó al Comité Técnico el plan de remediación del indicador. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Dicho plan de remediación, que también fue aprobado por la Asamblea de Fibra HD el 20 de abril del 2022, consistió en alguna o una combinación de algunas de las siguientes opciones: (i) la contratación de líneas de crédito adicionales a las ya vigentes; (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) el refinanciamiento de la deuda bursátil actual y, en paralelo a lo anterior, (</span><span style="font-family:'Times New Roman'; font-size:10pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt">) la desinversión de activos para cubrir, en su caso, el monto remanente después de las opciones anteriores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Gracias a la buena gestión del Administrador y la combinación de negocios con Fibra Plus, el 8 de noviembre de 2022, Fibra HD anunció que, en conjunto con Fibra Plus, firmó un crédito sindicado, por hasta </span><span style="font-family:'Times New Roman'; font-size:10pt">Ps</span><span style="font-family:'Times New Roman'; font-size:10pt">. 4,500 millones, con BBVA como agente colocador. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre de diciembre del 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, </span><span style="font-family:'Times New Roman'; font-size:10pt">el LTV fue de </span><span style="font-family:'Times New Roman'; font-size:10pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt">1.61</span><span style="font-family:'Times New Roman'; font-size:10pt">%, que comparó contra el </span><span style="font-family:'Times New Roman'; font-size:10pt">30.48%</span><span style="font-family:'Times New Roman'; font-size:10pt"> del 202</span><span style="font-family:'Times New Roman'; font-size:10pt">4</span><span style="font-family:'Times New Roman'; font-size:10pt">, </span><span style="font-family:'Times New Roman'; font-size:10pt">mientras el ICD fue de 1.</span><span style="font-family:'Times New Roman'; font-size:10pt">2</span><span style="font-family:'Times New Roman'; font-size:10pt">1</span><span style="font-family:'Times New Roman'; font-size:10pt">x (vs </span><span style="font-family:'Times New Roman'; font-size:10pt">1.42x </span><span style="font-family:'Times New Roman'; font-size:10pt">del 4T2</span><span style="font-family:'Times New Roman'; font-size:10pt">4</span><span style="font-family:'Times New Roman'; font-size:10pt">).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Se considera que un evento afecta adversa y significativamente al plan de negocios si dicho acontecimiento tuvo alguna repercusión negativa, y su efecto económico</span><span style="font-family:'Times New Roman'; font-size:10pt"> superó el 10% de los ingresos totales anuales de Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; color:#1f4e79"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Resumen de Cumplimiento de los Principales Contratos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<a name="_Toc478126754" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt">Los “Contrato de Fideicomiso”, “Contratos de Arrendamiento”, “Contrato de Administración y Asesoría”, “Contrat</span><span style="font-family:'Times New Roman'; font-size:10pt">o de Desarrollo” y el “Contrato de Gestión” celebrados por Fibra Plus y vigentes al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, se han cumplido sin incidentes en los términos estipulados en dichos acuerdos. (Para </span><span style="font-family:'Times New Roman'; font-size:10pt">más información</span><span style="font-family:'Times New Roman'; font-size:10pt"> ver sección “2. El Fideicomiso – 2.d) Contratos y Acuerdos Relevantes”, del presente Reporte Anual).</span></a>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<a name="_Toc70524839" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Procesos judiciales, administrativos o arbitrales</span><span style="-aw-bookmark-end:_Toc478119708"></span><span style="-aw-bookmark-end:_Toc478120019"></span><span style="-aw-bookmark-end:_Toc478122292"></span><span style="-aw-bookmark-end:_Toc478126754"></span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">.</span></a>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Hasta donde se tiene conocimiento, al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, no existe proceso judicial, administrativo o arbitral que pueda tener un impacto significativo con relación a la situación legal y financiera de Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-indent:-35.4pt; padding-left:35.4pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Cumplimiento del Plan de Negocios y Calendario de Inversiones</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">.</span>
</p>
<p style="margin:0pt; text-indent:-35.4pt; padding-left:35.4pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus tiene como objetivo destinar los recursos provenientes de la Oferta Pública Inicial, de la suscripción de derechos del primer trimestre del 2018, de las emisiones posteriores que deriven en captación de recursos y de la contratación de financiamientos, al fondeo de las actividades de desarrollo de los Activos que componen el patrimonio del Fideicomiso, así como la adquisición de nuevos activos que representen una oportunidad de inversión. Dada la naturaleza de los procesos de desarrollo y construcción y como es sabido pueden presentarse circunstancias que aceleren o disminuyan la velocidad de los desembolsos relativos a cada proyecto.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">No es posible comprometer con total exactitud el periodo de construcción y desarrollo de cada uno de los Activos que conforman la Cartera, dados los imponderables inherentes a la construcción. Sin perjuicio de ello, los contratos de desarrollo con la contraparte constructora contemplan un plazo máximo, a partir del cual dicha contraparte incurriría en penalidades por retrasos no justificados. Asimismo, se contempla que para cada proyecto se establezcan las fianzas o garantías necesarias, que en términos de mercado sean aceptables a efectos de garantizar que los mismos se lleven a cabo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En cuanto al plan de negocios, d</span><span style="font-family:'Times New Roman'; font-size:10pt">urante el segundo trimestre de 2025 inició una nueva etapa para Fibra Plus y Fibra HD, con el objetivo de que, por un lado, Fibra Plus se consolide como una Fibra enfocada en activos premium de usos mixtos, comercial anclado y oficinas AAA; y, por el otro, Fibra HD se posicione como una </span><span style="font-family:'Times New Roman'; font-size:10pt">Fibra industrial con activos mayoritariamente estabilizados, ambas con baja exposición al desarrollo y con capacidad de generar flujo de efectivo para el pago de distribuciones.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Esta visión comenzó con la publicación del folleto de reestructura de Fibra Plus en el segundo trimestre de 2025, en el que se detalló la reubicación de activos entre ambas Fibras para concentrar los activos industriales en Fibra HD y los no industriales en Fibra Plus, lo cual fue aprobado mediante Asamblea de Tenedores celebrada el 29 de abril de 2025. La operación se llevaría a cabo mediante la transferencia de titularidad de los activos y el pago en </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, además de otros recursos financieros.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">A la fecha del presente informe, se ha efectuado la totalidad de la aportación de las propiedades no industriales de Fibra Plus a Fibra HD, por un valor en libros de 4,252 </span><span style="font-family:'Times New Roman'; font-size:10pt">mdp</span><span style="font-family:'Times New Roman'; font-size:10pt">, junto con la cesión correspondiente de la deuda asociada a dichos activos, correspondiente a los tramos A y C del crédito sindicado, por un saldo insoluto de 1,246.8 millones de pesos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Por otra parte, la migración de los activos industriales de Fibra Plus a Fibra HD, por un valor en libros de 2,446 </span><span style="font-family:'Times New Roman'; font-size:10pt">mdp</span><span style="font-family:'Times New Roman'; font-size:10pt">, se ejecutará durante el trimestre en curso, junto con el correspondiente traspaso de los dos créditos asociados a dichos inmuebles: (i) Bancomext, respecto del cual ya se cuenta con autorización para modificar al acreditado y migrar la deuda, con un saldo insoluto de 26.3 millones de dólares; y (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) Sabadell, con un monto pendiente de pago de 11.7 millones de dólares.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<a name="_Toc478126755" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Política de Endeudamiento de Fibra Plus.</span><span style="-aw-bookmark-end:_Toc70524840"></span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span><span style="-aw-bookmark-end:_Toc478119709"></span><span style="-aw-bookmark-end:_Toc478120020"></span><span style="-aw-bookmark-end:_Toc478122293"></span></a>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus inició sus operaciones sin deuda y busca operar con niveles de deuda que cumplan con holgura lo establecido en las disposiciones legales aplicables.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:5pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-family:serif; font-size:9pt; list-style-position:inside">
<span style="font:7.0pt 'Times New Roman'">                                                                                                                                     </span><span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold">Crédito sindicado con BBVA</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El pasado 4 de noviembre del 2022, Fibra Plus firmó en conjunto con Fibra HD un crédito sindicado por hasta Ps.4,500 millones con BBVA México, Sociedad Anónima, Institución de Banca Múltiple, Grupo Financiero BBVA México, actuando como banco agente, del cual, Fibra HD dispuso Ps.2,020 millones y Fibra Plus Ps.760 millones. Los bancos acreditantes fueron: (i) Banco Nacional de Comercio Exterior, Sociedad Nacional de Crédito, Institución de Banca de Desarrollo (BANCOMEXT); (ii) Nacional Financiera, Sociedad Nacional de Crédito, Institución de Banca de Desarrollo (NAFIN); (iii) Banco del Bajío, S.A. Institución de Banca Múltiple y (iv) BBVA México, Sociedad Anónima, Institución de Banca Múltiple, Grupo Financiero BBVA México.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El pasado 20 de diciembre de 2024, con el objeto de mejorar las condiciones financieras y hacer una disposición adicional, tanto Fibra HD como Fibra Plus firmaron un nuevo contrato de crédito para refinanciar dicho crédito sindicado, con BBVA nuevamente actuando como banco agente, por hasta Ps.3,150 millones, de los cuales, Ps. 2,650 millones se utilizarían para refinanciar el crédito sindicado anterior y Ps.500 millones de una línea revolvente adicional. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Los bancos acreditantes del nuevo sindicado fueron: (i) Banco Nacional de Comercio Exterior, Sociedad Nacional de Crédito, Institución de Banca de Desarrollo (BANCOMEXT); (ii) Banco Multiva, S.A. IBM, Grupo Financiero Multiva (Multiva); (iii) Banco del Bajío, S.A. Institución de Banca Múltiple y (iv) BBVA México, Sociedad Anónima, Institución de Banca Múltiple, Grupo Financiero BBVA México.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">En enero de 2025, se llevó a cabo la disposición del crédito sindicado firmado en diciembre de 2024, el cual permitió refinanciar la totalidad del esquema sindicado anterior. Esta operación financiera fue diseñada para mejorar las condiciones del fideicomiso, proyectando un beneficio en el flujo de efectivo a corto plazo superior a los 100 millones de pesos anuales. Además, se dispusieron 500 millones de pesos adicionales de esta misma línea, los cuales fueron destinados íntegramente a la continuación del desarrollo de Espacio Condesa.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Durante el segundo trimestre de 2025, como parte de la reorganización estratégica para especializar a Fibra Plus en activos de usos mixtos y oficinas AAA, se realizó una reubicación de deuda. Esto implicó la aportación de propiedades no industriales a Fibra HD junto con la cesión de la deuda asociada a dichos activos, específicamente los tramos A y C del crédito sindicado, por un saldo insoluto de 1,246.8 millones de pesos.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Para gestionar el riesgo de mercado, durante el primer trimestre de 2025 se contrataron derivados de tasa (swaps y swaps bonificados) para cubrir 1,059 millones de pesos de este crédito por un plazo de 36 meses. Gracias a estas coberturas, al cierre del año el 30% de la deuda total del fideicomiso contaba con protección ante fluctuaciones de tasa. Para el primer semestre de 2026, el objetivo es realizar nuevas emisiones de deuda quirografaria para prepagar créditos actuales y reducir el costo financiero promedio, que al finalizar 2025 se ubicó en 9.8%</span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; float:left; margin:0pt 7.05pt; width:493.5pt">
<tr style="height:12.1pt">
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.9pt; padding-right:0.52pt; padding-top:0.9pt; vertical-align:bottom; width:130.15pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#404040; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:109.6pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold; color:#ffffff">Tramo A</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#404040; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:102.5pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold; color:#ffffff">Tramo B</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:143.65pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold; color:#ffffff">Tramo C</span>
</p>
</td>
</tr>
<tr style="height:12.1pt">
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:dotted; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:130.15pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold">Tipo de Crédito</span>
</p>
</td>
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:solid; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:109.6pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Simple</span>
</p>
</td>
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:solid; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:102.5pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Simple</span>
</p>
</td>
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:dotted; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:143.65pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Revolvente</span>
</p>
</td>
</tr>
<tr style="height:12.1pt">
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:dotted; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:130.15pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold">Monto</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:dotted; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:213.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">2,650,000,000</span>
</p>
</td>
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:dotted; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:143.65pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">500,000,000</span>
</p>
</td>
</tr>
<tr style="height:12.1pt">
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:dotted; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:130.15pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold">Moneda</span>
</p>
</td>
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:dotted; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:109.6pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">MXN</span>
</p>
</td>
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:dotted; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:102.5pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">USD</span>
</p>
</td>
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:dotted; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:143.65pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">MXN</span>
</p>
</td>
</tr>
<tr style="height:12.55pt">
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:dotted; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:130.15pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold">Opción de Incremento</span>
</p>
</td>
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:dotted; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:109.6pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:dotted; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:102.5pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">N/A</span>
</p>
</td>
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:dotted; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:143.65pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">500,000,000</span>
</p>
</td>
</tr>
<tr style="height:12.1pt">
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:dotted; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:130.15pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold">Plazo (años)</span>
</p>
</td>
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:dotted; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:109.6pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">5</span>
</p>
</td>
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:dotted; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:102.5pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">5</span>
</p>
</td>
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:dotted; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:143.65pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">3</span>
</p>
</td>
</tr>
<tr style="height:12.55pt">
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:dotted; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:130.15pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold">Tasa</span><span style="font-family:'Times New Roman'; font-size:6pt; font-weight:bold; vertical-align:super"> (1)</span>
</p>
</td>
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:dotted; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:109.6pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">TIIE + 250-300pb</span>
</p>
</td>
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:dotted; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:102.5pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">SOFR + 275-325pb</span>
</p>
</td>
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:dotted; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:143.65pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">TIIE + 200-250 pb</span>
</p>
</td>
</tr>
<tr style="height:12.1pt">
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:dotted; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:130.15pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold">Periodo de Disponibilidad</span>
</p>
</td>
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:dotted; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:109.6pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">1 </span><span style="font-family:'Times New Roman'; font-size:9pt">disp</span><span style="font-family:'Times New Roman'; font-size:9pt"> hasta 30 días</span>
</p>
</td>
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:dotted; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:102.5pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">1 </span><span style="font-family:'Times New Roman'; font-size:9pt">disp</span><span style="font-family:'Times New Roman'; font-size:9pt"> hasta 30 días</span>
</p>
</td>
<td style="border-bottom-color:#404040; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#404040; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#404040; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#404040; border-top-style:dotted; border-top-width:0.75pt; padding-left:0.52pt; padding-right:0.52pt; padding-top:0.52pt; vertical-align:bottom; width:143.65pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Múltiples disp. hasta 90 días</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:131.95pt; border:none">
</td>
<td style="width:111.4pt; border:none">
</td>
<td style="width:104.3pt; border:none">
</td>
<td style="width:145.45pt; border:none">
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Las principales características del nuevo crédito sindicado son las siguientes:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Roboto Light'; font-size:9pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; float:left; margin:0pt 7.05pt; width:478.5pt">
<tr style="height:11.85pt">
<td style="border-left-color:#d9d9d9; border-left-style:solid; border-left-width:1pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:1pt; padding-left:0.25pt; padding-right:0.75pt; padding-top:0.25pt; vertical-align:bottom; width:130.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Destino del crédito:</span>
</p>
</td>
<td colspan="2" style="border-right-color:#d9d9d9; border-right-style:solid; border-right-width:1pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:1pt; padding-left:0.75pt; padding-right:0.25pt; padding-top:0.25pt; vertical-align:bottom; width:344.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> Refinanciamiento de pasivos actuales</span>
</p>
</td>
</tr>
<tr style="height:11.85pt">
<td style="border-left-color:#d9d9d9; border-left-style:solid; border-left-width:1pt; padding-left:0.25pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom; width:130.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="2" style="border-right-color:#d9d9d9; border-right-style:solid; border-right-width:1pt; padding-left:0.75pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:bottom; width:344.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> Usos corporativos generales</span>
</p>
</td>
</tr>
<tr style="height:12.2pt">
<td style="border-left-color:#d9d9d9; border-left-style:solid; border-left-width:1pt; padding-left:0.25pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom; width:130.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="2" style="border-right-color:#d9d9d9; border-right-style:solid; border-right-width:1pt; padding-left:0.75pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:bottom; width:344.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> Gastos y comisiones relacionados con transacción</span>
</p>
</td>
</tr>
<tr style="height:17.6pt">
<td style="border-left-color:#d9d9d9; border-left-style:solid; border-left-width:1pt; padding-left:0.25pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:top; width:130.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Pago de principal:</span>
</p>
</td>
<td colspan="2" style="border-right-color:#d9d9d9; border-right-style:solid; border-right-width:1pt; padding-left:0.75pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:top; width:344.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> Tramo A y B se amortizan trimestralmente al igual que los intereses:</span>
</p>
</td>
</tr>
<tr style="height:11.85pt">
<td style="border-left-color:#d9d9d9; border-left-style:solid; border-left-width:1pt; padding-left:0.25pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom; width:130.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:top; width:330.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 1 al 8: 0.25% 16 al 17: 2.28% </span>
</p>
</td>
<td style="border-right-color:#d9d9d9; border-right-style:solid; border-right-width:1pt; padding-left:0.75pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:bottom; width:12.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:12.4pt">
<td style="border-left-color:#d9d9d9; border-left-style:solid; border-left-width:1pt; padding-left:0.25pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom; width:130.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:top; width:330.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 9 al 12: 2.08% 18 al 19: 2.29%</span>
</p>
</td>
<td style="border-right-color:#d9d9d9; border-right-style:solid; border-right-width:1pt; padding-left:0.75pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:bottom; width:12.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:11.85pt">
<td style="border-left-color:#d9d9d9; border-left-style:solid; border-left-width:1pt; padding-left:0.25pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom; width:130.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:top; width:330.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 13 al 15: 2.18% 20: 74%</span>
</p>
</td>
<td style="border-right-color:#d9d9d9; border-right-style:solid; border-right-width:1pt; padding-left:0.75pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:bottom; width:12.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:18.35pt">
<td style="border-left-color:#d9d9d9; border-left-style:solid; border-left-width:1pt; padding-right:0.35pt; padding-top:0.35pt; vertical-align:middle; width:130.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Comisión de estructuración</span>
</p>
</td>
<td style="padding-left:0.35pt; padding-right:0.35pt; padding-top:0.35pt; vertical-align:middle; width:331.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 145 pb</span>
</p>
</td>
<td style="border-right-color:#d9d9d9; border-right-style:solid; border-right-width:1pt; padding-left:0.35pt; padding-top:0.35pt; vertical-align:middle; width:12.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:18.35pt">
<td style="border-left-color:#d9d9d9; border-left-style:solid; border-left-width:1pt; padding-right:0.35pt; padding-top:0.35pt; vertical-align:middle; width:130.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Comisión de agencia</span>
</p>
</td>
<td style="padding-left:0.35pt; padding-right:0.35pt; padding-top:0.35pt; vertical-align:middle; width:331.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> USD 50,000 anual</span>
</p>
</td>
<td style="border-right-color:#d9d9d9; border-right-style:solid; border-right-width:1pt; padding-left:0.35pt; padding-top:0.35pt; vertical-align:middle; width:12.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:18.35pt">
<td style="border-left-color:#d9d9d9; border-left-style:solid; border-left-width:1pt; padding-left:0.25pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:top; width:130.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Garantías:</span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:top; width:330.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">Hipotecaria:</span><span style="font-family:'Times New Roman'; font-size:10pt"> 1.5x inmuebles industrial o comercial.</span>
</p>
</td>
<td style="border-right-color:#d9d9d9; border-right-style:solid; border-right-width:1pt; padding-left:0.75pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:top; width:12.3pt">
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">Hipotecaria (cont.)</span><span style="font-family:'Times New Roman'; font-size:10pt">: deberán ser aportados al fideicomiso incluyendo derechos fideicomisarios de cierto inmueble de Fibra Plus, o constituir hipoteca</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Roboto Light'; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 46.4pt; text-indent:-18pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(1)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Times New Roman'; font-size:10pt">El spread es variable dependiendo del LTV de Fibra Plus consolidado.</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Obligaciones Financieras:</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">LTV<50%</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Índice de Cobertura: =>9%</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Índice de Cobertura del Servicio de la Deuda: => 1.3x</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Índice de Cobranza: 1er año >1.11x, en fecha de vencimiento > 1.15x</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre del 4T2</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, Fibra PLUS se encuentra en cumplimiento de todas las condiciones de hacer y no hacer de los créditos vigentes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Otros créditos relevantes</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Bancomext</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Con fecha 28 de mayo de 2018 se firmó un contrato de crédito simple con garantía hipotecaria con el Banco Nacional de Comercio Exterior, S.N.C. (Bancomext), hasta por un monto de USD$25 millones a una tasa de interés fija de 5.85% donde se cedieron los derechos de cobro de algunos clientes, con vencimiento en 2030. Esta primera línea fue respaldada por el activo Ensenada, en Baja California. Posteriormente, con la adquisición del Portafolio Sonora, Bancomext autorizó la ampliación de la línea de crédito para llegar a un monto de hasta USD$50 millones.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En agosto de 2018, Fibra Plus dispuso exitosamente de USD$6.8 millones del crédito contratado con Bancomext para la adquisición del portafolio Sonora, el cual está contratado a una tasa de 5.85% y cuenta con un vencimiento a 10 años. Posteriormente, en seguimiento de la misma línea de crédito contratada con Bancomex, Fibra Plus realizó una segunda disposición por USD$9.2 millones, para la exploración de nuevas oportunidades de inversión. La totalidad de estas disposiciones fue respaldada por los flujos del activo industrial Ensenada, Baja California, por lo que existe una cobertura natural del tipo de cambio.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En abril del 2019, Fibra Plus dispuso de USD$ 1 millón de dólares, con destino principal hacia las actividades de operación del Fideicomiso. Subsecuentemente, en mayo del 2019, se dispusieron de USD$4 millones adicionales, principalmente para efectuar el penúltimo pago de la contraprestación en efectivo pactada por la aportación del Portafolio Sonora. Finalmente, en diciembre del 2019, Fibra Plus dispuso de USD$13.8 millones de la línea con Bancomext. La totalidad de las disposiciones en el 2019 está empatada con los flujos del Portafolio industrial Sonora. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Banco del Bajío</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Con fecha 20 de junio de 2019, Fibra Plus firmó con Banco del Bajío dos contratos de crédito que no fueron dispuestos en ese año: el primero, respaldado por la generación de flujos de Autlán, por hasta $ 37 millones de pesos, con costo de TIIE+ 3%; y el segundo, empatado con los flujos de Salina Cruz, por hasta $120 millones de pesos, con costo de TIIE + 3%. El 11 de marzo de 2020, se dispusieron un total de $24.05 millones de pesos de la línea de Autlán y $54.0 millones de pesos de la línea para Salina Cruz. Durante el 4T20 se dispusieron de $66.0 millones de pesos de la línea de crédito con garantía de Salina Cruz. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El 23 de diciembre 2024 se dispuso 75mdp por a cuenta de la disposición del credito sindicado. Dicho prestamo fue dispuesto a TIIE + 325bp con fecha de vto. el 15/01/2025 pagadero con recursos del Tramo C del sindicado dispuesto en enero 2025 . </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Durante 2025, se obtuvieron 155 millones de pesos con Banco del Bajío bajo una garantía quirografaria con vencimiento en 2026, los cuales se destinaron íntegramente a los avances de obra de Espacio Condesa. Esta actividad financiera se complementó con el desempeño de activos estratégicos como Salina Cruz, el cual generó ingresos por 7.9 millones de pesos durante el ejercicio derivado de su operación parcial. Al cierre del 4T25, el saldo insoluto con esta institución se ubicó en 274.6 millones de pesos, consolidando las disposiciones del año y el manejo de líneas tras el refinanciamiento del crédito sindicado efectuado en enero de 2025. Dicha estructura permite al fideicomiso asegurar la liquidez necesaria para el inicio de operaciones del componente comercial de Espacio Condesa</span><span style="font-family:'Times New Roman'; font-size:10pt">, </span><span style="font-family:'Times New Roman'; font-size:10pt">proyectado para el primer semestre de 2026.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Bancrea</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Durante el 3T20, el Comité Técnico aprobó la contratación de un crédito con Bancrea por hasta $ 300 millones de pesos para financiar de manera temporal las necesidades de capital de trabajo, relacionadas con el desarrollo de obras, con una tasa de TIIE + 500 pb y vencimiento de 3 años. Para dicho crédito se dieron en garantía los activos de Torre Arcos y Torre Premier. El 3 de septiembre de 2020, fueron dispuestos $64.1 </span><span style="font-family:'Times New Roman'; font-size:10pt">millones, mientras que el 9 de diciembre de 2020 se dispusieron $98.0 millones, ambos utilizados para actividades de obra de los proyectos en desarrollo. En marzo del 2022, se dispusieron los $137.9 millones restantes de dicho crédito. Durante el 4T22 se ejecutó una línea de crédito adicional de la cual se dispusieron 120 millones de pesos, cuyo uso fue el pago pendiente por realizar de la adquisición de Nuevo Laredo. Durante el 1T23 se amortizaron $162.1 millones con recursos de la tercera disposición del crédito sindicado, por lo que se inició el trámite para liberar la garantía de los activos de Torre Arcos y Torre Premier. En diciembre de 2023 se reestructuro el saldo pendiente de la deuda con Bancrea y se constituyó una nueva deuda por 400 mdp con garantía hipotecaria, los cuales se dispusieron durante el mismo mes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En el primer trimestre 2024 se dispusieron 200 mdp más de la línea, que se utilizaron para la compra del 10% de títulos de Fibra HD, así como para el desarrollo de Espacio Condesa.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En jun-24 se dispuso de una linea de arrendamiento para equipos y activo fijo para Espacio Condesa oficinas y Espacio Condesa comercial </span><span style="font-family:'Times New Roman'; font-size:10pt">por</span><span style="font-family:'Times New Roman'; font-size:10pt"> 168mdp</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Calibri Light'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Durante 2025, se obtuvieron 130 millones de pesos adicionales de la línea de crédito revolvente con Bancrea, recursos que fueron destinados íntegramente a los avances de obra de Espacio Condesa. Esta disposición se llevó a cabo bajo términos y condiciones consistentes con los contratos previos de la institución. Al cierre del 4T25, el saldo insoluto con esta institución se ubicó en 953.8 millones de pesos, consolidando las líneas de capital de trabajo, la adquisición de títulos de Fibra HD y el arrendamiento de activos fijos necesarios para el equipamiento y estabilización de los componentes comercial y de oficinas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Banco </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Mercantil</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> de Panamá</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El 26 de diciembre </span><span style="font-family:'Times New Roman'; font-size:10pt">de 2024 </span><span style="font-family:'Times New Roman'; font-size:10pt">de contrato y se dispuso un crédito revolvente a 12 meses con el Banco </span><span style="font-family:'Times New Roman'; font-size:10pt">Mercantil</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Panamá por un monto de 5 millones de dólares, esta operación representa un hito relevante dentro de las alternativas de financiamiento con las que cuenta el fideicomiso, dichos recursos </span><span style="font-family:'Times New Roman'; font-size:10pt">fueron asignados para la continuación de</span><span style="font-family:'Times New Roman'; font-size:10pt"> Espacio Condesa</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En diciembre de 2025, se llevó a cabo la renovación del crédito con el Banco Mercantil de Panamá por un monto de 5 millones de dólares. Esta operación</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">continúa siendo un hito relevante en la diversificación de las fuentes de financiamiento internacional del fideicomiso</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Sabadell y DD3</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En la misma sesión del Comité del 3T20, se aprobó la adquisición del Portafolio Industrial en Nuevo Laredo, TMEC-III, sujeto a la obtención del financiamiento bancario. Así, en sesión del Comité Técnico celebrada en julio del 2021, correspondiente a los resultados del 2T21, se autorizó la contratación del crédito con Sabadell y DD3 para la compra apalancada de TMEC-III. Como resultado, el 9 de agosto de 2021 se firmó el contrato de crédito con Sabadell, a través del cual se dispusieron 15 millones de dólares para la compra del activo en Nuevo Laredo. Asimismo, con fecha 5 de agosto de 2021, se firmó un contrato de crédito simple con garantía fiduciaria con DD3, por 3.5 millones de dólares, el cual fue dispuesto en su totalidad para el pago de las naves y, a la fecha de este reporte, ya fue amortizado en su totalidad con los recursos de la tercera disposición del crédito sindicado. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre de 2025, el crédito con Sabadell se encuentra integrado en el plan de reubicación de activos para consolidar a Fibra HD como el vehículo especializado en el sector industrial. La migración de las propiedades industriales de Fibra Plus, programada para ejecutarse durante el primer trimestre de 2026, incluye el </span><span style="font-family:'Times New Roman'; font-size:10pt">prepago anticipado de este crédito con líneas dispuestas por Fibra HD</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">A la fecha del reporte, el monto pendiente de pago con Sabadell asciende a 11.7 millones de dólares, lo que se traduce en un saldo insoluto al finalizar el 4T25 de 208.4 millones de pesos. Por su parte, el financiamiento con DD3 ya ha sido amortizado en su totalidad con recursos de disposiciones previas, por lo que ya no figura como parte de la deuda vigente en el presente </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Deuda Fibra</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> Plus </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre del 4T25, el índice de apalancamiento de Fibra Plus, medido como Activo Total sobre Capital Contable, se ubicó en 1.</span><span style="font-family:'Times New Roman'; font-size:10pt">2</span><span style="font-family:'Times New Roman'; font-size:10pt">1</span><span style="font-family:'Times New Roman'; font-size:10pt">x, encontrándose aun así en un rango en línea con la industria y con la estrategia de financiamiento de Fibra Plus, dando cabal cumplimiento a las disposiciones legales existentes en este sentido. Como se mencionó previamente, el LTV de Fibra Plus finalizó en 31.6</span><span style="font-family:'Times New Roman'; font-size:10pt">1</span><span style="font-family:'Times New Roman'; font-size:10pt">% al cierre del 31 de diciembre de 2025</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Calibri Light'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Calificaciones crediticias</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">de Fibra Plus</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre del 2025, Fibra Plus </span><span style="font-family:'Times New Roman'; font-size:10pt">no cuenta con calificación crediticia por parte de un tercero. </span><span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus podrá acudir al mercado de capitales para captar recursos de forma periódica, una vez identificadas las oportunidades de adquisición, de manera que el costo de acarreo de los recursos líquidos con que pueda contar sea tan bajo como sea posible.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Conforme al Fideicomiso, Fibra Plus puede seguir contratando deuda siempre y cuando mantenga las condiciones establecidas por el Comité Técnico y las políticas respectivas. Fibra Plus acudirá a los mercados de valores y a las instituciones de crédito para obtener sus financiamientos. El Comité Técnico ha fijado y podrá fijar las políticas de endeudamiento con base en el Patrimonio del Fideicomiso, conforme a las cuales se contraten financiamientos. El Comité de Auditoría será el encargado de vigilar que se establezcan los mecanismos y controles que permitan verificar que la contratación o asunción de créditos, préstamos o financiamientos se apeguen a la normatividad aplicable.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El 10 de diciembre del 2020, la CNBV emitió, a través del Diario Oficial de la Federación, una modificación a la Circular Única de Emisoras (CUE) con respecto el cálculo del nivel de endeudamiento y del índice de cobertura en el Anexo AA. Dicho cambio, efectuado con el objeto de flexibilizar el marco jurídico que habrán de observar las emisoras al momento de asumir, con cargo al patrimonio del fideicomiso, créditos, préstamos o financiamientos y así </span><span style="font-family:'Times New Roman'; font-size:10pt">e</span><span style="font-family:'Times New Roman'; font-size:10pt">ficientar</span><span style="font-family:'Times New Roman'; font-size:10pt"> la contratación de deuda, hace referencia a que se elimina el límite máximo de endeudamiento regulatorio, facultando a la Asamblea General de Tenedores para establecer el límite de endeudamiento y el índice de cobertura de servicio de la deuda que pretendan asumir, de conformidad con la metodología mencionada en la CUE, misma que también fue adecuada con respecto al índice de cobertura de servicio de deuda, así como ajustar en lo conducente la revelación que se realiza al respecto en el reporte anual. Cabe señalar que dichos límites fueron establecidos por la Asamblea General el 4 de diciembre de 2017, los cuales </span><span style="font-family:'Times New Roman'; font-size:10pt">fueron ratificados por la Asamblea General de Tenedores el 20 de abril de 2022</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus procurará contar con el acceso a recursos líquidos de manera oportuna, ya sea mediante la gestión de líneas de crédito o la emisión de certificados bursátiles fiduciarios de largo plazo, de tal suerte que pueda aprovechar las oportunidades que se presenten y que requirieran de una rápida ejecución, sujeto a las autorizaciones correspondientes de los órganos de gobierno del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Para más información sobre el endeudamiento de Fibra Plus, ver sección 2.a) “Historia y desarrollo del Fideicomiso “.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<a name="_Toc70524841" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Política de capitalización de Fibra Plus.</span><span style="-aw-bookmark-end:_Toc478119710"></span><span style="-aw-bookmark-end:_Toc478120021"></span><span style="-aw-bookmark-end:_Toc478122294"></span><span style="-aw-bookmark-end:_Toc478126756"></span></a>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Es intención de Fibra Plus acudir reiteradamente a los mercados de valores para llevar a cabo colocaciones sucesivas de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">. Estas colocaciones se harán en el marco del plan general de inversiones que al efecto apruebe el Comité Técnico y, en su caso, la Asamblea de Tenedores. </span>
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<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Asimismo, es intención de Fibra Plus procurar que la cadencia con la que se realicen estas colocaciones sea tal que su estructura de capital permita maximizar el valor de los Tenedores.</span>
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<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">La Asamblea de Tenedores será la encargada de reunirse para aprobar cualquier emisión de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> y su Colocación en el mercado de valores de México y/o en su caso, su venta en el extranjero.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre de 2025, Fibra Plus mantiene su intención de acudir de forma recurrente a los mercados de valores para realizar colocaciones sucesivas de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, estrategia que se ha visto fortalecida por el proceso de especialización sectorial entre Fibra Plus y Fibra HD. Bajo el plan general de inversiones supervisado por el Comité Técnico, el Fideicomiso ha priorizado una cadencia de capitalización que maximice el valor para los Tenedores, enfocando los recursos en la consolidación de activos de usos mixtos y oficinas AAA, como Espacio Condesa.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Suscripción de Derechos de marzo – abril 2022</span>
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<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">En abril del 2022, Fibra Plus informó sobre la terminación de la segunda ronda de la suscripción de derechos preferente en efectivo por hasta 1,000 millones de pesos. El resultado fue un levantamiento de cerca de 830 millones de pesos, con un precio por certificado de 7.13 pesos.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Así, al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt">, Fibra Plus ha realizado la colocación de 6</span><span style="font-family:'Times New Roman'; font-size:10pt">36,201,174</span><span style="font-family:'Times New Roman'; font-size:10pt"> (seiscientos </span><span style="font-family:'Times New Roman'; font-size:10pt">treinta</span><span style="font-family:'Times New Roman'; font-size:10pt"> seis millones </span><span style="font-family:'Times New Roman'; font-size:10pt">doscientos </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">un </span><span style="font-family:'Times New Roman'; font-size:10pt"> mil </span><span style="font-family:'Times New Roman'; font-size:10pt">ciento setenta y cuatro </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, que corresponden a los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> puestos en circulación entre el público inversionista al momento de la Oferta Pública Inicial, los entregados al fundador relevante por la aportación de los proyectos iniciales y por las ampliaciones y nuevas aportaciones, la suscripción del Portafolio Home, la Oferta Pública de Adquisición de Fibra HD, las suscripción de derechos efectuada en abril 2022, así como los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> entregados a terceros que aportaron propiedades al patrimonio del Fideicomiso. </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Posteriormente a los eventos de 2022 y 2023, Fibra Plus inició el ejercicio 2025 con un total de 634,576,114 </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación. Durante el primer trimestre de 2025, específicamente en febrero, el Comité Técnico aprobó la cancelación de certificados que habían sido adquiridos a través del fondo de recompra, lo que situó la cifra en circulación en 633,119,678 títulos al cierre de marzo.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Sin embargo, para el cierre del ejercicio al 31 de diciembre de 2025, el número de certificados en circulación ascendió a 638,176,752 </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">. Este incremento neto de aproximadamente el 0.6% respecto al cierre de 2024 se debió principalmente a la emisión de 5 millones de nuevos certificados durante el tercer trimestre de 2025, los cuales fueron utilizados como contraprestación para la adquisición del activo del sector educativo "</span><span style="font-family:'Times New Roman'; font-size:10pt">Exacom</span><span style="font-family:'Times New Roman'; font-size:10pt">" (antes perteneciente a Fibra HD).</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Suscripción de Derechos subsecuente, en enero 2023</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">En enero de 2023, Fibra Plus inició el proceso de suscripción exclusiva para tenedores de sus </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">; dicho proceso consistió en dos rondas de suscripción que terminaron el 18 de enero y el 3 de febrero de 2023 respectivamente, con un total de 10.5 millones de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> suscritos a un precio de Ps.8.74, lo que equivale a Ps.91.7 millones.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">En esta suscripción preferente, se intercambiaron </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Fibra HD de un tercero por </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Fibra Plus, a un factor de intercambio igual al de la OPA, de 2.5 </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Fibra HD por cada CBFI de Fibra Plus, por lo que, a la fecha de este reporte, se consolida el 85.7% de la emisora, con una ganancia de 84 millones de pesos en la operación.</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<a name="_Toc70524842" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Política de cumplimiento con la Legislación Aplicable.</span><span style="-aw-bookmark-end:_Toc478119711"></span><span style="-aw-bookmark-end:_Toc478120022"></span><span style="-aw-bookmark-end:_Toc478122295"></span><span style="-aw-bookmark-end:_Toc478126757"></span></a>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">El Fideicomiso al ser una entidad con valores listados en la BMV, está obligado a cumplir con ciertos requerimientos previstos en la Legislación Aplicable, incluyendo, la presentación de reportes en la forma y tiempos previstos en la Circular Única de Emisoras, tal y como lo es el presente Reporte Anual.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, Fibra Plus se encuentra al día en el cumplimiento de sus obligaciones derivadas de ser una entidad con valores inscritos en la BMV.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Política de distribución.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus es un Fideicomiso de reciente creación y, </span><span style="font-family:'Times New Roman'; font-size:10pt">al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5 </span><span style="font-family:'Times New Roman'; font-size:10pt">no ha realizado</span><span style="font-family:'Times New Roman'; font-size:10pt"> distribuciones a sus Tenedores, toda vez que, al encontrarse una parte importante de sus Activos en desarrollo, aunado a las pérdidas fiscales acumuladas, todavía no cuenta con utilidad fiscal determinada y</span><span style="font-family:'Times New Roman'; font-size:10pt">,</span><span style="font-family:'Times New Roman'; font-size:10pt"> por ende, no está obligada a realizar dichas Distribuciones. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Para más información sobre la política de distribución, ver la sección “2.b</span><span style="font-family:'Times New Roman'; font-size:10pt">). X.</span><span style="font-family:'Times New Roman'; font-size:10pt"> Distribuciones”, del presente Reporte Anual.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Conforme a lo previsto en el Fideicomiso y la Legislación Aplicable, a Fibra Plus le es aplicable el régimen fiscal de una Fibra conforme a los artículos 187 y 188 de la LISR por lo que, a efecto de que el Fideicomiso pueda mantenerse como una Fibra, Fibra Plus está obligada a distribuir, a más tardar el 15 de marzo de cada año, al menos el 95% (noventa y cinco por ciento) del Resultado Fiscal del Fideicomiso a los Tenedores, por lo que una vez que se apruebe la Distribución de Efectivo correspondiente por parte del Comité Técnico, éste deberá instruir por escrito al Fiduciario la entrega de las Distribuciones de Efectivo a los Tenedores. Será necesario que el Comité Técnico, cuente con el voto favorable de la mayoría de sus Miembros Independientes para acordar que las Distribuciones de Efectivo sean mayores al 95% (noventa y cinco por ciento) del Resultado Fiscal del ejercicio que corresponda.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Las Distribuciones de Efectivo se efectuarán: anualmente, siempre y cuando existan recursos disponibles al efecto conforme a la operación y manejo de las cuentas del Fideicomiso, ingresos, inversiones y egresos. La política de distribución será revisada y determinada por el Comité Técnico. Sin embargo, Fibra Plus no puede garantizar que su política de distribución no sea modificada en un futuro.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Las entregas de las Distribuciones de Efectivo se realizarán a prorrata entre todos los Tenedores en proporción a la tenencia de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> de que cada Tenedor sea titular.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Adicionalmente, para conservar el estatus fiscal de Fibra, se deberán mantener al menos el 70% (setenta por ciento) del Patrimonio del Fideicomiso invertidos en Inmuebles que se destinen al arrendamiento o en Derechos de Arrendamiento y el remanente, si existe, se invertirá en valores a cargo del Gobierno Federal inscritos en el RNV o en acciones de sociedades de inversión en instrumentos de deuda entre otros requisitos. </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus anticipa que el efectivo disponible estimado para efectuar Distribuciones de Efectivo será mayor a la distribución mínima requerida por la Legislación Aplicable. Sin embargo, bajo ciertas circunstancias se tendrán que pagar Distribuciones de Efectivo en exceso del efectivo disponible para efectuar dichas Distribuciones de Efectivo a efecto de cumplir los requisitos mínimos de distribución establecidos por la Legislación Aplicable y para ello podrían tener que utilizarse los recursos que se obtengan en futuras emisiones de capital o de deuda, venta de activos o financiamientos. Fibra Plus no puede garantizar que la política de distribución no será modificada en el futuro.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Las condiciones de entrega de las Distribuciones de Efectivo serán determinadas por el Comité Técnico, el cual podrá considerar, entre otros factores, los siguientes:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">resu</span><span style="font-family:'Times New Roman'; font-size:10pt">ltados reales de operación;</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">nivel de flujos de efectivo retenidos;</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">términos y condiciones de cualquier financiamiento;</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">cualquier requerimiento relacionado con el servicio de la deuda;</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">ingreso gravable;</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">requerimientos de entrega de Distribuciones conforme la Legislación Aplicable;</span>
</li>
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<span style="font-family:'Times New Roman'; font-size:10pt">Gastos de Operación y,</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">otros factores que el Comité Técnico pueda considerar como importantes incluyendo el monto de distribuciones efectuadas por empresas similares.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Las Distribuciones de Efectivo se efectuarán siempre y cuando existan recursos líquidos en el Patrimonio del Fideicomiso y siempre y cuando se cumplan con ciertos requisitos previstos en el Fideicomiso.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Reporte </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">de deudores relevantes.</span>
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<span style="-aw-bookmark-end:_Toc38371074"></span><span style="font-family:'Times New Roman'; font-size:10pt">Al 31 </span><span style="font-family:'Times New Roman'; font-size:10pt">de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, ninguno de los Inmuebles relacionados con los Activos presenta incumplimiento ni se encuentran en proceso administrativo o judicial alguno. Tampoco existen cuentas por cobrar relevantes que pudieran comprometer la estabilidad de la operación</span><span style="font-family:'Times New Roman'; font-size:10pt"> de la empresa.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><a name="_Toc38371082" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Factores de Riesgo.</span></a><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El público inversionista deberá leer detalladamente y entender toda la información contenida en el presente Reporte Anual, especialmente la que se incluye en esta sección. Asimismo, es importante que el público inversionista considere que los factores de riesgo descritos en la presente sección no forman un listado exhaustivo, pues pudieran existir otros: (i) que actualmente no se consideran relevantes y que con posterioridad pudieran llegar a serlo; (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) no conocidos o que no pueden ser conocidos a la fecha del presente Reporte Anual; o (</span><span style="font-family:'Times New Roman'; font-size:10pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt">) que surjan en el futuro y que en su momento pudieran ser relevantes. Cualquiera de los riesgos que se describen a continuación, de materializarse, podría afectar de forma adversa y significativa la liquidez, operaciones o condición financiera del Fideicomiso o del Asesor y Administrador y, en consecuencia, el Patrimonio del Fideicomiso disponible para ser distribuido a los Tenedores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">La inversión en los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> implica riesgos. Cualquiera de las circunstancias o acontecimientos descritos como un factor de riesgo podría ocasionar que los Tenedores pierdan la totalidad o una parte de su inversión.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Factores de riesgo relacionados con los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Activos limitados del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El Patrimonio del Fideicomiso no tiene activos o recursos distintos a los que constituyen su patrimonio en términos de la Cláusula Cuarta del Fideicomiso. La entrega de Distribuciones de Efectivo a los Tenedores depende exclusivamente de los recursos líquidos disponibles en el Patrimonio del Fideicomiso. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El Fideicomiso no tiene acceso a otros fondos para realizar la entrega de Distribuciones de Efectivo a los Tenedores, por lo que la recuperación de la inversión de los Tenedores está limitada a los recursos o Activos que se han aportado o que se aporten al Patrimonio del Fideicomiso en el futuro.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">El Fideicomiso es emisor no de garantía.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El Fideicomiso es un contrato mediante el cual los Tenedores, en calidad de Fideicomisarios, adquieren el derecho a recibir la entrega de Distribuciones de Efectivo con los recursos líquidos que, de tiempo en tiempo, formen parte del Patrimonio del Fideicomiso. Al tratarse de un fideicomiso de emisión y no de garantía, la recuperación de la inversión en los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> está sujeta a que el Fiduciario reciba fondos suficientes derivados de las Inversiones en Activos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> no son instrumentos adecuados para cualquier inversionista.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Invertir en los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> implica la compra de instrumentos con características diferentes a los de deuda y capital, ambos habitualmente ofertados en alguna bolsa de valores; lo anterior implica riesgos asociados con la estrategia de inversión descrita en este Reporte Anual. Por ejemplo, no hay garantía alguna de que los Tenedores recibirán Distribución de Efectivo alguna al amparo de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">La entrega de Distribuciones de Efectivo depende exclusivamente de la existencia de fondos en el Patrimonio del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En términos del Fideicomiso, no existe obligación de hacer Distribuciones de Efectivo a los Tenedores a menos que existan recursos suficientes en el Patrimonio del Fideicomiso. El Fideicomiso no prevé ningún mecanismo para garantizar la entrega de Distribuciones de Efectivo derivadas de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">. Ni el Administrador, ni el Fiduciario, ni los Fideicomitentes, ni el Representante Común, ni cualesquiera de sus afiliadas o subsidiarias ni el Intermediario Colocador serán responsables de realizar las Distribuciones de Efectivo al amparo de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en términos distintos a los establecidos en el Fideicomiso. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Las Distribuciones de Efectivo serán efectuadas hasta que se generen Utilidades Fiscales. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Derivado de que los Bienes Inmuebles relacionados con los Activos se encuentran en desarrollo, el Fideicomiso recibirá flujos derivados de los Contratos de Arrendamiento hasta en tanto dichos desarrollos estén estabilizados y generando el pago de Renta, lo cual podría ocurrir en un tiempo considerable. Por lo tanto, no ha habido distribuciones, pues no se han generado Utilidades Fiscales. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Cumplimiento del calendario de inversiones.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En caso de que Fibra Plus sea incapaz de cumplir en tiempo y forma con el calendario de inversiones que se establezca de tiempo en tiempo, el desarrollo y/o la estabilización de los Activos podrían verse retrasados y como consecuencia de ello, los flujos de efectivo para realizar Distribuciones a los Tenedores podrían también verse afectados negativamente. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Falta de liquidez de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Actualmente, en México, el mercado para los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> está poco desarrollado y no puede asegurarse que se desarrollará un mercado secundario para los mismos o que si éste se desarrolla otorgará liquidez a los Tenedores, o de ser el caso, que continúe existiendo tal mercado secundario. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">La inscripción de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en el RNV y su listado en la BMV no garantiza el surgimiento de un mercado de negociación activa para los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> y tampoco implica que los mismos serán negociados en el futuro a un precio igual o superior al que tengan en la fecha de Oferta. Lo anterior, podría limitar la capacidad de los Tenedores para venderlos al precio y en el momento que ellos deseen. Los inversionistas deberán asumir el riesgo de su inversión en los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">A pesar de que el sector de las </span><span style="font-family:'Times New Roman'; font-size:10pt">FIBRAs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en México registró en 2025 uno de los desempeños más sólidos de su historia, con un rendimiento anual del 28.9% en el índice FBMEX, el mercado secundario para los Certificados Bursátiles Fiduciarios Inmobiliarios (</span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">) continúa enfrentando retos estructurales de profundidad y volumen de operación. La inscripción en el Registro Nacional de Valores (RNV) y el listado en la Bolsa Mexicana de Valores (BMV) o en la Bolsa Institucional de Valores (BIVA) —esta última con tecnología orientada a facilitar la inversión en empresas de menor capitalización— no garantiza por sí misma una negociación activa ni que los títulos mantengan precios alineados a su Valor Neto de Activos (NAV).</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Para mitigar este riesgo de liquidez y fomentar la bursatilidad de sus certificados, Fibra Plus mantiene contratados los servicios de un Formador de Mercado (Market Maker). Asimismo, el Fideicomiso ha gestionado de manera dinámica su Fondo de Recompra, el cual ha ejecutado adquisiciones de títulos por un monto acumulado superior a los 60 millones de pesos desde el inicio de sus operaciones en 2018.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Modificaciones al régimen fiscal del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Aun cuando el Fideicomiso actúa sólo como un vehículo de pago a través del cual los Tenedores recibirán, en su caso, las Distribuciones de Efectivo, las Autoridades mexicanas podrían emitir disposiciones que afecten la naturaleza y el tratamiento fiscal del Fideicomiso. Dichas Autoridades podrían considerar, por ejemplo, que los actos que realiza lo definen como fideicomiso empresarial y no como una Fibra para efectos fiscales.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En este sentido, aún y cuando se tiene la intención de cumplir con lo establecido por los artículos 187 y 188 de la LISR para conservar el carácter de Fibra se tendrá que cumplir con ciertos requisitos relacionados, entre </span><span style="font-family:'Times New Roman'; font-size:10pt">otras cosas, con las Distribuciones, la naturaleza de los inmuebles, inversión del patrimonio del Fideicomiso y las fuentes de ingresos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">El régimen fiscal aplicable a las Fibras ha estado evolucionando y ha sido modificado previamente; en consecuencia, no se puede garantizar que las leyes y reglamentos referentes a las Fibras y cualquier interpretación relacionada con las mismas sufran cambios que afecten a Fibra Plus de un modo adverso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Los artículos 187 y 188 de la LISR entraron en vigor el 1° de enero de 2004 y otras normas legales fueron modificadas en 2010 y posteriormente en 2014. No hay ninguna garantía de que la Legislación Aplicable a las Fibras no será modificada en el futuro, o de que las Autoridades fiscales competentes no emitan normas más específicas o diferentes con respecto a los requisitos para calificar como Fibra, o que no cambiarán en una forma adversa para las operaciones del Fideicomiso. En la medida en que las Autoridades fiscales competentes proporcionen normas más específicas o cambien los requisitos para calificar como Fibra, se podría exigir al Fideicomiso ajustar su estrategia de operaciones para cumplir con dichas modificaciones. Cualquier ley o regulación nueva o cambio a la legislación existente podría proporcionar flexibilidad adicional, pero también podría inhibir la capacidad de </span><span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">para perseguir las estrategias que ha escogido. Si Fibra Plus fuera incapaz de mantener su calificación como una Fibra, entre otras cosas, se podría requerir un cambio en la manera en la que realiza sus operaciones, lo que podría afectar adversamente su condición financiera, los resultados de operaciones y su flujo de caja, el precio de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> y su capacidad para hacer Distribuciones de Efectivo.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:0pt 2.45pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Modificaciones al Régimen Fiscal para Tenedores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Ni </span><span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus</span><span style="font-family:'Times New Roman'; font-size:10pt">, ni los Fideicomitentes, ni el Administrador, ni el Intermediario Colocador, ni el Representante Común o cualesquiera de sus afiliadas o subsidiarias de </span><span style="font-family:'Times New Roman'; font-size:10pt">los mismos</span><span style="font-family:'Times New Roman'; font-size:10pt"> pueden garantizar que el régimen fiscal actualmente aplicable a los Tenedores no sufra modificaciones en el futuro.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Por otro lado, al no existir certeza sobre las reformas que eventualmente pudiera sufrir el régimen fiscal aplicable a los Tenedores, ni el Fideicomiso, ni el Fiduciario, ni los Fideicomitentes, ni el Administrador, ni el Intermediario Colocador ni el Representante Común o cualesquiera de sus afiliadas o subsidiarias pueden asegurar que, de ser aprobadas dichas posibles reformas, estas no tendrán un efecto adverso sobre el rendimiento neto que generen los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> a sus Tenedores. </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">No se requiere una calificación crediticia para la Emisión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Por no tratarse de un instrumento de deuda, los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> no requieren de un dictamen sobre la calidad crediticia de la Emisión expedido por una institución calificadora de valores, por lo que los inversionistas deberán efectuar un análisis particular de la información proporcionada en el presente Reporte Anual, así como de los riesgos respectivos de la Oferta. Por lo anterior, se recomienda que los posibles inversionistas consulten con su asesor calificado en inversiones acerca de la inversión en los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Cambios en la calificación crediticia</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Por no tratarse de un instrumento de deuda, los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> no requieren de un dictamen sobre la calidad crediticia de la Emisión expedido por una institución calificadora de valores</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Los Tenedores recibirán Distribuciones de Efectivo periódicamente, por lo que contarán con recursos en efectivo cuya inversión podría verse limitada.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Los Tenedores deben de considerar que, al recibir Distribuciones de Efectivo periódicas, dichos Tenedores contarán con recursos en efectivo cuya inversión podría verse limitada si quisieran invertir en </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> o en instrumentos semejantes, los cuales pudieran no estar disponibles, por lo que tendrían que considerar efectuar inversiones distintas a las antes mencionadas, cuyos rendimientos podrían ser distintos a aquellos de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> en tesorería.</span>
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<p style="margin:0pt; text-align:justify">
<span style="width:61.15pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:61.15pt"></span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9pt">Al 31 de diciembre del 2025 el total de </span><span style="font-family:'Times New Roman'; font-size:9pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:9pt"> emitidos asciende a 1,250,721,227, de los cuales 612,544,475 se mantienen en tesorería para ser utilizados conforme se establece en el Fideicomiso en el futuro, para (i) ser suscritos por los Tenedores en el ejercicio del Derecho de Suscripción Preferente en los términos y bajo las condiciones que, en su momento, determine el Comité Técnico, (</span><span style="font-family:'Times New Roman'; font-size:9pt">ii</span><span style="font-family:'Times New Roman'; font-size:9pt">) ser utilizados como contraprestación por la aportación de Activos al Patrimonio del Fideicomiso en los términos y bajo las condiciones que, en su momento, determine el Comité Técnico o la Asamblea de Tenedores, según sea el caso, (</span><span style="font-family:'Times New Roman'; font-size:9pt">iii</span><span style="font-family:'Times New Roman'; font-size:9pt">) ser entregados para el cumplimiento de planes de compensación de los Ejecutivos, en los términos y bajo las condiciones que, en su momento, determine la Asamblea de Tenedores; y/o (</span><span style="font-family:'Times New Roman'; font-size:9pt">iv</span><span style="font-family:'Times New Roman'; font-size:9pt">) ser entregados como pago de obligaciones a cargo del Fideicomiso conforme los términos que autorice el Comité Técnico o la Asamblea de Tenedores, según sea el caso. Cada vez que dichos </span><span style="font-family:'Times New Roman'; font-size:9pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:9pt"> sean puestos en circulación, implicará una dilución para los Tenedores que al momento sean titulares de </span><span style="font-family:'Times New Roman'; font-size:9pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:9pt"> y no participen de la suscripción de que se trate o con motivo del pago de adquisiciones de Activos con </span><span style="font-family:'Times New Roman'; font-size:9pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:9pt">, lo cual implicaría la dilución de sus derechos.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> entregables al Fundador Relevante.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Comité Técnico ha autorizado la emisión de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> necesarios para cumplir con la obligación de entregar a través el Fideicomiso de Control, al Fundador Relevante o a quien éste designe (también a través del Fideicomiso de Control), como compensación por la conformación, planeación y definición de estrategia del Fideicomiso. </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Dicha compensación sería pagada a partir del 6º (sexto) aniversario de la Oferta Pública Inicial de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> y durante los siguientes 3 (tres) años para un total de 4 (cuatro) entregas, hasta lograr un acumulado del 10% (diez por ciento) del total de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación. Sin embargo, durante el cuarto trimestre del 2018, el Fundador Relevante accedió a renunciar al 50% de la compensación total a que se refiere este párrafo, de tal manera que el pago total será por un acumulado del 5% (cinco por ciento).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">La forma de pago de esta compensación será como sigue: (i) un número equivalente al 0.5% (cero punto cinco por ciento) del número total de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación en la fecha en que se cumpla el sexto aniversario; (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) un monto equivalente al 1% (uno por ciento) del número total de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación en la fecha en que se cumpla el séptimo aniversario; (</span><span style="font-family:'Times New Roman'; font-size:10pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt">) un monto equivalente al 1.5% (uno punto cinco por ciento) del número total de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación en la fecha en que se cumpla el octavo aniversario, y (</span><span style="font-family:'Times New Roman'; font-size:10pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt">) un monto equivalente al 2% (dos por ciento) del número total de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación en la fecha en que se cumpla el noveno aniversario. Dichos </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, serán entregados a través del Fideicomiso de Control al Fundador Relevante o a quien éste designe (también a través del Fideicomiso de Control), en las fechas antes mencionadas. Para dichas emisiones de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> los inversionistas deberán considerar que no será requisito el celebrar una Asamblea de Tenedores ya que su emisión ha sido autorizada por el Comité Técnico, siendo facultad del Administrador el determinar el número de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> que serán entregados al Fundador Relevante previa validación del cálculo respectivo por parte del Comité de Auditoría. Por lo anterior, los Tenedores deberán </span><span style="font-family:'Times New Roman'; font-size:10pt">considerar que la dilución que se genere por dichas entregas de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> solamente podrá determinarse en el momento en que las mismas ocurran.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 2025, la administración confirma que no se realizaron entregas adicionales de certificados bajo este esquema durante el ejercicio, manteniendo la base de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación reportada de 638,176,752 títulos para cualquier cálculo futuro conforme a los plazos establecidos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> relativos al Plan de Compensación por Desempeño de Largo Plazo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Comité Técnico ha autorizado la emisión de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> necesarios para dar cumplimiento al Plan de Compensación por Desempeño de Largo Plazo que, de tiempo en tiempo se determinen conforme al procedimiento que se establece en la sección </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">3.5.1.4 Esquema de Compensaciones – sección “Plan de Compensación de Largo Plazo</span><span style="font-family:'Times New Roman'; font-size:10pt">” del Prospecto de Colocación, “2. Fideicomiso – Fibra Plus, inciso f) Comisiones, costos y gastos del Administrador o cualquier otro tercero que reciba pago por parte del Fideicomiso</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">” </span><span style="font-family:'Times New Roman'; font-size:10pt">del presente Reporte Anual</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">.</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Cabe mencionar que los Tenedores también aprobaron, en el cuarto trimestre del 2018, modificaciones al cálculo del Plan de Compensación por Desempeño de Largo Plazo, las cuales se resumen en lo siguiente:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Modificar la fórmula de valor presente neto y las definiciones de Inversión y de Valor del Inmueble para eliminar el Servicio de la Deuda y, por lo tanto, no considerar el apalancamiento que pudiera tener cada uno de los proyectos, y</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Modificar la forma de cuantificar el Valor del Inmueble para el cálculo de salida del Inmueble para que sea calculado con el promedio de 2 (dos) avalúos realizados por terceros independientes.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Para dichas emisiones de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> los inversionistas deberán considerar que no será requisito el celebrar una Asamblea de Tenedores ya que su emisión ha sido autorizada por el Comité Técnico, siendo facultad del Administrador el determinar el número de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> que serán emitidos para dar cumplimiento al referido Plan de Compensación por Desempeño de Largo Plazo, previa validación del cálculo respectivo por parte del Comité de Auditoría. Por lo anterior, los Tenedores deberán considerar que la dilución que se genere por dichas entregas de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> solamente podrá determinarse en el momento en que las mismas ocurran. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 2025, no se han emitido ni entregado certificados adicionales bajo este Plan de Compensación</span><span style="font-family:'Times New Roman'; font-size:10pt">, no obstante, a solicitud </span><span style="font-family:'Times New Roman'; font-size:10pt">del auditor, se ha reservado un parte del pago </span><span style="font-family:'Times New Roman'; font-size:10pt">estimado como resultado de este </span><span style="font-family:'Times New Roman'; font-size:10pt">Plan de Compensación</span><span style="font-family:'Times New Roman'; font-size:10pt">. Los 612,544,475 </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> que se mantienen en tesorería al cierre del ejercicio continúan disponibles, entre otros fines, para dar cumplimiento a este esquema de incentivos según lo determine la administración y valide el Comité de Auditoría en periodos subsecuentes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Factores de Riesgo relacionados con los Activos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fibra Plus puede ser incapaz de completar los desarrollos y/o las adquisiciones de Activos que podrían hacer crecer su negocio e inclusive, si se concluye el desarrollo y/o se celebran las adquisiciones, según corresponda, Fibra Plus podría ser incapaz de integrar y operar exitosamente los Activos respectivos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">La Cartera se integra por los Activos, los cuales están relacionados, en parte, con un conjunto de terrenos sobre los que se estima construir desarrollos inmobiliarios. En virtud de ello, es importante se evalúe que por tratarse de inmuebles que requerirán de un desarrollo es altamente previsible que se presenten ciertos riesgos normales en esta clase de desarrollos, como lo son el retraso en los procesos de construcción, inclusive por cumplimiento regulatorio y accidentes que se generen en las obras, imperfecciones en la ejecución de las obras, impactos de carácter ambiental e inclusive falta de abasto de los insumos o encarecimiento de </span><span style="font-family:'Times New Roman'; font-size:10pt">los mismos</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">La estrategia de crecimiento de Fibra Plus incluye el desarrollo y adquisición de propiedades para desarrollo para integrarlos al Patrimonio del Fideicomiso a medida que aparezcan las oportunidades favorables para ello. Las oportunidades atractivas de inversión existen actualmente en ciertos mercados y se están evaluando dichas oportunidades. Algunas de estas operaciones, en caso de llevarse a cabo, pueden ser significativas para los resultados y condición financiera de Fibra Plus. La capacidad de Fibra Plus para desarrollar y obtener Activos en términos satisfactorios e integrarlos y operarlos exitosamente está sujeta a los siguientes riesgos:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<ol type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 50pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235905" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Fibra Plus</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">podría adquirir Activos que no aporten valor a sus resultados y el Administrador puede no gestionar y arrendar exitosamente los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Inmuebles relacionados</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> con los Activos</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> para cumplir con sus expectativas;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 50pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235906" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">la competencia de otros compradores potenciales puede aumentar significativamente el precio de compra de un Inmueble deseado;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 50pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235907" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Fibra Plus</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">puede ser incapaz de generar suficiente efectivo derivado de sus operaciones, o de obtener el financiamiento necesario a través de deuda o mercado de valores para concretar una adquisición, o si se obtiene, el financiamiento puede no ser en términos satisfactorios;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 50pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235908" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Fibra Plus</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">podría gastar cantidades mayores a las presupuestadas para desarrollar Inmuebles o para hacer mejoras o renovaciones necesarias a los Inmuebles estabilizados o en expansión;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 50pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235909" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">los acuerdos para la adquisición de Activos comúnmente se encuentran sujetos a condiciones particulares previas a su transmisión, incluyendo la finalización satisfactoria de procedimientos de auditoría legal, lo cual suele implicar retrasos y la erogación de cantidades significativas en adquisiciones potenciales que no lleguen a consumarse;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 50pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235910" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">el proceso de adquirir o de buscar la adquisición de un nuevo Activo puede desviar la atención de los Miembros del Comité Técnico y Directivos de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Fibra Plus</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">, del Administrador, en las operaciones de negocio existentes;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 50pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235912" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Fibra Plus</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">podría adquirir Inmuebles que no se desarrollen según lo esperado y el Administrador no administre y dé en arrendamiento dichos Inmuebles exitosamente para cumplir las expectativas; </span></a>
</li>
<li style="margin:0pt 0pt 0pt 50pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235913" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Fibra Plus</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">podría adquirir Activos incurriendo o incurriendo sólo de forma limitada, en pasivos, previsibles o imprevisibles debidos a condiciones previas a la transmisión del Activo tales como limpieza de los mismos por causa de contaminación ambiental, reclamos de los Arrendatarios, vendedores u otras personas por acciones u omisiones de los dueños anteriores de los Activos</span></a><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">, y</span>
</li>
<li style="margin:0pt 0pt 0pt 50pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">los acuerdos sobre adquisiciones podrán estar sujetos a litigios y procedimiento tendientes a alegar su invalidez o inexistencia y en última instancia sujetos a evicción.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Los acuerdos para la adquisición de Activos comúnmente se encuentran sujetos a condiciones particulares previas a su transmisión, lo cual suele implicar retrasos y la erogación de cantidades significativas en adquisiciones potenciales que no lleguen a consumarse o en su caso, requieran del cumplimiento de autorizaciones adicionales cuando simultáneamente a la adquisición de derechos se adquieran obligaciones para cuya cesión sea necesario el consentimiento del acreedor de la obligación de que se trate y esta puede no ser otorgada previamente al desembolso de las cantidades que para adquisición de los derechos se pacte. Además, Fibra Plus podría adquirir Activos incurriendo o incurriendo sólo de forma limitada, en pasivos, previsibles o imprevisibles debidos a condiciones previas a la transmisión del Activo tales como limpieza de </span><span style="font-family:'Times New Roman'; font-size:10pt">los mismos</span><span style="font-family:'Times New Roman'; font-size:10pt"> por causa de contaminación ambiental, reclamos de los Arrendatarios, vendedores u otras personas por acciones u omisiones de los dueños anteriores de los Activos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Aunque la asesoría y administración de Fibra Plus cuenta con experiencia en identificar oportunidades de inversión, no se puede garantizar que Fibra Plus podrá identificar, con base en la asesoría del Administrador, un número suficiente de inversiones apropiadas para Fibra Plus. Si Fibra Plus no puede completar las adquisiciones de Activos en términos favorables, o no logra operar los Activos adquiridos para cumplir con sus metas o expectativas, la condición financiera podría resultar afectada relevantemente y de forma adversa.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">En el curso normal del negocio, se pudiera ser sujeto de litigios de tiempo en tiempo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En el curso normal del negocio, se pudiera ser sujeto de litigios. También se pudiera estar expuesto a litigios resultantes de las actividades llevadas a cabo en los Activos por los Arrendatarios o sus clientes. El resultado de dichos procesos podría afectarnos materialmente y podría seguir inconcluso durante largos períodos de tiempo. Algún proceso litigioso podría consumir tiempo significativo de los administradores y directivos y dicho tiempo y atención podría, ser desproporcional a los montos del litigio. La adquisición, propiedad y enajenación de Activos podría exponer a Fibra Plus a ciertos riesgos de litigio que podrían resultar en pérdidas, algunas de las cuales podrían ser materiales. El litigio podría derivarse respecto a actividades sucedidas con anterioridad a la fecha en que efectivamente se adquiera el Activo correspondiente. El inicio de dicho litigio o un resultado adverso en cualesquier litigio pendiente, podría tener un efecto material adverso en el negocio, resultados de operación o condición financiera.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Derivado de la aportación de los Activos Iniciales se asumen diversos derechos y obligaciones que podrían no ser favorables para el negocio. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">En términos de los Convenios de Aportación y Adhesión relacionados con la mayoría de los Activos que integran la Cartera , adquirimos derechos fideicomisarios que a su vez implican la cesión de derechos y obligaciones de los fideicomisos de donde se originan dichos derechos fideicomisarios por lo que se está asumiendo conjuntamente con los aportantes, dichas obligaciones y se pudiera estar sujeto a acciones legales de terceros o coinversionistas en relación con el cumplimiento de las mismas, lo cual podría afectar negativamente a Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">La mayoría de los Activos Iniciales, en términos de los respectivos Convenios de Aportación y Adhesión, consisten en la cesión de derechos fideicomisarios, lo cual implica que Fibra Plus está sujeto al pago de honorarios fiduciarios relativos a los fideicomisos en donde se encuentran aportados los terrenos relacionados con dichos Activos lo cual podría implicar un costo adicional no previsto inicialmente por Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:12pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Podrían existir incumplimientos no previsibles por parte de los Fideicomitentes Adherentes que afecten adversamente el negocio y el desarrollo de los Activos. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">No obstante que los Fideicomitentes Adherentes declaren en los Convenios de Aportación y Adhesión respectivos el cumplimiento de todas sus obligaciones como titulares de los derechos fideicomisarios que les corresponden bajo los fideicomisos de los que se derivan los derechos fideicomisarios que se aporten al Patrimonio del Fideicomiso, existe el riesgo de que ocurran incumplimientos por parte de dichos Fideicomitentes Adherentes que no sea posible prever y por ello Fibra Plus se vea afectado adversamente. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Factores de Riesgo Relacionados con el desarrollo de Inmuebles.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">El retorno de la inversión de los Inmuebles en desarrollo y de los inmuebles que se </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">pueden desarrollar</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> en un futuro puede ser menor a lo anticipado por Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">La Cartera se integra por Activos, los cuales están relacionados, en parte, a un conjunto de terrenos sobre los que se construirán desarrollos inmobiliarios y los riesgos normales en esta clase de proyectos podrían presentarse, inclusive a tal nivel que pudiese ser imposible la terminación completa de los desarrollos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En virtud de que Fibra Plus está enfocada al desarrollo inmobiliario, es previsible que derivado de la presentación de los diferentes riesgos que atañen al desarrollo de inmuebles o por el tiempo mismo que tarda el proceso de construcción, las Distribuciones podrán efectuarse una vez que los inmuebles hayan sido arrendados.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; float:left; margin:0pt 7.05pt; width:449.45pt">
<tr style="height:26.15pt">
<td rowspan="2" style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:67pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">.</span><a name="_Hlk163813455" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">Portafolio</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff"> en desarrollo</span></a>
</p>
</td>
<td rowspan="2" style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:67.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">Segmento</span>
</p>
</td>
<td rowspan="2" style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">Fecha de entrega1</span>
</p>
</td>
<td rowspan="2" style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:70.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">Ubicación</span>
</p>
</td>
<td rowspan="2" style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">ABR (m2) esperada</span>
</p>
</td>
<td rowspan="2" style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">% ABR de la cartera total</span>
</p>
</td>
</tr>
<tr style="height:14.05pt">
<td style="width:0pt; height:14.05pt; border:none">
</td>
</tr>
<tr style="height:13.9pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Espacio Condesa</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Comercial</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">2S2</span><span style="font-family:'Times New Roman'; font-size:10pt">6</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:70.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Cuauhtémoc, CDMX</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">23,527</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">3.</span><span style="font-family:'Times New Roman'; font-size:10pt">71</span><span style="font-family:'Times New Roman'; font-size:10pt">%</span>
</p>
</td>
</tr>
<tr style="height:12.5pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Espacio Condesa</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Vivienda</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">1S26</span><span style="font-family:'Times New Roman'; font-size:10pt">E</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:70.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Cuauhtémoc, CDMX</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">7,977</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">1.2</span><span style="font-family:'Times New Roman'; font-size:10pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt">%</span>
</p>
</td>
</tr>
<tr style="height:8.15pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Espacio Condesa</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Oficinas</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">1S2</span><span style="font-family:'Times New Roman'; font-size:10pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt">E</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:70.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Cuauhtémoc, CDMX</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">38,447</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">6.06</span><span style="font-family:'Times New Roman'; font-size:10pt">%</span>
</p>
</td>
</tr>
<tr style="height:7.9pt">
<td style="background-color:#44546a; border-bottom-color:#c9c9c9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">Portafolio en planeación</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#c9c9c9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:67.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">Segmento</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#c9c9c9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">Fecha de entrega2</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#c9c9c9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:70.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">Ubicación</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#c9c9c9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">ABR (m2) esperada</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#c9c9c9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">% ABR de la cartera total</span>
</p>
</td>
</tr>
<tr style="height:12.4pt">
<td style="border-bottom-color:#c9c9c9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#c9c9c9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#c9c9c9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#c9c9c9; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Bora</span>
</p>
</td>
<td style="border-bottom-color:#c9c9c9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#c9c9c9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#c9c9c9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#c9c9c9; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:top; width:67.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Vivienda</span>
</p>
</td>
<td style="border-bottom-color:#c9c9c9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#c9c9c9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#c9c9c9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#c9c9c9; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Por Definir</span>
</p>
</td>
<td style="border-bottom-color:#c9c9c9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#c9c9c9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#c9c9c9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#c9c9c9; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:top; width:70.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Cuajimalpa, CDMX</span>
</p>
</td>
<td style="border-bottom-color:#c9c9c9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#c9c9c9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#c9c9c9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#c9c9c9; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">18,555</span>
</p>
</td>
<td style="border-bottom-color:#c9c9c9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#c9c9c9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#c9c9c9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#c9c9c9; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">2.</span><span style="font-family:'Times New Roman'; font-size:10pt">92</span><span style="font-family:'Times New Roman'; font-size:10pt">%</span>
</p>
</td>
</tr>
<tr style="height:12.4pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#c9c9c9; border-top-style:solid; border-top-width:0.75pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Manzanillo</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#c9c9c9; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Comercial</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#c9c9c9; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Por definir</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#c9c9c9; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:70.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Manzanillo, Colima</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#c9c9c9; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">20,829</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#c9c9c9; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">3.2</span><span style="font-family:'Times New Roman'; font-size:10pt">8</span><span style="font-family:'Times New Roman'; font-size:10pt">%</span>
</p>
</td>
</tr>
<tr style="height:5.55pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Torre Premier (F2)</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Oficinas</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Por definir</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:70.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Villahermosa, Tabasco</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">3,828</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">0.</span><span style="font-family:'Times New Roman'; font-size:10pt">60</span><span style="font-family:'Times New Roman'; font-size:10pt">%</span>
</p>
</td>
</tr>
<tr style="height:5.55pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Vidarte Satélite</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Comercial</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Por definir</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:70.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Tlalnepantla, Edo. de Méx.</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">13,077</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">2.0</span><span style="font-family:'Times New Roman'; font-size:10pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt">%</span>
</p>
</td>
</tr>
<tr style="height:20.2pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Vidarte Satélite</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Oficinas</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Por definir</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:70.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Tlalnepantla, Edo. de Méx.</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">12,600</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">1.9</span><span style="font-family:'Times New Roman'; font-size:10pt">9</span><span style="font-family:'Times New Roman'; font-size:10pt">%</span>
</p>
</td>
</tr>
<tr style="height:20.2pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Ciudad del Carmen</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Oficinas</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Por definir</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:70.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Cd. del Carmen, Campeche</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">10,592</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:67pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">1.6</span><span style="font-family:'Times New Roman'; font-size:10pt">7</span><span style="font-family:'Times New Roman'; font-size:10pt">%</span>
</p>
</td>
</tr>
<tr style="height:2.3pt">
<td colspan="4" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:293.45pt">
<p style="margin:0pt; text-align:center; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">Total</span><span style="font-family:'Times New Roman'; font-size:10pt"> de portafolio en desarrollo</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:67pt">
<p style="margin:0pt; text-align:center; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">149,432</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:67pt">
<p style="margin:0pt; text-indent:-35.4pt; text-align:center; padding-left:35.4pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">23.</span><span style="font-family:'Times New Roman'; font-size:10pt">46</span><span style="font-family:'Times New Roman'; font-size:10pt">%</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:74pt; border:none">
</td>
<td style="width:74.5pt; border:none">
</td>
<td style="width:74pt; border:none">
</td>
<td style="width:77.95pt; border:none">
</td>
<td style="width:74pt; border:none">
</td>
<td style="width:74pt; border:none">
</td>
</tr>
</table>
<p style="margin:0pt; background-color:#ffffff">
<a name="_Hlk99036015" href="#" ><span style="-aw-bookmark-end:_Hlk163813455"></span><span style="font-family:'Times New Roman'; font-size:6pt; vertical-align:super; color:#595959">1</span><span style="font-family:'Times New Roman'; font-size:9pt; color:#595959">Pueden presentarse variaciones en el inicio de operaciones de entre (+/-) 6 meses. </span></a>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:6pt; vertical-align:super">2</span><span style="font-family:'Times New Roman'; font-size:9pt; color:#595959">Fecha estimada, dado que aún se está en búsqueda de fuentes de financiamiento para su desarrollo</span><span style="font-family:'Calibri Light'; font-size:7pt; color:#595959">.</span><span style="width:0.42pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:justify; line-height:115%; font-size:4pt">
<span style="-aw-bookmark-end:_Hlk99036015"></span><span style="font-family:'Calibri Light'; font-size:4pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Los factores que se enlistan a continuación podrían afectar el rendimiento esperado en la inversión de los inmuebles en desarrollo que integran la Cartera, así como aquellos Inmuebles que se desarrollarán en el futuro, lo que podría tener un efecto material adverso en el negocio, resultados de operaciones y flujos de efectivo, condición financiera y la habilidad para hacer Distribuciones a los Tenedores:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Se pueden arrendar los Inmuebles a tarifas de Renta inferiores a las tarifas proyectadas al momento en que se decida llevar a cabo el desarrollo.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Los Gastos de Operación pueden ser mayores a los proyectos en el momento del desarrollo, resultando en que la inversión sea menos redituable de lo esperada.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">La ocupación y Rentas de los Inmuebles recientemente desarrollados puede variar dependiendo de una serie de factores, incluyendo las condiciones de mercado y económicas y puede resultar en que la inversión sea menos redituable de lo esperada o no redituable.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Para efectos de evaluar con mayor grado de certeza el mejor momento y las mejores condiciones de mercado para invertir en los proyectos que aún no se encuentran en desarrollo, como son Manzanillo, Satélite Comercial, Satélite Oficinas y Ciudad del Carmen, será el Comité Técnico, contando adicionalmente con el voto favorable de la mayoría de los Miembros Independientes, quien apruebe la inversión definitiva en los mismos. </span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Los competidores pueden desarrollar o adquirir Inmuebles que compitan con los Activos de Fibra Plus.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Los Inmuebles en desarrollo de la Cartera podrían no completarse dentro del tiempo esperado o por completo.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Se podría estar incapacitado para continuar con el desarrollo de Inmuebles al no poder obtener financiamiento en términos favorables.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Se podría incurrir en costos de construcción por un proyecto de desarrollo que excedan del original estimado debido a incrementos en las tasas de interés e incrementos en los materiales, costos laborales, de arrendamientos u otros que pudieran hacer que completar el proyecto sea menos rentable debido a la incapacidad para trasladar a los Arrendatarios dichos costos incrementados.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Se podría estar incapacitado para obtener o enfrentar retrasos en obtener usos de suelo, de construcción, de ocupación y otros permisos y licencias gubernamentales, autorizaciones y otras aprobaciones regulatorias que podrían resultar en incrementos en los costos o retrasos en el desarrollo de un proyecto y/o potencialmente causar que se abandone el proyecto en su totalidad.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Se pueden suspender proyectos de desarrollo después de que la construcción haya iniciado debido a cambio en las condiciones económicas u otros factores y esto podrá resultar en gastos de cancelación, pagos de gastos adicionales o incrementos en los costos en general si el proyecto de desarrollo es reiniciado.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">El costo y tiempo de terminación de la construcción (incluyendo riesgos no anticipados más allá del control como condiciones climáticas o laborales, escasez de materiales y excesos en la construcción) puede ser mayor del anticipado, reduciendo el rendimiento económico anticipado en el proyecto.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Puede que las expectativas comerciales no se cumplan y que los Inmuebles en desarrollo no obtengan un nivel aceptable de ocupación, una vez terminados.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">La escasez de proveedores y otros riesgos relacionados con la demanda de mano de obra calificada y materiales de construcción podría incrementar los costos y retrasar la conclusión de los proyectos de desarrollo.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Los desastres naturales y las condiciones climáticas severas pueden incrementar el costo, retrasar la conclusión de la construcción de los Inmuebles en la Cartera y disminuir la demanda de los Inmuebles en las áreas afectadas.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">En caso de que un juez federal determine que alguno o algunos de los Inmuebles son utilizados para la comisión de delitos graves, podrían ser expropiados por las autoridades federales conforme a la Ley Federal de Extensión de Dominio, sin que medie indemnización.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Existe la posibilidad de que el Desarrollador carezca de capacidad de ejecución para el desarrollo de algún proyecto.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Existe la posibilidad de que durante la obra ocurran accidentes o cualquier otro riesgo de seguridad que retrase los tiempos de entrega. Esto adicionado a los riesgos de la delincuencia nacional en las zonas donde se realiza la obra.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Existe la posibilidad de que se realicen trabajos fuera de las especificaciones o contraviniendo las órdenes del Desarrollador. Para mitigar este riesgo se pretende contemplar en los contratos de obra que el responsable de la reparación del daño será en todo momento el contratista.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Para minimizar estos riesgos los contratos de desarrollo consideran fianzas que garantizarán el cumplimiento de ejecución de los trabajos de construcción, al igual que la calidad de los materiales y eliminación de vicios ocultos, sin embargo, no se puede asegurar que ello sea suficiente para </span><span style="font-family:'Times New Roman'; font-size:10pt">limitar el efecto de los mismos.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Riesgos asociados a la terminación y puesta en marcha de los desarrollos principales, donde retrasos en la ocupación proyectada para 2026 podrían afectar los flujos esperados.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">El mantenimiento de tasas elevadas durante el ejercicio incrementa los costos de financiamiento de las obras en curso, presionando la rentabilidad de los proyectos.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">La meta de venta de activos no estratégicos por hasta 800 millones de pesos depende de la liquidez del mercado; de no concretarse, podría limitarse el plan de prepago de deuda.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Posibles retrasos en la conversión de metros cuadrados en desarrollo a metros operativos, lo que postergaría la generación de flujo operativo (FFO) previsto para el siguiente ciclo.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">El incumplimiento en la obtención de certificaciones ambientales (EDGE o LEED) podría reducir la competitividad de los activos para atraer arrendatarios institucionales.</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">La incapacidad para percibir las Rentas de los Arrendatarios a tiempo o de no cobrarlas en lo absoluto podría afectar negativamente el desempeño financiero de Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Los ingresos de Fibra Plus provienen de las Rentas y, en su caso, de los Derechos de Arrendamiento. Como resultado de lo anterior, el desempeño de Fibra Plus depende de su capacidad de rentar los espacios en términos económicamente favorables, lo cual depende de la estabilidad financiera de los Arrendatarios, quienes podrían sufrir en cualquier momento un cambio en su negocio. Los Arrendatarios podrían incumplir en el pago de sus Rentas, retrasar el inicio del arrendamiento, negarse a extender o renovar los Contratos de Arrendamiento a su vencimiento o en términos favorables para Fibra Plus o, en su caso, ejercer sus derechos de terminación anticipada. Se pretende hacer frente a los incumplimientos de los Arrendatarios en una base de caso por caso. Sin embargo, si un número importante de Arrendatarios incumple en el pago de las Rentas o lo hace fuera de tiempo, el desempeño financiero de Fibra Plus podría verse afectado negativamente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Adicionalmente, la solicitud de concurso mercantil o insolvencia de los Arrendatarios puede afectar adversamente las Rentas que generen los Activos. La solicitud de concurso mercantil o insolvencia de los Arrendatarios podría dar lugar a la terminación de los respectivos Contratos de Arrendamiento, lo que podría afectar negativamente la condición financiera de Fibra Plus y los resultados de sus operaciones. Cualquier declaración de quiebra o solicitud de concurso mercantil por parte de los Arrendatarios también podría impedir o eliminar la capacidad de Fibra Plus para cobrar los saldos adeudados y pagos de Rentas futuras.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En relación con la situación de los arrendamientos al cierre del 2025, el Fideicomiso mantiene una gestión de cobranza eficiente y alineada con sus políticas de riesgo, reportando una cartera de clientes sin deudores que comprometan de manera relevante la estabilidad financiera u operativa de la empresa. La administración continúa supervisando de cerca la solvencia de los ocupantes y el cumplimiento de los contratos vigentes para asegurar la continuidad de los flujos, especialmente ante el proceso de incorporación de nuevos espacios operativos proyectado para el siguiente año. Esta estrategia busca mitigar posibles retrasos en el inicio de arrendamientos o incumplimientos que pudieran derivar de cambios en el entorno económico, manteniendo la prioridad en la preservación del flujo operativo y la solidez del patrimonio.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Los eventos o circunstancias que lleguen a afectar las áreas en donde los Bienes Inmuebles relacionados con los Activos se encuentran geográficamente concentrados podrían afectar la condición financiera de Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Además de las condiciones económicas regionales, nacionales e internacionales, el desempeño operativo de </span><span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">depende de las condiciones económicas de los mercados específicos en los cuales los Bienes Inmuebles relacionados con los Activos están ubicados.</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f4e79"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">El desempeño operativo y el valor de los Activos están sujetos a las condiciones de la economía y a riesgos asociados con la industria inmobiliaria en general.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Las inversiones inmobiliarias están sujetas a diversos riesgos y fluctuaciones y a ciclos de valor y demanda, muchos de los cuales están más allá del control de Fibra Plus. Si los Activos no generan suficientes ingresos para cubrir los gastos operativos, incluyendo deudas, comisiones por administración y asesoría y gastos de capital, entonces el desempeño de Fibra Plus se podría ver afectado negativamente. Además, existen gastos asociados con una inversión en activos inmobiliarios (tales como pagos de deudas, impuestos prediales y costos de mantenimiento) que generalmente no disminuyen cuando existen circunstancias negativas del negocio, la economía u otras que reducen el ingreso por rentas. Los ingresos y el valor de los Activos pueden verse afectados por: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 59pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">cambios adversos en condiciones económicas y demográficas locales, nacionales o internacionales tales como la reciente desaceleración económica global;</span>
</li>
<li style="margin:0pt 0pt 0pt 59pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">desocupación o incapacidad de rentar espacio en términos favorables;</span>
</li>
<li style="margin:0pt 0pt 0pt 59pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">cambios adversos en las condiciones financieras de los Arrendatarios y los posibles compradores de los Activos;</span>
</li>
<li style="margin:0pt 0pt 0pt 59pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">incapacidad para cobrar la Renta o falta de pago de los Derechos de Arrendamiento, en su caso;</span>
</li>
<li style="margin:0pt 0pt 0pt 59pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">cambios en la Legislación Aplicable y políticas gubernamentales, incluyendo, sin limitación, leyes impositivas, de zonificación, ambientales y de seguridad y políticas fiscales gubernamentales y cambios en su vigencia;</span>
</li>
<li style="margin:0pt 0pt 0pt 59pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">competencia de otros inversionistas en Inmuebles comerciales con capital significativo, incluyendo otras empresas de inversión en Inmuebles, desarrolladores inmobiliarios, otras Fibras y fondos de inversión institucionales;</span>
</li>
<li style="margin:0pt 0pt 0pt 59pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">reducciones en el nivel de demanda de espacio comercial o de oficinas y cambios en la estimación relativa de los Inmuebles;</span>
</li>
<li style="margin:0pt 0pt 0pt 59pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">aumentos en la oferta de espacios para arrendamiento;</span>
</li>
<li style="margin:0pt 0pt 0pt 59pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">fluctuaciones en tasas de interés, las cuales podrían afectar adversamente la capacidad de Fibra Plus, o la capacidad de los posibles compradores y Arrendatarios, para obtener financiamiento en condiciones favorables; </span>
</li>
<li style="margin:0pt 0pt 0pt 59pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">aumentos en gastos, incluyendo sin limitar, costos de seguros, costos laborales, precios de tarifas de energía, valuaciones inmobiliarias y otros impuestos y costos de cumplimiento de la Legislación Aplicable y políticas gubernamentales y restricciones a la capacidad de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Fibra Plus</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">o de Administrador de trasladar gastos a los Arrendatarios;</span>
</li>
<li style="margin:0pt 0pt 0pt 59pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">mayor rotación de Arrendatarios que la esperada;</span>
</li>
<li style="margin:0pt 0pt 0pt 59pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">incapacidad en proporcionar un mantenimiento adecuado a los Inmuebles relacionados con los Activos;</span>
</li>
<li style="margin:0pt 0pt 0pt 59pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">aumento de la delincuencia en las áreas en donde se ubican los Inmuebles relacionados con los Activos;</span>
</li>
<li style="margin:0pt 0pt 0pt 59pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">percepción negativa sobre la conveniencia y atractivo de las regiones donde se ubican los Inmuebles relacionados con los Activos;</span>
</li>
<li style="margin:0pt 0pt 0pt 59pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">aumentos no anticipados en los costos relacionados con condiciones adversas conocidas o no;</span>
</li>
<li style="margin:0pt 0pt 0pt 59pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">exceso en la construcción o sobreoferta en el mercado, y</span>
</li>
<li style="margin:0pt 0pt 0pt 59pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">incapacidad de obtener acuerdos favorables para </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Fibra Plus</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">con anclas y sub-anclas de importancia.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Además, los periodos de desaceleración económica, recesión o crisis tales como las que sufren las economías desarrolladas, aumentos en las tasas de interés, aumentos en los costos de materiales, aumentos en los tipos de cambio, disminución de la demanda de Inmuebles, o la percepción del público de que cualquiera de estos eventos puede ocurrir, podría dar como resultado una disminución general de las Rentas o un aumento en la </span><span style="font-family:'Times New Roman'; font-size:10pt">incidencia de moras bajo los Contratos de Arrendamientos existentes y por celebrarse. Si Fibra Plus o el Administrador no logran operar sus Activos para cumplir con sus expectativas financieras, el negocio, condición financiera, resultados de operaciones y flujo de caja, el precio de compraventa de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> y la capacidad para hacer Distribuciones de Efectivo y para satisfacer cualquier obligación del servicio de la </span><span style="font-family:'Times New Roman'; font-size:10pt">deuda futura, podrían afectarse de un modo importante y de forma adversa.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Fideicomiso ha mantenido una vigilancia estrecha sobre el entorno económico y las tendencias de la industria inmobiliaria, enfocándose en la resiliencia operativa de su portafolio frente a la volatilidad de los mercados financieros. Durante este periodo, se ha dado prioridad a la gestión eficiente de los gastos de operación y al fortalecimiento de las relaciones comerciales para mitigar los efectos de la inflación y las fluctuaciones en las tasas de interés que prevalecieron durante el año. La administración ratifica que el desempeño de la emisora se encuentra alineado con los objetivos estratégicos de preservación de valor y optimización de flujos, implementando medidas de rotación de activos y control de costos que permiten navegar los ciclos de demanda actuales y preparar la incorporación de nuevas superficies operativas conforme a lo proyectado para el ciclo inmediato.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Las acciones de los competidores de Fibra Plus pueden disminuir, prevenir aumentos en el nivel de ocupación y tasas de renta de los Activos o pudieran afectar la capacidad de Fibra Plus para hacer crecer su patrimonio.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus competirá con otros propietarios, desarrolladores, administradores y operadores de Inmuebles en México, algunos de los cuales tienen Inmuebles con características similares y en el mismo mercado en el que se encuentran los de Fibra Plus. Se considera que el sector inmobiliario en México se ha vuelto más institucionalizado y, como resultado, la competencia con instituciones de gran tamaño y recursos superiores a los de Fibra Plus pueden incrementarse. Adicionalmente, nuevos fondos y desarrolladores pueden incursionar en el mercado a través de Fibras o vehículos similares, lo cual puede incrementar significativamente las presiones competitivas en relación con las actividades inmobiliarias en México. Algunos de los competidores directos de Fibra Plus pueden contar con mayores recursos financieros y ser capaces o estar dispuestos a aceptar mayores riesgos que Fibra Plus. En un futuro, dichos competidores podrían reducir el número de posibles oportunidades de inversión para Fibra Plus. Asimismo, si los competidores de Fibra Plus ofrecieran espacios a tasas de renta inferiores a las tasas actuales de mercado o las tasas que se pretenden cobrar en los Inmuebles relacionados con los Activos, Fibra Plus correría el riesgo de perder Arrendatarios y ser vería presionada a reducir sus tasas de Renta con el objeto de retener a sus Arrendatarios. Además, los Inmuebles de la competencia podrían ser más nuevos, contar con mejor ubicación o ser más atractivos que los de Fibra Plus en cualquier otro sentido. Como consecuencia de lo anterior, el rendimiento financiero de Fibra Plus podría verse afectado adversamente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">El crecimiento de Fibra Plus depende de fuentes externas de capital, las cuales pueden no siempre estar en términos favorables.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus pretende crecer a través de la adquisición de activos, para lo cual se contempla recurrir a financiamientos a través de deuda y capital. Fibra Plus podría no estar en posición de aprovechar las ventajas de oportunidades de inversión atractivas para el crecimiento si no le es posible acceder a los mercados de capital y deuda oportunamente y en términos favorables.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El acceso al capital y deuda dependerá de una cantidad de factores sobre los cuales se tiene muy poco control o ninguno, incluyendo las condiciones generales de mercado, la percepción en el mercado de los ingresos una vez estabilizados los Activos y aquellos potenciales de Fibra Plus en el futuro. La disponibilidad de financiamiento es limitada en México y las tasas de interés y los términos y condiciones generales de financiamiento, se considera que con frecuencia son menos competitivas respecto de países más desarrollados. Además, desde que inició la contingencia sanitaria global, se han observado cancelaciones de emisiones tanto de deuda como de capital, a la vez que los bancos, Afores y demás inversionistas institucionales se han vuelto más precavidos en cuanto al uso de los recursos, vigilando con mayor cuidado la liquidez. La inestabilidad económica y desaceleraciones podrían derivar en la incapacidad de Fibra Plus para obtener el capital necesario en condiciones satisfactorias, o de obtenerlo, podría no estar en posición de realizar las Inversiones en Activos necesarias para expandir su negocio, o cumplir con sus obligaciones y compromisos en las fechas de vencimiento de </span><span style="font-family:'Times New Roman'; font-size:10pt">los mismos</span><span style="font-family:'Times New Roman'; font-size:10pt">. Además, los compromisos financieros futuros </span><span style="font-family:'Times New Roman'; font-size:10pt">bajo líneas de crédito u otros endeudamientos podrían restringir la flexibilidad operativa y la capacidad de crecimiento del negocio de Fibra Plus a través de adquisiciones con la obtención de financiamientos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Si Fibra Plus no es capaz de obtener capital o deuda en términos y condiciones favorables y que se consideren aceptables, es probable que se tenga que reducir el número de activos que Fibra Plus puede adquirir y el retorno apalancado de los Activos que se adquieran puede llegar a ser menor. Además, la capacidad de Fibra Plus de refinanciar deuda futura, en términos aceptables, está sujeto a los factores antes mencionados y también dependerá de la posición financiera, los resultados de operaciones y flujo de efectivo de Fibra Plus, los cuales son factores también sujetos a incertidumbres y, por lo tanto, Fibra Plus puede que no sea capaz de refinanciar deuda futura en términos favorables. Dichos eventos pueden tener un efecto adverso en el desempeño financiero de Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En relación con la estrategia de financiamiento y capitalización, el Fideicomiso ha mantenido durante el ejercicio 2025 una gestión proactiva para optimizar su estructura de capital frente a un entorno de tasas de interés restrictivas. La administración ha priorizado la utilización de sus propios certificados en tesorería como moneda de cambio para la incorporación de activos estratégicos, logrando expandir el portafolio sin comprometer la liquidez inmediata. Asimismo, se ha avanzado significativamente en la planeación de nuevas fuentes de financiamiento institucional, buscando esquemas que incluyan garantías de organismos de fomento para acceder a condiciones más competitivas en el mercado de deuda. Finalmente, la implementación de un programa de rotación de activos no estratégicos ha permitido fortalecer la posición de caja y reducir la dependencia de mercados externos volátiles, asegurando que la emisora cuente con la flexibilidad necesaria para cumplir con sus compromisos financieros y aprovechar oportunidades de inversión en el ciclo venidero.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f4e79"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fibra Plus podría adquirir Activos que cuenten con algún gravamen, tal como alguna hipoteca o que presenten adeudos y podría incurrir en nuevos adeudos o refinanciar los adeudos al momento de adquirir dichos Activos. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus podría adquirir Activos con gravámenes que limiten su capacidad para efectuar Distribuciones de Efectivo; inclusive Fibra Plus podría efectuar la adquisición de esos Activos asumiendo la obligación de</span><span style="font-family:'Times New Roman'; font-size:10pt"> pagar obligaciones a cargo de las Personas que enajenen los mismos. Asimismo, Fibra Plus podría incurrir en nuevos financiamientos o refinanciar los adeudos mencionados al momento de adquirir Activos. Fibra Plus podría no contar con los recursos necesarios para cumplir con las obligaciones derivadas de dichos adeudos e inclusive pudiera no contar con la capacidad de liberar los gravámenes existentes sobre dichos Activos, en perjuicio de Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">No obstante</span><span style="font-family:'Times New Roman'; font-size:10pt">,</span><span style="font-family:'Times New Roman'; font-size:10pt"> lo anterior, los Activos que integran la Cartera actual de Fibra Plus fueron adquiridos libres de cualquier gravamen. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">La capacidad de Fibra Plus para vender valores de renta variable y aumentar el capital con el fin de expandir sus negocios dependerá, en parte, del precio de mercado de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> y el incumplimiento de las expectativas del mercado con respecto al negocio podría afectar negativamente el precio de mercado de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> y limitar la capacidad de vender valores de renta variable</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">La disponibilidad de financiamiento a través del mercado de valores dependerá, en parte, del precio de mercado de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, el cual a su vez estará supeditado a diversas condiciones del mercado y otros factores que pueden cambiar de tiempo en tiempo, incluyendo:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="width:409.6pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:409.6pt"></span>
</p>
<ol type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 50pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235896" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">el grado de interés del inversionista;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 50pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235897" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">la capacidad de satisfacer los requisitos de distribución aplicables a las Fibras;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 50pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235898" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">la reputación general de las Fibras y el atractivo de sus valores en comparación con otros valores, incluyendo los valores emitidos por otras empresas inmobiliarias;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 50pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235899" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">el desempeño financiero de Fibra Plus y los Arrendatarios;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 50pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235900" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Reportes de analistas sobre Fibra Plus y sobre la industria inmobiliaria en México;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 50pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235901" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">condiciones generales del mercado de acciones y bonos, incluyendo cambios en las tasas de interés de los valores de renta fija, los cuales pueden llevar a compradores futuros de CBFIs a exigir un rendimiento anual más alto en las futuras Distribuciones;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 50pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235902" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">incumplimiento con las políticas de distribución, las cuales dependen en gran parte del flujo de caja de las operaciones de Fibra Plus, lo que a su vez está subordinado al aumento en la ganancia de adquisiciones adicionales y de aumentos en los montos de las Rentas, y</span></a>
</li>
<li style="margin:0pt 0pt 0pt 50pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235903" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">otros factores tales como acciones gubernamentales de carácter regulatorio y cambios en las leyes fiscales aplicables a las Fibras.</span></a>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El fracaso en cumplir las expectativas de mercado con respecto a ingresos futuros y a Distribuciones de Efectivo también podría afectar adversamente el precio de mercado de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> y, como resultado, la disponibilidad de capital proveniente del mercado de valores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f4e79"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Es probable que los futuros arreglos financieros contengan convenios que restrinjan a las operaciones de Fibra Plus, lo que podría afectar sus políticas de distribución y de operación, así como su habilidad para obtener financiamiento adicional.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Es probable que en el futuro Fibra Plus esté sujeta a algunas restricciones conforme a posibles obligaciones derivadas de los contratos por los cuales se obtenga financiamiento, lo que podría afectar su política de distribución y de operación y su capacidad de obtener financiamientos adicionales. Los financiamientos podrían incluir créditos quirografarios, hipotecas, créditos para construcción, entre </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">otros</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">, cualquiera de los cuales podría contener obligaciones restrictivas para Fibra Plus o el Administrador. Entre las restricciones o cargas que podrían existir en el futuro, se encuentran, sin limitar: (i) la prohibición de adquirir activos o negocios o disponer de ellos, (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">) no incurrir en mayor endeudamiento; (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">) otorgar una prelación de pago de deuda sobre las Distribuciones de Efectivo; (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">iv</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">) la reducción o el evitar gastos de capital; (v) crear garantías reales sobre activos propiedad de Fibra Plus para garantizar el pago de sus obligaciones; (vi) celebrar arrendamientos, inversiones o adquisiciones; (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">vii</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">) participar en fusiones o adquisiciones, o (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">viii</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">) abstenerse de realizar las actividades a que se refiere el Fideicomiso sin el consentimiento de los acreedores. Además, dicho financiamiento probablemente requerirá que Fibra Plus mantenga índices financieros específicos y el cumplimiento de ciertas obligaciones, incluyendo índices de cobertura de interés mínimos, índices de apalancamiento máximos, patrimonio neto mínimo y requisitos de capitalización con valores de renta variable mínimos. La falta de cumplimiento de cualquiera de estos convenios, incluyendo los índices de cobertura financiera, podría producir una morosidad o acelerar parte o todos los financiamientos, ocasionando un efecto material adverso sobre Fibra Plus.</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Las futuras obligaciones de pago en los financiamientos podrían afectar adversamente los resultados operativos generales de Fibra Plus, haciendo necesario la venta de Activos. Lo anterior podría poner en peligro el tratamiento legal del Fideicomiso como FIBRA y afectar adversamente su capacidad para hacer Distribuciones de Efectivo</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> y el precio de mercado de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Actualmente, Fibra Plus ha obtenido deuda que debe ser garantizada con los Activos. Esto podría someter a Fibra Plus a ciertos riesgos, incluyendo los siguientes:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
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<li style="margin:0pt 0pt 0pt 54.5pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">El flujo de caja en operación puede ser insuficiente para realizar los pagos requeridos de capital e interés;</span>
</li>
<li style="margin:0pt 0pt 0pt 54.5pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">el endeudamiento puede aumentar la vulnerabilidad de Fibra Plus frente a condiciones económicas e industriales adversas;</span>
</li>
<li style="margin:0pt 0pt 0pt 54.5pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">se podría exigir a Fibra Plus que destine una parte sustancial de su flujo de caja al pago de deuda; lo anterior reduciría el efectivo disponible para efectuar Distribuciones de Efectivo, así como los fondos utilizables para operaciones y gastos de capital y oportunidades de negocios futuras u otros propósitos;</span>
</li>
<li style="margin:0pt 0pt 0pt 54.5pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">los términos de cualquier refinanciamiento podrían no ser tan favorables como los términos de la deuda refinanciada, y </span>
</li>
<li style="margin:0pt 0pt 0pt 54.5pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">los términos de la deuda pueden limitar la capacidad de Fibra Plus para hacer Distribuciones de Efectivo, pudiendo afectar así el precio de mercado de los CBFIs.</span>
</li>
</ol>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En caso de incumplir con los financiamientos futuros, podría exigirse a Fibra Plus el pago de la totalidad o una parte de las obligaciones monetarias a su cargo antes de su vencimiento, en un momento en que Fibra Plus podría ser incapaz de lograr financiamientos para soportar dicho pago.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 2025, Fibra Plus mantiene una estructura de capital sólida y un nivel de endeudamiento que se sitúa dentro de los parámetros establecidos tanto por la regulación aplicable como por sus propias políticas internas de riesgo. El Fideicomiso ha cumplido satisfactoriamente con la totalidad de las obligaciones de hacer y no hacer, así como con los niveles de cobertura de intereses estipulados en sus contratos de crédito vigentes. La administración ha enfocado sus esfuerzos en la optimización del perfil de pasivos, utilizando la generación de flujo operativo y la estrategia de rotación de activos para reducir el impacto de las condiciones financieras externas. Con estas acciones, se asegura la solvencia necesaria para afrontar el servicio de la deuda sin comprometer la continuidad de los proyectos en desarrollo ni la estabilidad operativa del patrimonio bajo el régimen fiscal de FIBRA.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Se está sujeto a un límite máximo de apalancamiento y a un índice de cobertura de servicio de la deuda en términos de la Legislación Aplicable, lo que podría limitar la capacidad para obtener financiamientos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Se está sujeto a un límite máximo de los pasivos que se pretendan asumir en relación con los activos totales del Fideicomiso, el cual, en ningún momento podrá ser mayor al 50% (cincuenta por ciento) del valor contable de los activos totales, medidos al cierre del último trimestre reportado, de conformidad con lo dispuesto en el artículo 7, fracción VII, inciso a), numeral 5 de la Circular Única de Emisoras. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Asimismo, se tiene la obligación de cumplir con un índice de cobertura de servicio de la deuda al momento de asumir cualquier crédito, préstamo o financiamiento con cargo al Patrimonio del Fideicomiso. Al respecto, el 10 de diciembre de 2020, la CNBV emitió, a través del Diario Oficial de la Federación, una modificación a la CUE con respecto el cálculo del índice de cobertura en el Anexo AA. Dicho cambio, efectuado con el objeto de flexibilizar el marco jurídico que habrán de observar las emisoras al momento de asumir deuda y así optimizar su contratación, hace referencia a que se elimina el límite máximo de endeudamiento regulatorio, facultando a los Tenedores, mediante la celebración de una Asamblea General de Tenedores, establecer el límite de endeudamiento y el índice de cobertura de servicio de la deuda que pretendan asumir, de conformidad con lo dispuesto en el artículo 7, fracción VII, inciso a), numeral 4.2 de la Circular Única de Emisoras, metodología que también fue adecuada en el índice de cobertura de servicio de deuda, así como ajustar en lo conducente la revelación que se realiza al respecto en el reporte anual.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Este índice de cobertura no podrá ser menor a 1.0x. En todo caso, el nivel de endeudamiento y el índice de cobertura de servicio de la deuda deberán ser calculados de conformidad con lo previsto en el anexo AA de la Circular Única de Emisoras y revelado en términos del artículo 35 Bis 1 de dicha circular. Si se excede el límite máximo de apalancamiento o bien, el índice de cobertura de servicio de la deuda es menor a 1.0, no se puede asumir pasivos adicionales con cargo al Patrimonio del Fideicomiso hasta en tanto se ajuste al límite señalado, salvo que se trate de operaciones de refinanciamiento para extender el vencimiento del endeudamiento y el Comité Técnico documente las evidencias de tal situación. En todo caso, el resultado de dicho refinanciamiento no podrá implicar un aumento en el nivel de endeudamiento o una disminución en el cálculo del índice de cobertura de servicio de la deuda registrado antes de la citada operación de refinanciamiento.</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En caso de que se exceda el límite máximo de apalancamiento o bien, el índice de cobertura de servicio de la deuda sea menor a 1.0, el Administrador estará obligado a presentar a la Asamblea de Tenedores un reporte de tal situación, así como un plan correctivo en el que se establezca la forma, términos y, en su caso, plazo para cumplir con el límite. Asimismo, en caso de materializarse este factor de riesgo, podrían desencadenarse otros factores de riesgo tales como la imposibilidad de continuar con el desarrollo y crecimiento por falta de recursos, lo que podría afectar negativamente el desempeño y la entrega de Distribuciones a los Tenedores.</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Con motivo de lo anterior, el Emisor declara que el Fiduciario, el Fideicomitente o el Administrador, según </span><span style="font-family:'Times New Roman'; font-size:10pt">corresponda, deberán ajustarse al nivel de apalancamiento calculado conforme a lo anterior, así como que cumplirá con el mencionado índice de cobertura del servicio de la deuda descrito.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 2025, el nivel de apalancamiento y el índice de cobertura de servicio de la deuda se mantuvieron en estricto cumplimiento con los parámetros regulatorios y los límites establecidos por la </span><span style="font-family:'Times New Roman'; font-size:10pt">Asamblea de Tenedores. El índice de cobertura de servicio de la deuda (ICD), calculado bajo la metodología del anexo AA de la Circular Única de Emisoras, se ubicó en 1.2</span><span style="font-family:'Times New Roman'; font-size:10pt">1</span><span style="font-family:'Times New Roman'; font-size:10pt">x al cierre de 2025, frente al 1.42x reportado en 2024. Asimismo, el nivel de endeudamiento (LTV) consolidado finalizó el periodo en 31.</span><span style="font-family:'Times New Roman'; font-size:10pt">61</span><span style="font-family:'Times New Roman'; font-size:10pt">%, mostrando una estructura de capital estable respecto al </span><span style="font-family:'Times New Roman'; font-size:10pt">30.48</span><span style="font-family:'Times New Roman'; font-size:10pt">% del cierre previo. Estos indicadores confirman que el Fideicomiso conserva un margen de seguridad adecuado y la solvencia necesaria para dar continuidad a su estrategia de especialización de activos y cumplimiento de obligaciones financieras.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Los seguros sobre los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Inmuebles relacionados con los Activos</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> pueden no llegar a cubrir todas las pérdidas aseguradas y las pérdidas no aseguradas podrían afectar adversamente la condición financiera y el flujo de caja de Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus será responsable por los costos de cobertura de los seguros de los Inmuebles relacionados con los Activos, incluyendo sin limitarse a las que se causen por accidentes, responsabilidad civil, incendio, inundaciones, terremotos y cobertura amplia por pérdidas consecuenciales. Fibra Plus adquirirá dichos seguros y, en ciertos casos, los gastos de mantenimiento que pagarán algunos Arrendatarios incluyen un reembolso parcial por las primas de los seguros. Sin embargo, existen ciertos riesgos, incluyendo pérdidas por terrorismo, que no son cubiertos generalmente, o que no se cubren en su totalidad, debido a que no son considerados económicamente convenientes. Además, los cambios en el costo o disponibilidad del seguro podrían poner a Fibra Plus en riesgo por pérdidas no aseguradas. Bajo ciertas circunstancias los beneficios del seguro pueden no ser suficientes para restaurar la posición económica con respecto a un Inmueble afectado y podría verse afectada Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f4e79"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fibra Plus podría no ser capaz de controlar sus costos de operación o sus gastos podrían permanecer constantes o aumentar, aún si sus ingresos no aumentan, haciendo que los resultados de operaciones se vean afectados adversamente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Los factores que pueden afectar adversamente la capacidad de Fibra Plus para controlar los costos de operación, implican la necesidad de pagar seguros y erogar otros costos de operación, incluyendo, sin limitar (i) impuestos (los cuales podrían aumentar con el tiempo); (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) la necesidad de reparar espacios para arrendamiento y renovar los Inmuebles relacionados con los Activos periódicamente; (</span><span style="font-family:'Times New Roman'; font-size:10pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt">) el costo de cumplir con la Legislación Aplicable, incluyendo los reglamentos de zonificación y uso de suelo, las leyes ambientales y fiscales; (</span><span style="font-family:'Times New Roman'; font-size:10pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt">) el potencial de responsabilidad conforme a la Legislación Aplicable; (v) los niveles de las tasas de interés; (vi) la disponibilidad de financiamiento, y (</span><span style="font-family:'Times New Roman'; font-size:10pt">vii</span><span style="font-family:'Times New Roman'; font-size:10pt">) la necesidad de contratar personal adicional. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El gasto de poseer y operar un Activo no necesariamente se reduce cuando circunstancias tales como factores de mercado y competencia producen una reducción en ingresos de los Activos. Como resultado de ello, si los ingresos disminuyen, Fibra Plus podría ser incapaz de reducir gastos de forma proporcional. Los costos asociados con inversiones en Activos tales como impuestos, seguros, pagos de préstamos y mantenimiento, generalmente no serán reducidos aún si una propiedad no está totalmente ocupada o si otras circunstancias hacen que los ingresos de Fibra Plus disminuyan. Si los costos de operación aumentan como resultado de cualquiera de los factores precedentes, los resultados de operación podrían verse afectados relevantemente y de forma adversa.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#1f4e79"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Se podría exigir a Fibra Plus la erogación de significativos gastos de capital para mejorar los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Inmuebles relacionados con los Activos</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> con el fin de retener y atraer Arrendatarios, produciendo una disminución en los ingresos de operación y reduciendo el efectivo disponible para efectuar Distribuciones de Efectivo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al vencimiento de los Contratos de Arrendamiento, es posible que los Arrendatarios soliciten concesiones relacionadas con el pago de la Renta o de otro tipo, tales como renovaciones, remodelaciones hechas a la medida y otras mejoras o proporcionar servicios adicionales a los Arrendatarios. Como resultado, se tendrían que efectuar gastos de capital u otros gastos significativos con el fin de retener a los Arrendatarios y atraer a nuevos Arrendatarios. Adicionalmente, Fibra Plus se vería en la necesidad de aumentar sus recursos de capital para hacer frente a estos gastos. Si Fibra Plus es incapaz de hacerlo o el capital no está disponible, podría ocurrir que los Arrendatarios no renueven sus Contratos de Arrendamiento al vencimiento de </span><span style="font-family:'Times New Roman'; font-size:10pt">los mismos</span><span style="font-family:'Times New Roman'; font-size:10pt"> o </span><span style="font-family:'Times New Roman'; font-size:10pt">que Fibra Plus no esté en posición de atraer a nuevos Arrendatarios; lo anterior daría lugar a disminuciones en los ingresos de operación y reduciría el efectivo disponible para efectuar las Distribuciones de Efectivo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fibra Plus podría ser incapaz de desalojar oportunamente a un Arrendatario a la terminación del Contrato de Arrendamiento respectivo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En México, en términos generales, la Legislación Aplicable en materia de arrendamientos suele favorecer al Arrendatario. Se podría dar el caso que, aunque se haya terminado el Contrato de Arrendamiento, el Arrendatario permanezca en posesión de la propiedad arrendada y el arrendador (Fibra) tendría que iniciar un procedimiento legal ante un tribunal mexicano en la jurisdicción donde se encuentre el Inmueble respectivo. Un procedimiento legal en México, así como la ejecución de una sentencia definitiva para la terminación de un Contrato de Arrendamiento, el desalojo de la propiedad y el cobro de rentas puede ser un proceso tardado y muy costoso. La incapacidad de Fibra Plus para desalojar a sus Arrendatarios de manera oportuna y sustituirlos por nuevos Arrendatarios podría afectar negativamente su desempeño financiero.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Las inversiones inmobiliarias representan poca liquidez, lo cual podría reducir el efectivo disponible para realizar Distribuciones de Efectivo. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Las inversiones inmobiliarias representan poca liquidez y dicha falta de liquidez podría limitar la capacidad de Fibra Plus de reaccionar ante cambios en las condiciones económicas y de mercado. Por lo tanto, la capacidad de Fibra Plus de vender los Activos en cualquier momento podría verse restringida y podría limitar la capacidad de llevar a cabo cambios a la Cartera oportunamente, lo cual podría afectar el desempeño financiero de Fibra Plus. Además, con el fin de mantener la condición fiscal de Fibra, no se podrán vender Activos en momentos convenientes debido a las condiciones del mercado o cambios en el plan estratégico. </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">La capacidad de Fibra Plus de disponer de los Activos (concluido el Período Mínimo de Inversión) en términos favorables depende de factores fuera del control de Fibra Plus, incluyendo la competencia de otros vendedores, demanda de compradores potenciales y la disponibilidad de financiamientos atractivos para los posibles compradores. No se puede predecir las diversas condiciones del mercado que afecten las inversiones inmobiliarias las cuales existirán en cualquier momento. Debido a la incertidumbre de las condiciones de mercado que puedan afectar la disposición futura de los Activos, no se puede garantizar que Fibra Plus podrá vender los Activos con las ganancias esperadas en un futuro. Por consiguiente, en la medida en que se realice una apreciación potencial sobre las inversiones inmobiliarias se dependerá de las fluctuaciones en las condiciones del mercado inmobiliario. Por otra parte, Fibra Plus puede llegar a estar obligada a realizar gastos para corregir los defectos o para realizar mejoras antes de que un Activo pueda ser vendido y no se puede garantizar que se tendrán fondos suficientes para corregir dichos defectos o para realizar dichas mejoras.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Los Inmuebles relacionados con los Activos podrían sufrir deterioros, los cuales tendrían un efecto adverso en los resultados de operación de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Los Inmuebles relacionados con los Activos y otros activos se evaluarán periódicamente para detectar un posible deterioro de </span><span style="font-family:'Times New Roman'; font-size:10pt">estos</span><span style="font-family:'Times New Roman'; font-size:10pt">. Algunos factores que representarían indicios de deterioro de dichos activos son, entre otros, las condiciones de mercado, el desempeño del Arrendatario o la terminación anticipada de un Contrato de Arrendamiento. Si en el curso normal de las operaciones del negocio de Fibra Plus se determina que ha ocurrido un deterioro de alguno de los Inmuebles relacionados con los Activos, se necesitaría un ajuste en la valuación de </span><span style="font-family:'Times New Roman'; font-size:10pt">estos</span><span style="font-family:'Times New Roman'; font-size:10pt">, ocasionando un efecto material adverso sobre los resultados de operaciones de Fibra Plus en el período en el cual se registra la valuación.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Inmuebles relacionados con los Activos</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> podrían contener o desarrollar moho nocivo o sufrir de otros problemas relacionados con la calidad del aire interior, los cuales podrían llevar a incurrir en responsabilidad por efectos adversos en la salud o daños en la propiedad o en costo por reparación y podrán tener consecuencias adversas en la condición financiera y los resultados de operación de Fibra Plus. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Cuando una excesiva humedad se acumule en edificios o en materiales de construcción, el crecimiento de moho podrá ocurrir, particularmente si el problema de humedad no es descubierto o atendido tras cierto </span><span style="font-family:'Times New Roman'; font-size:10pt">periodo de tiempo. Algunos tipos de moho podrán producir toxinas o irritantes transmitidos a través del aire. Los problemas relacionados con la calidad del aire interior también podrán provenir de ventilación inadecuada, contaminación química de agentes interiores o exteriores y otros contaminantes biológicos, tales como el polen, virus y bacteria. Se cree que la exposición interior a toxinas o irritantes transmitidos a través del aire podrá causar una variedad de efectos y síntomas adversos a la salud, incluyendo reacciones alérgicas y de otros tipos. Como resultado de lo anterior, la presencia de una cantidad significativa de moho y otros contaminantes transmitidos a través del aire en cualquiera de los </span><span style="font-family:'Times New Roman'; font-size:10pt">Inmuebles relacionados con los Activos</span><span style="font-family:'Times New Roman'; font-size:10pt"> podrá requerir que Fibra Plus aplique un costoso programa de reparación para remover el moho u otros contaminantes transmitidos por el aire o aumentar la ventilación. Además, la presencia de una cantidad significante de moho u otros contaminantes transmitidos a través del aire podría exponer a Fibra Plus a incurrir en responsabilidad con los Arrendatarios, empleados de los Arrendatarios u otros si ocurre algún daño en el </span><span style="font-family:'Times New Roman'; font-size:10pt">Inmuebles relacionados con los Activos</span><span style="font-family:'Times New Roman'; font-size:10pt"> o lesión personal.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Las operaciones de Fibra Plus están sujetas a la Legislación Aplicable en materia ambiental y Fibra Plus podría incumplir dichas normas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Las operaciones de Fibra Plus están sujetas a la Legislación Aplicable, incluyendo las disposiciones federales, estatales y municipales referentes a la protección del medio ambiente. Bajo las leyes ambientales, el gobierno mexicano ha implementado un programa para proteger el medio ambiente promulgando normas de planificación ecológica, evaluación de riesgo e impacto ambiental, contaminación del aire, áreas naturales protegidas, protección de la flora y la fauna, conservación y uso racional de los recursos naturales y contaminación del suelo, entre otros. Las autoridades federales y locales mexicanas, tales como la </span><span style="font-family:'Times New Roman'; font-size:10pt">SEMARNAT</span><span style="font-family:'Times New Roman'; font-size:10pt">, la PROFEPA, la Comisión Nacional del Agua (“</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">CONAGUA</span><span style="font-family:'Times New Roman'; font-size:10pt">”) y los gobiernos estatales y municipales mexicanos, tienen la autoridad para iniciar juicios civiles, administrativos y penales contra las Personas que infrinjan las leyes ambientales aplicables y pueden detener un desarrollo que no cumpla con ellas. Dichas leyes suelen imponer responsabilidades ya sea al dueño o al operador que tengan conocimiento de la presencia de sustancias tóxicas o dañinas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Se procurará que los Contratos de Arrendamiento obliguen a los Arrendatarios a operar en cumplimiento con las leyes aplicables, sin embargo, Fibra Plus puede llegar a estar sujeta a una responsabilidad en virtud de su participación. No se tiene la certeza de que los Arrendatarios cumplirán sus obligaciones de indemnización, en su caso, conforme a los Contratos de Arrendamiento. Por otra parte, el descubrimiento de violaciones a las leyes ambientales en cualquier Inmueble relacionado con los Activos podría resultar en costos de remediación o multas, penalidades, u otras responsabilidades atribuibles al Arrendatario del Inmueble relacionado con el Activo. Dichas responsabilidades pueden llegar a afectar la capacidad del Arrendatario para realizar los pagos a Fibra Plus, incluyendo pagos de la Renta y, en su caso, pagos por indemnización.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Por otra parte, se espera que la regulación de las operaciones de Fibra Plus conforme a las leyes ambientales federales, estatales y municipales sean cada vez más estrictas. Dichas disposiciones pueden llegar a imponer obligaciones ambientales adicionales sobre los Arrendatarios, lo cual podría impactar su desempeño financiero y afectar su capacidad de pago conforme a los Contratos de Arrendamiento. Además, México ha promulgado ciertas disposiciones que permiten acciones colectivas en relación con responsabilidades ambientales. Conforme a dichas leyes, Fibra Plus puede llegar a estar sujeta a demandas colectivas que puedan impactar su condición financiera, o que pueda tener un efecto adverso sobre los Inmuebles relacionados con los Activos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Conforme a lo anterior, Fibra Plus no puede predecir el impacto que tendrá la adopción de regulación ambiental adicional y/o más estricta para la condición financiera de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">El cumplimiento de las leyes, reglamentos y convenios que son aplicables a los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Inmuebles relacionados con los Activos</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">, incluyendo autorizaciones, licencias, permisos de zonificación y uso de suelo y requisitos ambientales puede afectar adversamente la capacidad de Fibra Plus, lo que llevará a costos o demoras significativos y afectará adversamente la estrategia de crecimiento.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Los </span><span style="font-family:'Times New Roman'; font-size:10pt">Inmuebles relacionados con los Activos</span><span style="font-family:'Times New Roman'; font-size:10pt"> están sujetos a diversos convenios, leyes locales y al cumplimiento de distintos reglamentos que implican la obtención de permisos y licencias. Los reglamentos </span><span style="font-family:'Times New Roman'; font-size:10pt">locales, incluyendo normas municipales o locales, restricciones de zonificación y convenios restrictivos pueden limitar el uso de los </span><span style="font-family:'Times New Roman'; font-size:10pt">Inmuebles relacionados con los Activos</span><span style="font-family:'Times New Roman'; font-size:10pt"> y pueden exigir la aprobación de las autoridades locales o de organizaciones comunitarias privadas para adquirir, renovar y operar los </span><span style="font-family:'Times New Roman'; font-size:10pt">Inmuebles relacionados con los Activos</span><span style="font-family:'Times New Roman'; font-size:10pt">. Entre otras cosas, estas limitaciones pueden referirse a requisitos normativos de prevención de riesgos contra incendios y de seguridad, sísmicos, de eliminación de asbestos o de disminución de material peligroso. No es posible garantizar que las políticas reglamentarias existentes o futuras no afectarán adversamente a Fibra Plus en temas de oportunidad o costo de adquisición, desarrollo o renovación futura de los </span><span style="font-family:'Times New Roman'; font-size:10pt">Inmuebles relacionados con los Activos</span><span style="font-family:'Times New Roman'; font-size:10pt">, o que no se adoptarán reglamentos adicionales que pudieran aumentar estas demoras o que ocasionarán costos adicionales. La estrategia de crecimiento de Fibra Plus puede ser afectada materialmente y de forma adversa por la habilidad de Fibra Plus para obtener permisos, licencias y aprobaciones de zonificación. La incapacidad de Fibra Plus para obtener dichos permisos, licencias y aprobaciones de zonificación podría tener un efecto material adverso en su negocio, condición financiera y resultados de operación.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Existe legislación federal y local en materia de impacto ambiental para cuya adecuada interpretación y aplicación intervienen diversos factores y circunstancias. </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">El no contar con autorizaciones en materia ambiental y el no proporcionar avisos o notificaciones previstos en la legislación aplicable podría exponer a Fibra Plus a riesgos consistentes en sanciones gubernamentales, pérdidas de ingresos y reclamaciones de terceros, lo cual podría tener un efecto sustancial adverso en sus resultados de operación, flujos de efectivo y condición financiera.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Las operaciones de Fibra Plus están sujetas a leyes, reglamentos y disposiciones normativas administrativas federales, estatales y municipales de diferentes materias, incluyendo en materia de protección del medio ambiente, mismas que, con el transcurso del tiempo, se han vuelto cada vez más estrictas. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fibra Plus podría no adaptar oportunamente las estrategias para convertirse en una empresa sustentable, o bien no reportar adecuadamente los índices de sostenibilidad aplicables y, en consecuencia, disminuir el apetito de inversionistas institucionales para inyectar recursos a Fibra Plus, o incluso recibir algún tipo de sanción por parte de las entidades regulatorias.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En México, durante el 2019, comenzó una iniciativa para que las Afores y aseguradoras se unieran a los Principios de inversión responsable, una iniciativa de la Organización de las Naciones </span><span style="font-family:'Times New Roman'; font-size:10pt">Unidas que</span><span style="font-family:'Times New Roman'; font-size:10pt"> promueve seis principios de inversión ambiental, social y responsable, en pro de establecer un sistema financiero global y sostenible. Dichos esfuerzos fueron canalizados a través de AMEFIBRA, quién ha impulsado la adaptación progresiva del sector de Fibras a los principios de sustentabilidad. A partir de entonces, las emisoras deberán incluir en sus reportes, diversos indicadores que midan y comuniquen a los inversionistas, qué tan apegadas están en cuanto al uso de mejores prácticas en temas ambientales, sociales y de gobierno corporativo. Existe el riesgo de que Fibra Plus no adopte oportunamente los principios ASG o bien, que no los comunique adecuadamente, resultando en sanciones por parte de las entidades regulatorias, menor acceso a inversionistas institucionales o inclusive a generar una mala reputación entre el público inversionista.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En seguimiento a su estrategia de responsabilidad corporativa, el Fideicomiso consolidó durante el ejercicio 2025 su posición en materia de sostenibilidad al publicar su Informe Anual de Sostenibilidad 2024, el cual detalla el desempeño bajo los estándares internacionales de reporte vigentes. Asimismo, la administración ha enfocado sus esfuerzos en la gestión de certificaciones de eficiencia energética y ambiental, como EDGE y LEED, para sus proyectos de gran escala que iniciarán operaciones en 2026, reafirmando su compromiso con la mitigación de riesgos </span><span style="font-family:'Times New Roman'; font-size:10pt">extra-financieros</span><span style="font-family:'Times New Roman'; font-size:10pt"> y el fortalecimiento del atractivo de la emisora ante el mercado de capitales e inversionistas institucionales</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Algunos de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Inmuebles relacionados con los Activos</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> que integran la Cartera podrían estar expuestos a potenciales desastres, incluyendo desastres naturales, lo que causaría un daño significativo a dichos Inmuebles y afectar significativamente los ingresos de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Algunos de los Inmuebles relacionados con los Activos que integran la Cartera se encuentran ubicadas en áreas susceptibles a verse afectadas por desastres naturales que pudieran causar daños significativos a dichos Inmuebles. Si Fibra Plus sufriera una pérdida debido a desastres naturales o a otros factores relevantes que </span><span style="font-family:'Times New Roman'; font-size:10pt">no se encuentren cubiertos o que exceda los límites de cobertura, se podría incurrir en costos significativos y en pérdidas de capital invertido en los Inmuebles dañados, así como los ingresos futuros anticipados derivados de </span><span style="font-family:'Times New Roman'; font-size:10pt">los mismos</span><span style="font-family:'Times New Roman'; font-size:10pt">, lo cual afectaría adversamente el desempeño financiero de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Algunos de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Inmuebles relacionados con los Activos</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> estarán organizados bajo el régimen de propiedad condominio. En caso de contingencias, el propietario respectivo será responsable por el pago de dichas contingencias. Si cualquiera de dichos condominios no tiene recursos suficientes para cubrir sus pasivos, Fibra Plus podría llegar a ser responsable por el monto total de dichas obligaciones.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Algunos de los Inmuebles relacionados con los Activos de Fibra Plus estarán organizados bajo el régimen de propiedad en condominio. Dichos condominios serán responsables de resolver las contingencias de cualquier naturaleza relacionadas con los respectivos Inmuebles. Fibra Plus no puede garantizar que dichos condóminos tendrán los suficientes recursos para pagar cualesquier contingencias. En caso de que cualquiera de dichos condóminos no tenga suficientes recursos para cubrir sus pasivos, Fibra Plus, como participantes en el condominio, podría ser requerida para cubrir dichos pasivos, lo cual podría afectar adversamente a Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fibra Plus, al ser un fideicomiso con valores inscritos en el RNV, está sujeta a la presentación de reportes financieros y otros requisitos para los cuales sus sistemas, procedimientos y controles financieros y contables pueden no estar preparados adecuadamente. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Como un fideicomiso con valores inscritos en el RNV, Fibra Plus incurrirá en significativos gastos legales, contables y otros, incluyendo costos asociados con requisitos de presentación de reportes de una entidad pública y requisitos de gobierno corporativo establecidos en la LMV, el Reglamento Interior de la BMV y la Circular Única de Emisoras. Fibra Plus es una entidad de creación reciente y por ello pretende desarrollar una plataforma contable integrada para los Activos. Si Fibra Plus o el Administrador no tienen éxito en implementar los controles de negocio apropiados, los resultados de operación podrían verse afectados y Fibra Plus podría incumplir con sus obligaciones de presentación de información al mercado. Además, si se identifican debilidades materiales en el control interno sobre la presentación de reportes financieros que no se puedan remediar en una forma oportuna, Fibra Plus podría estar sujeta a ser </span><span style="font-family:'Times New Roman'; font-size:10pt">deslistada</span><span style="font-family:'Times New Roman'; font-size:10pt"> de la BMV, a una investigación por la CNBV y a sanciones civiles o inclusive penales. Podría ser exigible para la administración que dedique tiempo significativo para remediar cualquier debilidad material que surja y Fibra Plus no ser capaz de remediar dicha debilidad material en una forma oportuna y, adicionalmente, podría incurrir en gastos adicionales significativos con motivo de lo anterior. Las debilidades, incluyendo cualquier debilidad material en el control interno de Fibra Plus en materia de presentación de reportes financieros, podría dar como resultado errores en sus estados financieros, incumpliendo así con las obligaciones de presentación de reportes; asimismo ello podría ocasionar que los Tenedores pierdan confianza en la información financiera reportada, todo lo cual podría llevar a una disminución en el precio de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, o podría afectar significativamente y de forma adversa el negocio, reputación, resultados de operación, condición financiera o liquidez de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">La capacidad de Fibra Plus para disponer de sus Activos se encuentra restringida por requisitos legales, los derechos de preferencia y los Derechos de Reversión y estas restricciones podrían reducir el valor de cualquier Activo vendido, dificultar la liquidez y flexibilidad operativa si las ventas de estos Activos fueran necesarias para generar capital u otro fin.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Con el fin de calificar como una Fibra y mantener los beneficios fiscales, el Fideicomiso está sujeto a diversos requisitos previstos en la LISR, incluyendo el de no poder enajenar ningún Activo hasta cumplido el Período Mínimo de Inversión. Si Fibra Plus vende un Activo durante ese período, no tendrá el tratamiento fiscal establecido en el artículo 188 de la LISR, lo que haría dicha venta menos deseable. Para mantener los beneficios fiscales de Fibra Plus, se pretende conservar los Activos desarrollados o adquiridos por Fibra Plus durante por lo menos 4 (cuatro) años a partir de la adquisición o aportación, a menos que Fibra Plus determine pertinente la desinversión de alguna propiedad antes del periodo descrito. Al momento de vender un Activo, Fibra Plus tendrá que cumplir todos los requisitos legales, así como ciertos requisitos conforme a los Contratos de Arrendamiento relevantes incluyendo, en su caso, derechos de preferencia. Dichas restricciones </span><span style="font-family:'Times New Roman'; font-size:10pt">y derechos podrían impedir la capacidad de Fibra Plus para vender Activos y para obtener recursos rápidamente, o en momentos oportunos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En 2025 la administración ha identificado una etapa de maduración en diversos activos que ya cumplen con el periodo mínimo de permanencia requerido por la legislación fiscal, lo que permite ejecutar una estrategia de rotación de capital sin comprometer los beneficios del régimen FIBRA. Bajo esta premisa, el Fideicomiso ha iniciado un proceso de evaluación para la desinversión de activos considerados como no estratégicos, con el propósito de fortalecer la liquidez y destinar los recursos obtenidos primordialmente al prepago de deuda y a la optimización de la estructura financiera. Esta política de reciclaje de activos se conduce bajo el estricto cumplimiento de los marcos legales y contractuales vigentes, asegurando que las operaciones de enajenación contribuyan a la flexibilidad operativa de la emisora y a la maximización del valor para los tenedores en el ciclo inmobiliario actual.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">El Contrato de Fideicomiso no ha sido inscrito en ningún registro público de la propiedad. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Se ha celebrado el Fideicomiso, sin embargo, aún no se ha registrado el Fideicomiso en ningún registro público de la propiedad. En la fecha de aportación o adquisición de algún Inmueble se registrará el Fideicomiso de conformidad con el artículo 388 de la Ley General de Títulos y Operaciones de Crédito, en el registro público de la propiedad del Estado donde se ubique el Inmueble en cuestión a menos que el Fideicomiso ya hubiese sido registrado en dicho estado. A partir de la fecha en que se lleve a cabo dicho registro la titularidad de la propiedad de los Activos Iniciales surtirá efectos contra terceros. No se puede garantizar que el Fideicomiso será debidamente registrado por el registro público de la propiedad del Estado correspondiente en la fecha de adquisición de los Inmuebles.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Los ingresos por Rentas pueden verse afectados por disminuciones en los ingresos de los Arrendatarios.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Una vez desarrollados los Bienes Inmuebles de la Cartera, los Contratos de Arrendamiento que se celebren respecto de espacios dentro de los mismos, podrán incluir una porción variable, adicional a una porción fija. La parte variable se calcula con base en los ingresos del Arrendatario por el periodo que corresponda. En el supuesto de que los Arrendatarios sujetos a Contratos de Arrendamiento que contemplen pagos variables sufran una disminución en sus ingresos, consecuentemente los ingresos por dichas Rentas disminuirán. Esta disminución podría tener un efecto material adverso en los negocios, resultado de operaciones, condición financiera, las Distribuciones a los tenedores o afectar adversamente el precio de mercado de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">La incapacidad para concluir el desarrollo y estabilización de los Inmuebles en los tiempos estimados puede perjudicar los flujos de efectivo y con ello, la capacidad para ejecutar el plan de negocios, resultar en la incapacidad parcial o total para desarrollar proyectos y requerir que se deje de desarrollar oportunidades de negocios atractivas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Hay incertidumbre relacionada con el momento en el que se pueda concluir el desarrollo y estabilizar exitosamente los Inmuebles. Estas incertidumbres incluyen, entre otras cosas, la capacidad para desarrollar y arrendar los inmuebles, los plazos y término de los arrendamientos, la capacidad para financiar los proyectos y la diferencia entre los costos de financiamiento y el rendimiento generado por los arrendamientos. En la medida de lo posible, se intentará limitar estos riesgos. Sin embargo, Fibra Plus podría no ser capaz de predecir con precisión los plazos de desarrollo y estabilización de los Inmuebles, los gastos en efectivo requeridos para dichos procesos, o la capacidad para obtener financiamiento de una manera oportuna a efecto de cumplir con las obligaciones al momento en que sean pagaderas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Si Fibra Plus no es capaz de generar los flujos de efectivo suficientes o para obtener un financiamiento adicional adecuado, Fibra Plus puede verse impedido para cumplir con el plan de negocios. En particular, los desarrollos de los proyectos pueden verse retrasados o descontinuados. Adicionalmente, Fibra Plus puede verse obligado a dejar de desarrollar oportunidades de negocios atractivas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Las inversiones en otra clase de activos inmobiliarios o en otros mercados podrían exponer a Fibra Plus a nuevos riesgos o ser menos rentables de lo previsto y podrían afectar adversamente los resultados de operación y disminuir el valor de mercado de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Los Inmuebles que integran los Activos actuales se concentran en 9 estados, predominantemente en el norte, centro, occidente y sur de México. Los Criterios de Elegibilidad son lo suficientemente flexibles para permitir, en un futuro, invertir selectivamente en otros tipos de activos inmobiliarios como propiedades ya desarrolladas o localizados en otros mercados del país. Dichas inversiones podrían exponer a Fibra Plus a riesgos a los que históricamente no se ha estado expuesto, incluyendo, nuevos competidores, regímenes regulatorios y de seguros, así como el comportamiento de la base de Arrendatarios. Si bien se espera apoyo en la experiencia y recursos de los funcionarios del Administrador y del Gestor de Negocios, la inversión en activos inmobiliarios y mercados que son nuevos para Fibra Plus puede implicar cierto riesgo de ejecución. En concreto, al explorar nuevas clases de activos, se pudiera necesitar realizar gastos considerables antes de alcanzar cierta escala en ese tipo de activos o mercados y/o generar cualesquier ingresos significativos relacionados con lo anterior.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">La capacidad para incursionar en otras clases de activos y ganar acceso a otros mercados depende de diversos factores, incluyendo la capacidad para localizar y asegurar ubicaciones privilegiadas y socios estratégicos, el nivel de competencia existente y futura en los lugares donde se localizarán las nuevas propiedades, la disponibilidad de capital adicional, la capacidad para ejecutar los conceptos de administración en nuevos mercados y bajo condiciones de mercado y macroeconómicas favorables en México. No se puede asegurar que las nuevas clases de activos inmobiliarios o mercados geográficos en los que se incursiona proporcionen rendimientos suficientes para que la expansión de las operaciones sea rentable ni que Fibra Plus sea capaz de invertir exitosamente en otra clase de activos inmobiliarios o en mercados geográficos distintos. La incapacidad para hacerlo podría tener un efecto adverso en el negocio y los resultados de operación, así como en el valor de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> y las distribuciones a los Tenedores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Exposición a riesgos asociados con el probable desarrollo de Bienes Inmuebles</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus lleva y llevará a cabo el desarrollo de Bienes Inmuebles. Las actividades de desarrollo de Inmuebles están sujetas a ciertos riesgos, los cuales, en su mayoría, son mayores a los riesgos relacionados con la adquisición de Bienes Inmuebles totalmente desarrollados y en operación, incluyendo, sin limitación, a los siguientes:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt">
<a name="_Toc340235914" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt">lapso considerable entre el inicio y la estabilización de las operaciones, sometiendo a Fibra Plus a mayores riesgos debido a las fluctuaciones en la economía en general y desaceleraciones económicas locales;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">la disponibilidad y recepción oportuna de permisos zonificación y uso de suelo y otros permisos y requisitos reglamentarios;</span><span style="-aw-bookmark-end:_Toc340235914"></span>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt">
<a name="_Toc340235915" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt">el costo y terminación oportuna de la construcción, incluyendo riesgos no previstos, tales como condiciones climáticas o laborales adversas, escasez de materiales e invasiones a los Bienes Inmuebles</span></a><span style="font-family:'Times New Roman'; font-size:10pt">;</span>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt">
<a name="_Toc340235916" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt">la disponibilidad y precio de financiamiento en términos satisfactorios, y</span></a>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt">
<a name="_Toc340235917" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt">la capacidad de lograr un nivel de ocupación aceptable al terminar el desarrollo del Bien Inmueble de que se trate.</span></a>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Estos riesgos podrían dar como resultado demoras o gastos sustanciales no previstos y, bajo ciertas circunstancias, podrían impedir la terminación de proyectos de desarrollo una vez iniciados, cualquiera de los cuales podría tener un efecto adverso en el negocio y la condición financiera de Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Para ello en 2025</span><span style="font-family:'Times New Roman'; font-size:10pt">, el Fideicomiso mantiene una gestión estratégica sobre su cartera de proyectos en desarrollo, enfocando sus capacidades en la conclusión de las etapas de construcción y en la gestión de las licencias definitivas de ocupación para sus activos de mayor escala. La administración ha implementado mecanismos de supervisión rigurosos para mitigar las presiones inflacionarias en los costos de insumos y las fluctuaciones en las condiciones de financiamiento de obra observadas durante el año. Con la proximidad del inicio de operaciones de los desarrollos más emblemáticos, la estrategia se ha orientado hacia la maduración </span><span style="font-family:'Times New Roman'; font-size:10pt">de los activos y la mitigación de los riesgos de comercialización, buscando asegurar que la transición hacia la fase operativa y la generación de flujo estabilizado se realicen conforme a los planes de negocio establecidos para el siguiente ciclo operativo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#1f4e79"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">El impuesto predial y/o posibles contribuciones de mejoras podrían aumentar debido a cambios en la tasa de impuesto predial y/o a revaluación, lo que podría tener impacto adverso en los flujos de caja del Fideicomiso</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Sin importar que el Fideicomiso reciba el tratamiento de Fibra para fines fiscales, Fibra Plus está obligada al pago de impuesto predial y/o posibles contribuciones por mejoras sobre los </span><span style="font-family:'Times New Roman'; font-size:10pt">Inmuebles relacionados con los Activos</span><span style="font-family:'Times New Roman'; font-size:10pt">. Los impuestos sobre los Activos pueden aumentar a medida que cambien las tasas de los impuestos respectivos o a medida que los </span><span style="font-family:'Times New Roman'; font-size:10pt">Inmuebles relacionados con los Activos</span><span style="font-family:'Times New Roman'; font-size:10pt"> sean valorados o revaluados por las autoridades competentes. Por lo tanto, el monto de impuesto predial a pagarse en el futuro puede diferir sustancialmente del impuesto predial que fue pagado sobre los </span><span style="font-family:'Times New Roman'; font-size:10pt">Inmuebles relacionados con los Activos</span><span style="font-family:'Times New Roman'; font-size:10pt"> en el pasado. Si los impuestos prediales que se pagan aumentan, la capacidad de Fibra Plus de efectuar las Distribuciones podría verse afectada materialmente y de forma adversa.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">La </span><span style="font-family:'Times New Roman'; font-size:10pt">A</span><span style="font-family:'Times New Roman'; font-size:10pt">dministración del Fideicomiso ha mantenido un monitoreo constante sobre las actualizaciones de las tablas de valores catastrales y las políticas tributarias de los diversos municipios donde se localiza el patrimonio. Se identifica que la transición de los proyectos de gran escala de la fase de construcción a la fase operativa, prevista para el ciclo 2026, conlleva un riesgo inherente de revaluación fiscal por parte de las autoridades competentes, lo cual podría derivar en un incremento de las obligaciones por concepto de impuesto predial. Para mitigar este efecto, Fibra Plus continúa implementando estrategias de eficiencia operativa y revisando las cláusulas contractuales que permitan, en los casos aplicables, el traslado o recuperación de dichos incrementos a través de las cuotas de mantenimiento, buscando en todo momento preservar la estabilidad del flujo operativo y la capacidad de generación de valor para los tenedores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f4e79"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Actualmente algunos de los Activos de la Cartera cuentan con socios </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">coinversionistas</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">. En virtud de lo anterior, en caso de que se diera la falta de control de Fibra Plus, </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">o que dichos </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">coinversionistas</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> tuvieran la capacidad de frenar o impedir la estrategia de negocios del Administrador, </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">se pudiere afectar adversamente la toma de decisiones, por su confianza en la condición financiera de los socios y por disputas entre Fibra Plus y los socios respecto de dichas coinversiones. Futuras coinversiones podrían verse afectadas de igual manera.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Actualmente se tienen socios </span><span style="font-family:'Times New Roman'; font-size:10pt">co</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">inversionistas</span><span style="font-family:'Times New Roman'; font-size:10pt"> en los Activos de Fibra HD, Ciudad del Carmen, Torre Premier Villahermosa, Espacio Condesa, Salina Cruz, Manzanillo, Bora, Satélite y Acueducto que forman parte de la Cartera. Asimismo, es posible que en un futuro Fibra Plus invierta en Activos en conjunción con terceros a través de asociaciones, de coinversiones o de otras formas, adquiera una participación no mayoritaria o comparta responsabilidad en la administración de los asuntos de un Activo, asociación, coinversión u otra entidad. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En ambos casos a que se refiere el párrafo anterior, Fibra Plus no está, o podría no estar en condiciones de ejercer el control para tomar decisiones respecto del Activo, asociación, coinversión u cualquier vehículo que se utilice. En algunos fideicomisos en los que se participa o se podría participar con otros terceros </span><span style="font-family:'Times New Roman'; font-size:10pt">co</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">inversionistas</span><span style="font-family:'Times New Roman'; font-size:10pt"> no se tienen y se pudiera no tener, el control de </span><span style="font-family:'Times New Roman'; font-size:10pt">estos</span><span style="font-family:'Times New Roman'; font-size:10pt"> o, en su caso, del Comité Técnico y en los cuales dichos terceros </span><span style="font-family:'Times New Roman'; font-size:10pt">co</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">inversionistas</span><span style="font-family:'Times New Roman'; font-size:10pt"> tienen y podrían tener derechos que puedan afectar la propiedad o el desarrollo de los Activos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Las inversiones a través de asociaciones, coinversiones, u otras formas, bajo ciertas circunstancias, pueden implicar riesgos ocasionados por un tercero no involucrado, incluyendo la posibilidad de que los socios en coinversiones pudieran caer en quiebra, insolvencia, sean incapaces de financiar su cuota de contribuciones de capital necesarias, tomen malas decisiones de negocios o bloqueen o demoren las decisiones necesarias. Los socios de los Activos actuales y los socios de las futuras coinversiones que realice Fibra Plus pueden tener intereses o metas económicas o de negocios que sean, o resulten incompatibles con los intereses o metas del negocio de Fibra Plus y pueden estar en posición de tomar acciones en contra de los objetivos o políticas </span><span style="font-family:'Times New Roman'; font-size:10pt">de Fibra Plus. Estas coinversiones son y podrían ser riesgosas si se alcanza un punto muerto en las decisiones, por ejemplo, en el caso de decisiones que impliquen la enajenación de un Activo debido a que ni Fibra Plus ni sus socios en la coinversión tendrían el control total. Las disputas entre Fibra Plus y los </span><span style="font-family:'Times New Roman'; font-size:10pt">coinversionistas</span><span style="font-family:'Times New Roman'; font-size:10pt"> de los Activos Iniciales, así como Fibra Plus y sus socios en futuras coinversiones, podrían dar lugar a un arbitraje o litigio que aumentaría los gastos de Fibra Plus e impediría que los miembros de su equipo de administración concentraran su esfuerzo y tiempo en el negocio. En consecuencia, la acción o falta de ella, por parte de los socios en la coinversión o los conflictos con ellos, podrían dar como resultado someter a los Activos objeto de la coinversión a un riesgo adicional. Además, es posible que, en determinadas circunstancias, Fibra Plus resulte responsable de los actos de sus socios en dicha coinversión.</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Las autoridades competentes podrían ejercer la acción de extinción de dominio sobre los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Inmuebles </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">relacionados con los Activos</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> que se encuentren relacionados o vinculados con los hechos ilícitos a que hace referencia la Ley Federal de Extinción de Dominio.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Conforme a lo previsto en la ley Federal de Extinción de Dominio, existe la posibilidad de que la autoridad competente ejerza la acción de extinción de dominio en caso de que los </span><span style="font-family:'Times New Roman'; font-size:10pt">Inmuebles relacionados con los Activos</span><span style="font-family:'Times New Roman'; font-size:10pt"> se encuentren relacionados o vinculados con los casos de delincuencia organizada, delitos contra la salud, secuestro, robo de vehículos y trata de personas. En caso de ser declarada la extinción de dominio conforme a lo anteriormente descrito, Fibra Plus perdería todos los derechos inherentes a dichos </span><span style="font-family:'Times New Roman'; font-size:10pt">Inmuebles relacionados con los Activos</span><span style="font-family:'Times New Roman'; font-size:10pt">, sin posibilidad de recibir contraprestación o compensación alguna por parte de la autoridad, afectando considerablemente los ingresos de Fibra Plus y por consiguiente los ingresos para las Distribuciones de los Tenedores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre del ejercicio 2025, el Fideicomiso ratifica que no ha sido sujeto de procedimiento alguno relacionado con la Ley Federal de Extinción de Dominio ni ha identificado indicios de actividades ilícitas en sus propiedades que pudieran dar origen a dicha acción. Para mitigar este riesgo, la administración mantiene la aplicación rigurosa de protocolos de debida diligencia en la selección de arrendatarios y proveedores, así como la inclusión de cláusulas de rescisión inmediata y deslindes de responsabilidad en la totalidad de sus contratos de arrendamiento. Asimismo, se han reforzado los mecanismos de supervisión operativa y vigilancia en los inmuebles con el objetivo de prevenir el uso indebido de los espacios por parte de terceros, asegurando que la gestión del patrimonio se conduzca bajo los más altos estándares de cumplimiento legal y protección de los activos de los tenedores ante el marco normativo vigente.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">El desarrollo de nuevos proyectos puede enfrentar retrasos o incremento</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> en los costos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus podría adquirir tierra (terrenos) con la intención de desarrollar Bienes Inmuebles que se destinen al arrendamiento. Dichos Proyectos pueden estar sujetos a riesgos relacionados con la habilidad de los contratistas de controlar los costos y ejecutar los planes de construcción en los términos y tiempos previstos. El adecuado desarrollo de dichos Proyectos está también sujeto a riesgos que no dependen del Fideicomiso, del Administrador o de los contratistas respectivos, tales como condiciones climáticas, políticas, laborales y otras de naturaleza diversa que no se contemplan actualmente. Retrasos y costos adicionales a que pudiera encontrarse sujeto el Fidecomiso en el proceso de selección, adquisición y desarrollo de bienes inmuebles podrían retrasar el inicio de obtención de flujos y ocasionar efectos adversos sobre la rentabilidad de las inversiones incurridas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Las adquisiciones podrían estar sujetas a leyes en materia de concentración bajo la Ley Federal de Competencia Económica. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Si bien se considera que la adquisición de los Activos, que conforman la Cartera, no se encuentran ubicados dentro de los supuestos que establece la Ley Federal de Competencia Económica, en el futuro se pudiera estar ubicado en los supuestos que marca dicha ley por lo que se tendría que cumplir con la normativa aplicable. </span><span style="font-family:'Times New Roman'; font-size:10pt">En caso de que</span><span style="font-family:'Times New Roman'; font-size:10pt"> Fibra Plus esté ubicado en los umbrales que establece la ley, podría existir el riesgo de ser multados o incluso de estar imposibilitados para adquirir algún Activo.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Inversión en Activos ubicadas en zona restringida.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En caso de que Fibra Plus decidiera adquirir Inmuebles en zonas restringidas se requerirá de la autorización previa de las autoridades gubernamentales competentes, conforme a lo previsto en el artículo 11 de la Ley de Inversión Extranjera, lo que podría retrasar la adquisición/inversión en dichos Inmuebles. Asimismo, Fibra Plus no puede garantizar que dicha Ley de Inversión Extranjera no sea modificada en un futuro y que dicha modificación resulte en mayores o menores restricciones para la adquisición de Inmuebles en zonas restringidas. En caso de que se impusieran mayores restricciones, Fibra Plus podría no ser capaz de adquirir/invertir en Inmuebles en zonas restringidas, aún y cuando los mismos cumplan con los Criterios de Elegibilidad.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fibra Plus podría ser incapaz de expandirse exitosamente a nuevos mercados, lo que podría afectar adversamente sus ingresos derivados de inversiones inmobiliarias en dichos mercados.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Si surge la oportunidad, Fibra Plus podría explorar adquisiciones de Activos en otros mercados en México. Cada uno de los riesgos aplicables a la capacidad de Fibra Plus de adquirir e integrar y operar exitosamente Activos en sus mercados actuales también se puede aplicar a su capacidad de adquirir e integrar y operar exitosamente Activos en nuevos mercados. Adicionalmente de lo descrito anteriormente, Fibra Plus podría no poseer el mismo nivel de conocimiento de la dinámica y de las condiciones de mercado de cualquier nuevo mercado al que pudiera incursionar, lo que afectaría su capacidad de expansión hacia otros mercados y operar en los mismos. Fibra Plus podría ser incapaz de obtener retornos sobre sus inversiones en los nuevos mercados. Si Fibra Plus no tuviere éxito en la expansión a nuevos mercados, podría afectar adversamente su negocio, condición financiera, resultados de operación y por consiguiente los ingresos para las Distribuciones de los Tenedores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">La competencia podrá tener efectos adversos en la capacidad para desarrollar Activos y atraer y retener Arrendatarios. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Hay numerosos desarrolladores, empresas de bienes raíces, instituciones financieras y otros inversionistas con más recursos financieros que Fibra Plus que compiten con en la búsqueda de propiedades para su adquisición y Arrendadores que pondrán en renta espacio en los Inmuebles relacionados con los Activos. En el futuro, los competidores incluirán otras Fibras. Esta competencia podría resultar en un costo más alto en los Activos del que Fibra Plus quisiera pagar.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Los segmentos</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> de centros comerciales y de oficinas se encuentran altamente fragmentadas y orientadas a las preferencias de los consumidores, por lo cual, los Inmuebles relacionados con los Activos que pertenezcan a estos sectores, pueden afectar adversamente a Fibra Plus. Adicionalmente, Fibra Plus podría ser incapaz de adaptarse a las nuevas tendencias de mercado, o nuevas preferencias del consumidor, disminuyendo el atractivo de sus centros comerciales y oficinas y, por lo tanto, de los ingresos y utilidades.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Los Inmuebles relacionados con los Activos pertenecientes a las industrias de centros comerciales y de oficinas, se considera se encuentran altamente fragmentados y requiere constante investigación para establecer nuevos formatos y estrategias. Los cambios en preferencias de consumo, el surgimiento de sistemas de comercio alternos, incluyendo centros comerciales tipo outlet, telemarketing, sistemas clic and </span><span style="font-family:'Times New Roman'; font-size:10pt">collect</span><span style="font-family:'Times New Roman'; font-size:10pt"> o pick up, comercio por Internet (e-</span><span style="font-family:'Times New Roman'; font-size:10pt">commerce</span><span style="font-family:'Times New Roman'; font-size:10pt">) y el más reciente incrementado uso del home office, como resultado de la pandemia, así como la construcción de un creciente número de centros comerciales y oficinas han llevado a modificaciones en centros comerciales y oficinas existentes. La competencia por la lealtad de los consumidores y la distinción están estrechamente conectadas con las medidas tomadas para renovar los perfiles de los Inmuebles relacionados con los Activos pertenecientes a los segmentos de centros comerciales y de oficinas. Estos proyectos incluyen cada vez más gastos de mercadotecnia, selección y modificación de la mezcla de tiendas, promoción de eventos, espacios de estacionamiento, proyectos arquitectónicos, expansión del número de centros de recreación y servicios, entrenamiento, modernización y computarización de operaciones.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Los accidentes que pudieran ocurrir en los Inmuebles relacionados con los Activos podrían afectar materialmente la reputación de Fibra Plus, lo que podría tener un efecto adverso sobre la misma. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Debido a que algunos Inmuebles relacionados con los Activos son espacios públicos y tienen un gran flujo de gente, son expuestos a una variedad de incidentes fuera de control, tales como accidentes, hurtos y robos, que pueden afectar a los visitantes y causar serios daños a la imagen de Fibra Plus. Si cualquiera de estos incidentes ocurriera, el tráfico en los Inmuebles relacionados con los Activos se podría ver reducido debido a la falta de confianza en la seguridad de las instalaciones, la cual afectaría el volumen de ventas de los Arrendatarios y los resultados de las operaciones de los Inmuebles comerciales relacionados con los Activos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Una pandemia de gran magnitud, como la del COVID-19 o, en su momento, la influenza H1N1, podría afectar severamente los resultados financieros de Fibra Plus, de la economía nacional y mundial, disminuyendo el acceso a nuevos créditos o préstamos, causando retrasos en las obras y reduciendo los ingresos de los proyectos en operación, además de que podría imponer o acelerar nuevas tendencias de mercado, las cuales supondrían poner en riesgo la operación de Fibra Plus si esta no se adapta rápida y oportunamente.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">A principios del 2020 el mundo enfrentó una crisis sanitaria y humanitaria sin precedentes en el último siglo. Los efectos de la pandemia del COVID-19 repercutieron en la economía mexicana de forma importante, a consecuencia de la paralización de ciertas actividades económicas, la afectación en la salud de la población y la cautela de los inversionistas a invertir en nuevos proyectos. En particular, los sectores comerciales, oficinas y turísticos fueron los mayormente afectados: la pandemia obligó a replantear el trabajo en casa (home office) disminuyendo el uso de oficinas, a la vez que impulsó la venta en línea y sistemas de compra como el clic and </span><span style="font-family:'Times New Roman'; font-size:10pt">collect</span><span style="font-family:'Times New Roman'; font-size:10pt"> y pick up. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En este sentido, si el acceso a nuevos financiamientos continúa restringido y las medidas tomadas por Fibra Plus son insuficientes para mantener el ritmo de desarrollo de las obras, o si Fibra Plus es incapaz de adaptarse a las nuevas tendencias de mercado provocadas por la contingencia, que ha cambiado la forma de vender y comunicarse entre las personas, la situación y resultados financieros de Fibra Plus se podrían ver afectados de forma negativa, lo que repercutiría en las Distribuciones a los Tenedores de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fibra Plus podría sufrir una disminución en el valor justo de mercado de los Activos y ser forzados a reconocer cargos por incumplimiento, lo que podría material y adversamente impactar el rendimiento financiero de Fibra Plus. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El valor de los Activos será registrado a valor justo de mercado en los estados financieros, inicialmente basados en la contraprestación total pagada por dichos Activos y, subsecuentemente, según una valuación sobre el valor justo de mercado. Cada valuación sobre el valor justo de mercado podría determinar que ha habido una disminución en el valor justo de mercado de los Activos. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Una disminución en el valor justo de mercado de los Activos podría ser el resultado de diversos factores que están fuera del control de Fibra Plus, incluyendo las condiciones del mercado, la incapacidad de los Arrendatarios para pagar la Renta o la terminación anticipada de los Contratos de Arrendamiento. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Si el valor justo de mercado resulta en una disminución en el valor justo de mercado de los Activos, se registrarían dichos activos a un nuevo costo, reflejando pérdidas no liquidas. Las disposiciones subsecuentes o la venta de dichos activos podrían afectar las pérdidas o ganancias futuras, ya que estas están basadas en la diferencia entre el valor razonable de la contraprestación recibida y el valor de mercado de dichos activos al momento de su disposición o venta. Cualquier reconocimiento de una disminución en el valor razonable podría impactar adversamente el desempeño financiero y el precio de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Factores de riesgo relacionados con la estructura y gobernanza de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">El éxito de Fibra Plus dependerá en gran medida del Administrador en la administración y asesoría de Fibra Plus e implementación de la estrategia de crecimiento y de su capacidad para administrar y asesorar a Fibra Plus y conservar los Activos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus no cuenta con empleados directos. El personal y los servicios que requiere Fibra Plus son proporcionados por el Administrador. La capacidad de Fibra Plus para lograr los objetivos depende en gran </span><span style="font-family:'Times New Roman'; font-size:10pt">parte del Administrador para la administración de las operaciones de Fibra Plus, su capacidad de identificar nuevos proyectos y desarrollos y la realización de la estrategia de financiamiento para ello. También depende de la capacidad del Administrador de administrar y mantener los Activos y administrar los Contratos de Arrendamiento con los Arrendatarios, entre otras actividades de administración diarias relacionadas con los Activos. Por consiguiente, el negocio de Fibra Plus depende de los contactos de negocio del Administrador, su habilidad de contratar, capacitar y supervisar a su personal y de implementar las estrategias. En caso de perder los servicios proporcionados por el Administrador y su respectivo personal, el negocio y el desempeño financiero de Fibra Plus podrían verse afectados adversamente.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En el caso de que el Administrador o su personal clave no estén dispuestos en continuar proporcionando sus servicios a Fibra Plus o sea removido en términos del Fideicomiso, el costo de obtener servicios sustitutos podría ser más alto que las contraprestaciones que actualmente se pagan al Administrador bajo el Contrato de Administración y Asesoría. Tampoco se puede garantizar que Fibra Plus podrá encontrar un administrador sustituto con capacidades similares o mejores que el Administrador.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">operadores del Fideicomiso pudieran no contar con la experiencia suficiente en el manejo de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">l</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">o</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">s dos</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> Fibra</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">s que ahora forman parte del Fideicomiso</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> y por lo tanto podrían tener dificultades para llevar el negocio exitosamente y de manera rentable o para cumplir con los requisitos reglamentarios, incluyendo los requisitos para una Fibra establecidos en la LISR, lo que puede dificultar la capacidad de Fibra Plus para lograr objetivos o puede dar como resultado la pérdida de su calificación como una Fibra en términos de la LISR.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus y el Administrador fueron constituidos en 2016. Adicionalmente en el 2021 Fibra Plus realizó la adquisición mayoritaria de Fibra HD. Por consiguiente, los operadores del nuevo instrumento pudieran no tener suficiente experiencia en la operación de las dos Fibra y están sujetos a todos los riesgos asociados con cualquier nuevo negocio, incluyendo el riesgo de que no se logren satisfactoriamente los objetivos y que el valor de la inversión disminuya.</span>
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</p>
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<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus ha iniciado la implementación de la estrategia de operaciones planteadas en la OPA, la cual permanece sujeta a posibles cambios en el futuro. La estrategia de integración de ambos vehículos puede llegar a no ser exitosa, en dicho caso, Fibra Plus no podrá llevar a cabo los cambios en el momento oportuno. Aún permanecen incertidumbres respecto a los mercados inmobiliarios en los cuales Fibra Plus podrá desarrollar proyectos, rotar activos e invertir en el futuro, así como en el momento en que se realicen y el precio que se pagará o recibirá por dichos desarrollos e inversiones. Fibra Plus no puede garantizar que implementará la estrategia satisfactoriamente y, por consiguiente, la inversión en los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> está sujeta a un alto grado de riesgo. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">No obstante que cada uno de los Ejecutivos tiene suficiente experiencia en la industria inmobiliaria y de inversión, no es indicativo necesariamente de los futuros resultados. Además, los operadores del Fideicomiso no tenían experiencia en la operación de dos Fibras. La regulación para una Fibra es altamente técnica y compleja y el incumplimiento de las limitaciones impuestas por dicha regulación podría obligar a pagar impuestos y multas. La poca experiencia del Administrador y sus Ejecutivos en la administración de dos </span><span style="font-family:'Times New Roman'; font-size:10pt">Fibras puede entorpecer la capacidad de Fibra Plus para alcanzar sus objetivos o puede dar como resultado la pérdida de su calidad de Fibra, perdiendo el tratamiento fiscal a que se refiere la LISR, o generar la obligación de pago de impuestos y multas. Como resultado, no es factible garantizar que los operadores de Fibra Plus sean capaces de conducir sus negocios con éxito, ejecutar sus estrategias de desarrollo como una emisora de valores, o cumplir con requisitos reglamentarios aplicables a las Fibras con valores inscritos en el RNV. </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En este sentido, el Administrador, con previa aprobación del Comité Técnico y del Comité de Prácticas, contrató en </span><span style="font-family:'Times New Roman'; font-size:10pt">el 2018 seguro</span><span style="font-family:'Times New Roman'; font-size:10pt"> de responsabilidad para miembros del Comité Técnico y directores relevantes del Administrador. El objetivo de contar con una póliza de seguro de responsabilidad civil para consejeros y </span><span style="font-family:'Times New Roman'; font-size:10pt">Directivos,</span><span style="font-family:'Times New Roman'; font-size:10pt"> es ofrecerles protección ante la reclamación de un tercero, por algún acto incorrecto o una mala decisión tomada en el desempeño de sus funciones como miembros de los órganos de administración de una entidad, cubierta por la póliza, así como los gastos legales derivados de la defensa civil y si fuera el caso, penal.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">La administración ha fortalecido sus procesos internos y equipos técnicos, demostrando solvencia en el manejo de la complejidad regulatoria y fiscal que exige la LISR para el mantenimiento del régimen de Fibra. Durante el ejercicio, se ha mantenido la vigencia de las pólizas de responsabilidad civil para los miembros del Comité Técnico y directivos, como parte fundamental de su estrategia de mitigación de riesgos y gobierno corporativo. Con la estabilización de los procesos administrativos y la estandarización de la operación conjunta, el riesgo por inexperiencia inicial se considera mitigado, permitiendo que el enfoque de los operadores se traslade hacia la ejecución de la estrategia de rentabilidad y maduración del portafolio consolidado para el ciclo 2026.</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Los Fideicomitentes Adherentes Iniciales, especialmente el Fundador Relevante, tendrán, a través del Fideicomiso de Control, influencia significativa sobre Fibra Plus y podrían ejercer dicha influencia de una manera que no sea conveniente para los intereses de los otros Tenedores de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">.</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre del ejercicio 2025, el Fideicomiso de Control mantiene </span><span style="font-family:'Times New Roman'; font-size:10pt">más del 15%</span><span style="font-family:'Times New Roman'; font-size:10pt"> de los 63</span><span style="font-family:'Times New Roman'; font-size:10pt">8</span><span style="font-family:'Times New Roman'; font-size:10pt">,176,752</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación (excluyendo los 612,544,475 certificados que se mantienen en la tesorería del Fideicomiso). Al permanecer por encima del umbral del 15%, el Fideicomiso de Control conserva el derecho estatutario de designar a la mayoría de los miembros del Comité Técnico (50% más uno), incluyendo a su </span><span style="font-family:'Times New Roman'; font-size:10pt">Presidente</span><span style="font-family:'Times New Roman'; font-size:10pt">. Esta estructura de capital confirma la continuidad de la influencia significativa del Fundador Relevante sobre las decisiones estratégicas y operativas de Fibra Plus, manteniendo vigentes los mecanismos de gobierno corporativo y comités independientes para la mitigación de posibles conflictos de interés.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Comité Técnico puede cambiar algunas de las políticas de manera unilateral, sin ser necesaria la aprobación de los Tenedores mediante Asamblea de Tenedores.</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En términos del Fideicomiso, las políticas de inversión y distribución y las políticas con respecto a otras actividades incluyendo crecimiento y operaciones serán determinadas por el Comité Técnico sin requerir la aprobación de la Asamblea de Tenedores. En ciertas circunstancias, estas políticas pueden ser modificadas o revisadas, en cualquier momento a elección del Comité Técnico sin la aprobación de los Tenedores, pero mediante resolución y mayoría calificada de los Miembros del Comité Técnico, incluyendo el voto mayoritario de los Miembros Independientes. El cambio en estas políticas podría tener un efecto adverso en el negocio, condición financiera, resultados de operaciones y flujo de caja, en el precio de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> y la capacidad de Fibra Plus para hacer Distribuciones de Efectivo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Los Tenedores podrían ser diluidos y perder derechos corporativos en el Comité Técnico por las entregas de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> que correspondan como compensación a los Ejecutivos, funcionarios del Administrador o al Fundador Relevante.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En el futuro, conforme a los planes de compensación de los Ejecutivos, funcionarios y del Fundador Relevante que se contempla en el Fideicomiso y en el Prospecto respectivo, así como cualquier otro derecho que en su caso se establezca para ellos, se podrán emitir o poner en circulación </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> para ser entregados exclusivamente a ellos, lo cual implicaría una dilución para los Tenedores.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">No es posible garantizar la capacidad de Fibra Plus para hacer Distribuciones de Efectivo en el futuro. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Las Distribuciones de Efectivo se harán conforme a lo previsto en la LISR, la cual establece que una Fibra debe distribuir anualmente, a más tardar el 15 de marzo, al menos el 95% (noventa y cinco por ciento) de su Resultado Fiscal. Todas las Distribuciones de Efectivo dependerán de los ingresos de Fibra Plus, de su condición financiera, de necesidades de efectivo, de acuerdos financieros, del mantenimiento de su calidad como Fibra y de otros factores que pueden considerarse relevantes de tiempo en tiempo. La disponibilidad del efectivo para llevar a cabo Distribuciones de Efectivo dependerá de los ingresos por las Rentas, mientras que los ingresos por las Rentas están sujetos a los riesgos e incertidumbres fuera de control. Dependiendo de dichos factores, Fibra Plus podría no ser capaz de hacer Distribuciones de Efectivo en el futuro.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">A efecto de mantener el cumplimiento de las disposiciones aplicables a la LISR, Fibra Plus podría estar forzada a renunciar a oportunidades de desarrollo e inversión atractivas, lo cual podría retrasar o dificultar la capacidad de Fibra Plus para lograr los objetivos del negocio.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Para mantener el cumplimiento de las disposiciones aplicables a la LISR, Fibra Plus debe observar ciertos requisitos de forma continua relativos a, entre otros, las fuentes de ingresos, la naturaleza de los Activos y cantidades distribuidas a los Tenedores. Fibra Plus podría estar obligada a mantener activos en momentos en que podría ser más ventajoso venderlos, con el fin de evitar consecuencias fiscales adversas. Fibra Plus también podría estar obligada a realizar Distribuciones a los Tenedores de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en momentos en que sería más ventajoso reinvertir el efectivo en el negocio de Fibra Plus. El cumplimiento de los requisitos para una Fibra podría dificultar la capacidad de Fibra Plus para operar únicamente sobre la base de maximizar las utilidades y el valor de la inversión de los Tenedores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">El Contrato de Administración y Asesoría, el Contrato de Desarrollo y el Contrato de Gestión no fueron negociados en condiciones de mercado y, consecuentemente, sus términos pueden no ser tan favorables para Fibra Plus como lo hubieran sido si hubieran sido negociados entre partes no relacionadas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Contrato de Administración y Asesoría, el Contrato de Desarrollo y el Contrato de Gestión fueron negociados entre Personas Relacionadas y sus términos, incluyendo las comisiones pagaderas al Desarrollador y al Gestor de Negocios, así como las disposiciones sobre la terminación y otras disposiciones, pueden no ser tan favorables para Fibra Plus como lo hubieran sido si hubieran sido negociadas en condiciones de mercado entre partes no relacionadas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">El Contrato de Administración y Asesoría, el Contrato de Desarrollo y el Contrato de Gestión pueden ser difíciles de terminar e implicar altos costos de terminación.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">La terminación del Contrato de Administración y Asesoría con el Administrador, del Contrato de Desarrollo con el Desarrollador y del Contrato de Gestión con el Gestor de Negocios puede ser difícil y costosa.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Conforme a los términos del Contrato de Administración y Asesoría, en caso de que el mismo sea terminado (i) por acuerdo de la Asamblea de Tenedores con el voto favorable de los Tenedores que representen por lo menos el 66% (sesenta y seis por ciento) de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación, o (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) porque la Emisora dé por terminado el Contrato de Administración y Asesoría en forma anticipada por cualquier causa que no constituya una Conducta de Destitución en términos del Contrato de Administración y Asesoría, el Administrador tendrá derecho a recibir una contraprestación por concepto de destitución, cuyo importe se determinará de conformidad con lo siguiente:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Se deberá pagar al Administrador, el equivalente a la cantidad objetivo del Fondo de Gastos a que se refiere la cláusula quinta del Contrato de Administración y Asesoría, es decir, la cantidad de </span><span style="font-family:'Times New Roman'; font-size:10pt">Ps</span><span style="font-family:'Times New Roman'; font-size:10pt">. $2,500,000.00 (dos millones quinientos mil </span><span style="font-family:'Times New Roman'; font-size:10pt">Pesos</span><span style="font-family:'Times New Roman'; font-size:10pt"> 00/100 M.N.), por cada mes que hubiere restado desde (a) la terminación del Contrato de Administración y Asesoría hasta la fecha de vencimiento, es decir hasta el 10° (décimo) aniversario, o (b) tratándose de una renovación automática, la terminación del Contrato de Administración y Asesoría hasta la fecha de vencimiento del Contrato de Administración y Asesoría renovado. Para efectos de claridad, en caso de estar ubicados en una vigencia de renovación a que se refiere el inciso (b) de este párrafo, el pago en cuestión deberá efectuarse por el período de vigencia restante del Contrato de Administración y Asesoría renovado, sin que se entienda en ningún caso incluidos los períodos de renovación automática siguientes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Conforme a los términos del Contrato de Desarrollo, en caso de que el mismo sea terminado (i) por acuerdo de la Asamblea de Tenedores con el voto favorable de los Tenedores que representen por lo menos el 66% (sesenta y seis por ciento) de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación, o (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) porque el Fiduciario dé por terminado el Contrato de Desarrollo en forma anticipada por cualquier causa que no constituya una Conducta de Destitución en términos del Contrato de Desarrollo, se deberá pagar al Desarrollador, por concepto de pena convencional, el monto equivalente al promedio de la contraprestación pagada al Desarrollador durante los 3 (tres) meses previos a la terminación, multiplicado por el número de meses que hubieren transcurrido desde (a) la terminación del Contrato de Desarrollo hasta la fecha de vencimiento, es decir hasta el 10° (décimo) aniversario, o (b) tratándose de una renovación automática, la terminación del Contrato de Desarrollo hasta la fecha de vencimiento del Contrato de Desarrollo renovado. Para efectos de claridad, en caso de estar ubicados en una vigencia de renovación a que se refiere el inciso (b) de este párrafo, el pago en cuestión </span><span style="font-family:'Times New Roman'; font-size:10pt">deberá efectuarse por el período de vigencia restante del Contrato de Desarrollo renovado, sin que se entienda en ningún caso incluidos los períodos de renovación automática siguientes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f4e79"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Factores de riesgo relacionados con los mercados de valores y la tenencia de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">El desempeño histórico del equipo de administración del Administrador puede no ser indicativo de los resultados futuros o del éxito de una inversión en </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El desempeño histórico del equipo de administración del Administrador no es indicativo de los retornos que Fibra Plus puede obtener en el futuro, ni una garantía o predicción de que podrán realizarse las Distribuciones de Efectivo. Debido a que los requerimientos para las Fibras referidos en la LISR son altamente técnicos y complejos es posible que el equipo del Administrador no pueda prestar sus servicios con éxito deseado. En consecuencia, no es posible ofrecer ninguna garantía de que el equipo directivo del Administrador reproducirá su desempeño en actividades previas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="width:36pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Las ofertas futuras de deuda o valores preferentes a los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> pueden limitar su flexibilidad operativa y financiera</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> y afectar adversamente el precio de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> y diluir su valor.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Si el Fideicomiso toma la resolución de emitir mayor deuda o valores preferentes a los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">, es posible que esos valores o financiamientos se estructuren mediante convenios que restrinjan la flexibilidad operativa y limiten la capacidad de Fibra Plus para hacer Distribuciones de Efectivo.</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Adicionalmente, cualquier valor convertible o intercambiable que se emita en el futuro puede tener derechos, preferencias y privilegios, inclusive con respecto a Distribuciones de Efectivo, más favorables que los de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> y </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">pueden dar lugar a la dilución de los Tenedores.</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Debido a que la decisión de emitir deuda o valores en cualquier oferta futura o de incurrir en endeudamiento dependerá de las condiciones del mercado y de otros factores que no es posible controlar, no es dable predecir o estimar la cantidad, oportunidad o naturaleza de las ofertas de valores o financiamientos futuros, cualquiera de los cuales podría reducir el precio de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> y diluir el valor de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">los mismos</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Los aumentos en tasas de interés pueden dar lugar a una disminución en el valor de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Uno de los factores que influirá en el precio de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> será el dividendo producido sobre los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> (como porcentaje del precio de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">) con relación a las tasas de interés. Un aumento en las tasas de interés puede llevar a compradores potenciales de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> a esperar una Distribución de Efectivo mayor y si Fibra Plus fuera incapaz de pagar la misma, el precio de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> podría verse afectado adversamente.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">El precio de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> podría ser afectado adversamente por el nivel de Distribuciones de Efectivo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">La percepción de mercado del potencial de crecimiento de Fibra Plus y la entrega de Distribuciones de Efectivo como consecuencia de operaciones, ventas o refinanciamientos, así como el valor en el mercado inmobiliario de los Activos, puede ocasionar que los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> se negocien a precios que difieran del valor de activo neto por CBFI. Si se retiene el flujo de caja de operación para fines de inversión, reservas de capital de trabajo u otros propósitos, estos fondos retenidos, si bien aumentan el valor del Patrimonio del Fideicomiso, pueden no aumentar de forma correspondiente el precio de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">. El fracaso en el cumplimiento de las expectativas de mercado con respecto a ingresos y Distribuciones de Efectivo futuros podría afectar adversamente el precio de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Existe un mercado relativamente desarrollado para los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> y su precio puede ser volátil o disminuir sin importar el desempeño en operación.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">La BMV es una de las bolsas más grandes de Latinoamérica y con la reciente creación de una nueva Bolsa (BIVA), que genera mayor competencia, con mejor tecnología y facilita la inversión en empresas pequeñas, existe una mayor posibilidad de darle bursatilidad a los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> y acciones; sin embargo, en términos de capitalización de mercado, el mercado mexicano sigue siendo relativamente pequeño, con poca liquidez y volátil en comparación con otros mercados más desarrollados. El precio de Oferta Pública Inicial de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> se determinó por acuerdo entre el Emisor y el Intermediario </span><span style="font-family:'Times New Roman'; font-size:10pt">Colocador, y</span><span style="font-family:'Times New Roman'; font-size:10pt"> las emisiones de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">posteriores se han efectuado a un precio igual o superior al de la Oferta Pública Inicial, pero no es posible garantizar que los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> no serán negociados por debajo de dicho precio. El valor de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> podría afectarse de manera importante y adversa por las condiciones generales del mercado, incluyendo el grado de desarrollo de un mercado secundario para los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> después de la Oferta Pública Inicial y las Transacciones de Formación, el grado de interés de los inversionistas en Fibra Plus, la reputación general de las Fibras y el atractivo de sus valores en comparación con otros (incluyendo títulos emitidos por otras empresas inmobiliarias), el desempeño financiero de Fibra Plus y las condiciones generales del mercado de valores. Algunos otros factores que podrían afectar negativamente, o podrían producir fluctuaciones en el precio de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> incluyen: </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235918" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">variaciones reales o previstas en los resultados operativos trimestrales;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235919" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">cambios en los ingresos estimados o publicación de reportes de investigación acerca de Fibra Plus o de la industria inmobiliaria;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235920" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">aumentos en tasas de interés, lo que podría llevar a los compradores de los CBFIs a pretender una Distribución de Efectivo mayor;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235921" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">reacción adversa del mercado a cualquier endeudamiento futuro;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235922" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">contratación o renuncia de personal clave del Administrador;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235923" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">especulación en la prensa o en la comunidad de inversionistas y la publicación de Eventos Relevantes;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235924" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">cambios en los principios contables; </span></a>
</li>
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235925" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">aprobación de legislación u otros desarrollos de reglamentos que afecten adversamente al Fideicomiso, a la industria inmobiliaria o a las Fibras</span></a><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">, y</span>
</li>
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:4pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">cambios en las valuaciones del mercado para entidades similares.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f4e79"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<a name="_Toc340235926" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Si los analistas de valores no publican reportes acerca del negocio de Fibra Plus o si ellos emiten una recomendación negativa respecto de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> o de su sector, el precio de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> podría disminuir.</span></a>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El mercado de valores para los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> se apoyará, en parte, sobre la investigación e información que publican los analistas financieros o de la industria acerca del Fideicomiso o de su negocio. El Emisor no controla a dichos analistas. Además, si uno o más de los analistas disminuyen su recomendación sobre la calidad de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> o del mercado al cual están dirigidos, o de los valores de cualquiera de los competidores de Fibra Plus, el precio de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> podría disminuir. Si uno o más de esos analistas dejan de emitir comentarios favorables, se corre el riesgo de perder atención en el mercado, lo que a su vez podría hacer que el precio de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> disminuya.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Las estrategias de cobertura pueden llegar a no ser exitosas en mitigar los riesgos asociados con las tasas de interés y pueden limitar el efectivo disponible para su distribución entre los Tenedores</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Es posible que en el futuro Fibra Plus utilice instrumentos financieros derivados para proporcionar un nivel de protección contra los riesgos de las fluctuaciones de tasas de interés, sin embargo, ninguna estrategia de cobertura puede proteger a Fibra Plus completamente. Los instrumentos de cobertura involucran riesgos, tales como el riesgo que las contrapartes incumplan sus obligaciones conforme a dichos convenios y que dichos convenios no sean lo suficientemente efectivos para reducir la exposición a los cambios de las tasas de interés. Además, la naturaleza y oportunidad de las operaciones de cobertura pueden llegar a influir en la efectividad de las estrategias de cobertura. Estrategias mal diseñadas u operaciones ejecutadas incorrectamente podrían tener un efecto de aumentar el riesgo y las pérdidas. Asimismo, las estrategias de cobertura involucran diversos costos. Fibra Plus no puede garantizar que la estrategia de cobertura y los instrumentos financieros derivados que utilice compensarán el riesgo de la volatilidad de las tasas de interés o que las operaciones de cobertura no resultarán en pérdidas que puedan reducir el rendimiento de la inversión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">La capacidad de los Fideicomitentes Adherentes Iniciales de vender sus </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> y la especulación sobre estas posibles ventas puede afectar adversamente el precio de mercado de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre de 2025, </span><span style="font-family:'Times New Roman'; font-size:10pt">más del 15%</span><span style="font-family:'Times New Roman'; font-size:10pt"> de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación se mantienen en el Fideicomiso de Control. Los Fideicomitentes Adherentes Iniciales aportaron a dicho vehículo la titularidad de los certificados recibidos </span><span style="font-family:'Times New Roman'; font-size:10pt">como contraprestación por la aportación de los Activos Iniciales al Patrimonio del Fideicomiso. Durante los ejercicios anteriores, incluyendo el 2023 y 2024, este Fideicomiso de Control incrementó su posición mediante la suscripción de derechos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Mientras el Fideicomiso de Control continúe detentando una participación significativa, la liquidez y el precio de mercado de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> podrían verse afectados. Asimismo, la especulación por parte de la prensa, analistas y tenedores respecto a la intención de disponer de dichos certificados podría influir en su cotización. En consecuencia, el valor de mercado de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> podría ser menor al que tendrían si no existiera dicha concentración en el Fideicomiso de Control.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Las condiciones económicas recientes y futuras, incluyendo incertidumbre en los mercados financieros y crediticios, pueden afectar adversamente el negocio y el precio de intercambio de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El ambiente económico y crediticio incierto ha tenido y podría continuar teniendo un impacto negativo en el negocio en México y alrededor del mundo y podría afectar adversamente el negocio, el negocio de los Arrendatarios, las finanzas y otros acuerdos contractuales. Adicionalmente, las condiciones podrían mantenerse pesimistas en un futuro o podrían ser sujetas a deterioros posteriores. Más incertidumbre en el mercado financiero y crediticio puede hacer más difícil el obtener financiamiento o refinanciar deudas existentes cuando surja la necesidad o en los términos que sería aceptable para Fibra Plus. Las condiciones económicas presentes y futuras, incluyendo incertidumbre en los mercados financieros y crediticios, puede afectar adversamente el negocio y el precio de intercambio de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">La revisión del</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> Tratado de Libre Comercio de América del Norte (T</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">-MEC</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">), o USMCA (por sus siglas en inglés) podría afectar sustancial y adversamente a la economía mexicana y, a su vez, las operaciones de Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El acuerdo México-Estados Unidos-Canadá (USMCA, por sus siglas en inglés, T-MEC, en español), podría verse afectado bajo la coyuntura mundial. La entrada en vigor de los aranceles de Estados Unidos al acero y al aluminio provenientes de México, Canadá y la Unión Europea, en conjunto con la depreciación del peso, podrían afectar la </span><span style="font-family:'Times New Roman'; font-size:10pt">oferta y</span><span style="font-family:'Times New Roman'; font-size:10pt"> precios de estos materiales en el país, lo que a su vez podría afectar los tiempos y costos de obra de los proyectos en desarrollo de Fibra Plus. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Además, la rivalidad geopolítica y la lucha por el predominio tecnológico podría intensificarse entre Estados Unidos y China, lo que podría causar estragos en la economía mexicana. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Adicional a lo anterior, en el futuro, pudieran presentarse cambios o complicaciones en la ejecución de las nuevas reglas del T-MEC, teniendo efectos adversos sobre las operaciones de Fibra Plus, tales como encarecimiento de materias primas u otros insumos, restricción en la oferta de ciertos productos, entre otros.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Esta situación se ha visto particularmente afectada </span><span style="font-family:'Times New Roman'; font-size:10pt">con el cambio de Gobierno en Estados Unidos y las nuevas políticas comerciales, en las que la amenaza de aranceles a México y otros países ha incrementado la incertidumbre en el ambiente de negocios.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Factores de riesgo fiscales.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Régimen de Inversión.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Conforme a las disposiciones fiscales aplicables si a partir del mismo día del año inmediato posterior a aquél en que se realizó la Colocación de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> no se ha invertido al menos el 70% (setenta por ciento) del Patrimonio del Fideicomiso en la adquisición o construcción de Bienes Inmuebles que se destinen al arrendamiento o la adquisición del derecho a percibir ingresos provenientes del arrendamiento de dichos bienes, podría existir el riesgo de que el Fideicomiso dejase de tener el tratamiento fiscal a que se refieren los artículos 187 y 188 de la LISR. </span>
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</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Reformas fiscales y legales inesperadas.</span><span style="width:52.37pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:center; -aw-tabstop-pos:220.95pt"></span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">No es posible garantizar que el régimen aplicable al Fideicomiso y los valores que el mismo emita en el futuro permanezcan sin cambios durante la vigencia de </span><span style="font-family:'Times New Roman'; font-size:10pt">los mismos</span><span style="font-family:'Times New Roman'; font-size:10pt">. Es preciso tener en mente que es posible que en el futuro se aprueben reformas a las disposiciones legales aplicables y, de manera particular, a las fiscales relacionadas con la actividad económica en general y, específicamente, a aquellas normas que rigen Fideicomiso. Lo anterior podría afectar los ingresos, Gastos de Operación y, de manera general, el valor del Patrimonio del Fideicomiso en una fecha determinada y tener un impacto adverso en la entrega de Distribuciones de Efectivo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Impuesto sobre Adquisición de Bienes Inmuebles.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Con respecto al Impuesto sobre Adquisición de Bienes Inmuebles (ISAI) o su equivalente, cabe señalar que, dependiendo de la legislación local aplicable en la Ciudad de México, o en el estado o en el municipio en el que se encuentren los Bienes Inmuebles, puede determinarse o no la existencia de una adquisición y en consecuencia la obligación de pago de dicho impuesto a cargo del Fideicomiso. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Algunas legislaciones fiscales locales no obligan al pago del ISAI con motivo de la aportación al Patrimonio del Fideicomiso de un Bien Inmueble, sino hasta el momento en el que los Fideicomitentes Adherentes pierden en forma definitiva el derecho de reversión que previamente se habían reservado. Ahora bien, en caso de Bienes Inmuebles aportados y sobre los cuales se mantenga el derecho de reversión por parte de Fideicomitentes Adherentes, sean enajenados por Fibra Plus, o bien, en caso de que los Fideicomitentes Adherentes enajenen los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> que hayan recibido por la contribución de los Bienes Inmuebles aportados, entonces deberá efectuarse el cálculo y pago del impuesto en cuestión en las entidades federativas y/o municipios en los que se encuentren ubicadas los Bienes Inmuebles aportados de que se trate; en el entendido de que, en el caso de enajenación de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, el impuesto habrá de calcularse proporcionalmente considerando cada CBFI en lo particular, ya que con motivo de dicha enajenación se habrá perdido el derecho de reversión. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Devolución del IVA.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Como resultado de la adquisición de Bienes Inmuebles al Patrimonio del Fideicomiso, así como por el desarrollo de los proyectos, se genera la obligación de pago del IVA correspondiente, el cual es enterado a las Autoridades fiscales competentes por parte de los vendedores</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">De acuerdo con la legislación fiscal aplicable, el Fiduciario podrá expedir por cuenta de los Fideicomisarios los comprobantes respectivos, trasladando en forma expresa y por separado el IVA, siempre que los Fideicomisarios manifiesten por escrito dicha opción y el Fiduciario manifieste su voluntad de asumir responsabilidad solidaria por el impuesto que se deba de pagar con motivo de las actividades realizadas a través del fideicomiso y se cumpla con los demás requisitos del artículo 74 del Reglamento de la Ley del IVA. Derivado de lo anterior, el Fiduciario tiene derecho de solicitar a las autoridades fiscales la devolución del IVA causado con motivo de la adquisición del Fideicomiso de los Inmuebles relacionados con los Activos. Al respecto, aunque remoto, existe el riesgo de que se niegue dicha devolución, lo que impactaría el flujo de efectivo disponible del Fideicomiso. Asimismo, es importante mencionar que el proceso de devolución del IVA por parte las Autoridades fiscales podría tomar más tiempo que el previsto en las disposiciones fiscales.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">La incapacidad de Fibra Plus para mantener el cumplimiento de las disposiciones aplicables de la LISR podría tener consecuencias adversas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus pretende cumplir con la regulación que le es aplicable y los requisitos para efectos de la LISR. El cumplimiento de las disposiciones aplicables de la LISR depende de requisitos legales complejos, para los cuales solo existen interpretaciones administrativas y judiciales limitadas. De conformidad con las disposiciones aplicables a Fibra Plus, se requiere distribuir anualmente una cantidad equivalente a por lo menos el 95% del resultado fiscal neto de Fibra Plus para seguir calificando como una Fibra. Incluso si Fibra Plus cumple con dichas disposiciones, para mantener el estatus de Fibra será necesario continuar cumpliendo </span><span style="font-family:'Times New Roman'; font-size:10pt">ciertos requisitos relativos a, entre otras, las distribuciones, la naturaleza de los activos y los orígenes de los ingresos de Fibra Plus. Todas las distribuciones serán realizadas conforme a la política de distribución de Fibra Plus (a menos que se apruebe lo contrario por el Comité Técnico) y dependerá de los ingresos, la condición financiera, necesidades de efectivo, acuerdos de financiamientos, mantenimiento del estatus de Fibra y otros factores que sean considerados relevantes de tiempo en tiempo. En caso de que Fibra Plus no cumpla con dichos requisitos, podrá, entre otras cosas, ser necesario cambiar la forma en que se conducen las operaciones, lo cual podría afectar el desempeño financiero de Fibra Plus, el valor de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> y la capacidad para realizar distribuciones a los Tenedores de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#1f4e79"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Factores de riesgo relacionados con México</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Las condiciones económicas, políticas y sociales pueden afectar adversamente el negocio de Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Fideicomiso está organizado conforme a las leyes de México y todos sus activos y operaciones están localizados en esa jurisdicción. Como resultado, el Fideicomiso está sujeto a riesgos políticos, económicos, legales y reglamentarios específicos para México, incluyendo las condiciones generales de la economía mexicana, la devaluación del Peso en comparación con el </span><span style="font-family:'Times New Roman'; font-size:10pt">Dólar</span><span style="font-family:'Times New Roman'; font-size:10pt"> de los Estados Unidos, inflación, variaciones en las tasas de interés, reglamentos, impuestos, expropiación, inestabilidad social y política, falta de desarrollo social y económico. Muchos países de Latinoamérica, incluyendo a México, han sufrido significativas crisis económicas, políticas y sociales en el pasado y estos eventos pueden ocurrir de nuevo. La inestabilidad en la región ha sido producida por muchos factores diferentes, incluyendo:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 41pt; text-indent:0pt; text-align:justify; padding-left:8.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235927" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">influencia gubernamental significativa sobre la economía;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 41pt; text-indent:0pt; text-align:justify; padding-left:8.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235928" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">fluctuaciones sustanciales en el crecimiento económico;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 41pt; text-indent:0pt; text-align:justify; padding-left:8.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235929" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">altos niveles de inflación;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 41pt; text-indent:0pt; text-align:justify; padding-left:8.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235930" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">cambios en los valores de la moneda;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 41pt; text-indent:0pt; text-align:justify; padding-left:8.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235931" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">control de cambio o restricciones en la expatriación de ganancias;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 41pt; text-indent:0pt; text-align:justify; padding-left:8.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235932" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">altas tasas de interés domésticas</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 41pt; text-indent:0pt; text-align:justify; padding-left:8.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235933" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">control de salarios y de precios;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 41pt; text-indent:0pt; text-align:justify; padding-left:8.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235934" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">cambios en políticas económicas o fiscales gubernamentales;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 41pt; text-indent:0pt; text-align:justify; padding-left:8.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235935" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">imposición de barreras comerciales;</span></a>
</li>
<li style="margin:0pt 0pt 0pt 41pt; text-indent:0pt; text-align:justify; padding-left:8.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235936" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">cambios inesperados en la reglamentación, y</span></a>
</li>
<li style="margin:0pt 0pt 0pt 41pt; text-indent:0pt; text-align:justify; padding-left:8.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<a name="_Toc340235937" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">inestabilidad política, social y económica general.</span></a>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">No es posible garantizar que el desarrollo futuro del entorno económico, político o social mexicano — sobre el cual no puede ejercerse control alguno — no tendrá un efecto material adverso en el negocio de Fibra Plus, en los resultados de sus operaciones, en su condición financiera o de que no afectarán negativamente el precio de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">El gobierno mexicano ha ejercido y continúa ejerciendo influencia significativa sobre la economía mexicana. Los cambios en las políticas gubernamentales mexicanas podrían afectar negativamente los resultados de las operaciones y condición financiera de Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El gobierno mexicano ha ejercido y continúa ejerciendo influencia significativa sobre la economía mexicana. Los cambios en las políticas gubernamentales podrían afectar negativamente los resultados de operación y la condición financiera de Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre de 2025, si bien la dependencia de los ingresos públicos respecto del petróleo ha disminuido, la evolución de los ingresos petroleros y la situación financiera de Petróleos Mexicanos (“Pemex”) continúan siendo factores relevantes para las finanzas públicas y la percepción de riesgo soberano. En dicho año, la calificación crediticia de Pemex se ubicó en BB+ por Fitch Ratings y B1 por Moody’s, manteniéndose en grado especulativo, mientras que la calificación soberana de México se mantuvo en grado de inversión en BBB por S&P Global Ratings y Fitch Ratings, y Baa2 por Moody’s.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En consecuencia, cambios en las calificaciones crediticias del soberano o de Pemex, así como en la percepción de riesgo país, podrían afectar las condiciones de financiamiento, la liquidez en los mercados y el costo de capital, lo cual podría impactar negativamente a Fibra Plus y a otras empresas mexicanas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Así, el negocio, la condición financiera, los resultados de operación y las Distribuciones de Efectivo de Fibra Plus podrían verse afectados negativamente por cambios en las políticas o regulaciones gubernamentales que involucren o afecten el Patrimonio del Fideicomiso, su administración, operaciones o régimen fiscal.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">No es posible garantizar que los cambios en las políticas gubernamentales federales no afectarán negativamente el negocio, la condición financiera y los resultados de operación de Fibra Plus. La legislación fiscal en México está sujeta a cambios constantes y no se puede asegurar que el gobierno mexicano no implemente modificaciones que pudieran tener un efecto material adverso sobre el negocio, los resultados de operación, la condición financiera o el precio de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fibra Plus es un fideicomiso constituido conforme a la Legislación Aplicable y todos sus Activos y operaciones están ubicados en México. Por lo anterior, se encuentra sujeta a riesgos políticos, económicos, legales y reglamentarios específicos en México y para la industria inmobiliaria en este país</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">FI</span><span style="font-family:'Times New Roman'; font-size:10pt">bra</span><span style="font-family:'Times New Roman'; font-size:10pt"> Plus es un fideicomiso constituido conforme a la Legislación Aplicable y todos sus Activos y operaciones están ubicados en México, por lo que se encuentra sujeta a riesgos políticos, económicos, legales y regulatorios específicos del país y de la industria inmobiliaria.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Fideicomiso está expuesto al desempeño de la economía mexicana, incluyendo factores como crecimiento económico, inflación, tasas de interés, tipo de cambio y entorno regulatorio. Al cierre de 2025, la economía mexicana registró un crecimiento moderado cercano a 0.6%–0.8% del PIB, en un entorno de desaceleración, con inflación alrededor de 3.6%–3.7% y condiciones monetarias aún restrictivas. Asimismo, el tipo de cambio se mantuvo relativamente estable, cerrando el año alrededor de $18.0 pesos por dólar, con fluctuaciones en un rango aproximado de $17.9 a $19.5 durante el año.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En este contexto, factores como la devaluación del Peso frente al </span><span style="font-family:'Times New Roman'; font-size:10pt">Dólar</span><span style="font-family:'Times New Roman'; font-size:10pt">, cambios en tasas de interés, inflación, políticas fiscales o regulatorias, así como eventos de inestabilidad social o política, podrían afectar negativamente la economía mexicana y, en consecuencia, la demanda por espacios inmobiliarios, la capacidad de pago de arrendatarios y el acceso a financiamiento.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Adicionalmente, modificaciones en leyes, reglamentos o disposiciones aplicables al sector inmobiliario podrían tener un efecto adverso sobre el negocio, la condición financiera y los resultados de operación de Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Las condiciones económicas adversas en México pueden afectar negativamente la posición financiera y resultados de operaciones de Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Las condiciones económicas adversas en México pueden afectar negativamente la posición financiera y los resultados de operación de Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Los resultados de operación de Fibra Plus dependen del desempeño de la economía mexicana, la cual ha mostrado un entorno de desaceleración. Al cierre de 2025, el crecimiento económico fue limitado, la inflación anual se ubicó en aproximadamente 3.69%, y las tasas de interés se mantuvieron en niveles restrictivos, con la tasa de referencia de Banco de México en niveles cercanos a 7.25%–7.75%</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En este contexto, factores como volatilidad en el tipo de cambio, inflación, tasas de interés elevadas, menor flujo de capital y condiciones de liquidez más restringidas podrían afectar el acceso a financiamiento, el costo de capital y la confianza de los inversionistas. Asimismo, aunque la tasa de desempleo se ha mantenido en niveles relativamente bajos (alrededor de 2.6%–3.0%), persisten retos estructurales como la informalidad y la debilidad en ciertos sectores productivos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Las disminuciones en el crecimiento económico o aumentos en inflación y tasas de interés pueden reducir la demanda por espacios inmobiliarios y afectar la capacidad de pago de los arrendatarios. Dado que una parte relevante de los costos de Fibra Plus es fija, sus márgenes podrían verse afectados negativamente en dichos escenarios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Adicionalmente, condiciones adversas en la economía podrían derivar en menor inversión privada, contracción del consumo y deterioro en la actividad económica, lo que podría tener un efecto material adverso en el negocio, la condición financiera y los resultados de operación de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">La inflación en México, junto con medidas gubernamentales para el control de la inflación, puede tener un efecto adverso en las inversiones de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">La inflación en México, junto con medidas gubernamentales para su control, puede tener un efecto adverso en las inversiones de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Históricamente, México ha experimentado periodos de inflación elevada. No obstante, al cierre de 2025, la inflación anual se ubicó en aproximadamente 3.69%, dentro del rango objetivo del Banco de México, aunque el componente subyacente se mantuvo en niveles cercanos a 4.3%, reflejando presiones persistentes en precios</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Asimismo, el entorno inflacionario en México se encuentra influenciado por factores externos, incluyendo las condiciones comerciales derivadas del Tratado entre México, Estados Unidos y Canadá (T-MEC) —que sustituyó al TLCAN—, así como cambios en políticas comerciales de Estados Unidos, aranceles y disrupciones en cadenas de suministro, los cuales pueden generar presiones adicionales en precios y en el tipo de cambio.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Los niveles de inflación pueden afectar adversamente la condición financiera y los resultados de operación de Fibra Plus. En particular, existe el riesgo de que el Fideicomiso no sea capaz de ajustar oportunamente las Rentas que cobra a sus Arrendatarios para compensar los efectos inflacionarios.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Los incrementos en las Rentas generalmente están vinculados al Índice Nacional de Precios al Consumidor (“INPC”); sin embargo, dicho índice puede no reflejar completamente la inflación real de ciertos costos relevantes para el sector inmobiliario. Adicionalmente, los ajustes de Renta suelen realizarse de forma anual, por lo que sus efectos pueden materializarse de manera diferida respecto a los cambios en la inflación.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En consecuencia, la inflación en México, junto con factores externos como las condiciones del T-MEC y el entorno económico internacional, podría tener un efecto material adverso sobre el negocio, la condición financiera y los resultados de operación de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">La fluctuación en el valor del Peso frente al </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Dólar</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> de los Estados Unidos podría afectar negativamente el desempeño financiero de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Históricamente, el tipo de cambio del Peso mexicano frente al </span><span style="font-family:'Times New Roman'; font-size:10pt">Dólar</span><span style="font-family:'Times New Roman'; font-size:10pt"> ha mostrado volatilidad. Al cierre de 2025, el tipo de cambio se ubicó alrededor de $18.0 pesos por dólar, con fluctuaciones durante el año en un rango aproximado de $17.9 a $19.5, reflejando sensibilidad a factores macroeconómicos, monetarios y externos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El Banco de México puede intervenir en el mercado cambiario para promover condiciones ordenadas y proveer liquidez, mediante mecanismos como coberturas cambiarias o instrumentos derivados; sin embargo, no puede asegurarse que dichas medidas eliminen la volatilidad, por lo que el Peso podría continuar sujeto a fluctuaciones relevantes frente al </span><span style="font-family:'Times New Roman'; font-size:10pt">Dólar</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Las depreciaciones del Peso podrían afectar la capacidad de Fibra Plus para cumplir con obligaciones denominadas en moneda extranjera, al incrementar el costo en Pesos de dichas obligaciones, así como afectar la capacidad de pago de los Arrendatarios. Asimismo, condiciones adversas en el mercado cambiario podrían limitar la disponibilidad o encarecer el acceso a financiamiento.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Si bien actualmente no existen restricciones a la conversión de Pesos a </span><span style="font-family:'Times New Roman'; font-size:10pt">Dólares</span><span style="font-family:'Times New Roman'; font-size:10pt"> o a la transferencia de divisas, el gobierno mexicano podría implementar medidas de control cambiario en el futuro. El impacto de dichas medidas no puede ser previsto y podría tener un efecto material adverso sobre el negocio, la condición financiera y los resultados de operación de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Movimientos de mercado en el tipo de cambio podrían afectar adversamente el Patrimonio del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El principal riesgo de mercado al que se encuentra expuesto el Patrimonio del Fideicomiso es el relacionado con variaciones en las tasas de interés y en las condiciones de financiamiento. Dichos factores están influenciados por políticas fiscales y monetarias, condiciones económicas locales e internacionales, así como eventos fuera del control de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Durante 2025, el entorno financiero en México estuvo caracterizado por un proceso de relajación monetaria, en el cual el Banco de México redujo su tasa de referencia desde niveles cercanos a 10.0% hasta aproximadamente 7.0% al cierre del año, reflejando una transición desde condiciones altamente restrictivas hacia un entorno aún con tasas reales positivas. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Las condiciones políticas de México pueden tener un efecto adverso en las operaciones de Fibra Plus</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Los eventos políticos en México pueden afectar la política económica y regulatoria del país y, en consecuencia, las operaciones de Fibra Plus. La falta de consenso entre los poderes públicos podría generar retrasos en la implementación de reformas y aumentar la incertidumbre en el entorno económico.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En 2024 y 2025, se aprobó e implementó una reforma constitucional al Poder Judicial que introdujo la elección por voto popular de jueces, magistrados y ministros. Como parte de este proceso, en 2025 se llevó a cabo la primera elección judicial en México, en la que se eligieron 881 cargos del Poder Judicial de la Federación, representando un cambio estructural en el sistema institucional del país.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Los efectos de esta reforma, así como su implementación futura, aún son inciertos y podrían incidir en la certeza jurídica y la confianza de los inversionistas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En consecuencia, la evolución del entorno político en México podría tener un efecto material adverso sobre el negocio, la condición financiera y los resultados de operación de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">El efecto de las políticas públicas bajo la Administración de México.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Durante la administración del presidente Andrés Manuel López Obrador, diversos factores regulatorios y administrativos, incluyendo retrasos en la obtención de permisos y licencias en ciertos mercados relevantes como la Ciudad de México, incidieron en el dinamismo del sector construcción. Asimismo, factores sociales como los niveles de inseguridad y delincuencia organizada han representado riesgos para la actividad económica en distintas regiones del país.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En la administración actual encabezada por Claudia Sheinbaum, los retos en materia de seguridad pública y Estado de derecho continúan siendo relevantes. La evolución de estos factores, así como posibles cambios en políticas públicas, regulatorias o de desarrollo urbano, podrían afectar el entorno de negocios y la operación de proyectos inmobiliarios.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En consecuencia, las políticas públicas, así como su implementación y evolución, podrían tener un efecto material adverso sobre el negocio, la condición financiera y los resultados de operación de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">México ha experimentado un periodo de aumento en la actividad delictiva y ello podría afectar las operaciones de Fibra Plus. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">México ha experimentado niveles relevantes de actividad delictiva, lo cual podría afectar las operaciones de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En años recientes, la actividad delictiva, particularmente aquella asociada al crimen organizado y a delitos de alto impacto, ha representado un riesgo para el entorno de negocios en diversas regiones del país. Asimismo, la percepción de inseguridad en ciertos mercados continúa siendo un factor relevante.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Estas condiciones, así como su posible evolución, pueden tener un impacto negativo en el ambiente de negocios en las localidades en las que opera Fibra Plus, afectando la operación de sus activos, la demanda por espacios inmobiliarios y, en consecuencia, su condición financiera y resultados de operación.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">La economía mexicana puede verse afectada por las condiciones económicas y de mercado en otros países, lo que podría afectar los resultados de operación de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">La economía mexicana y el valor de mercado de las empresas mexicanas pueden verse influenciados por las condiciones económicas y de mercado en otros países, especialmente en Estados Unidos. En 2025, el comercio bilateral entre México y Estados Unidos superó los $870 mil millones de dólares, consolidando a México como uno de los principales socios comerciales de dicho país, mientras que más del 80% de las exportaciones mexicanas se dirigieron a ese mercado, lo que refleja una alta interdependencia económica.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Asimismo, las reacciones de los inversionistas ante eventos económicos o financieros en mercados internacionales pueden afectar el valor de mercado de activos mexicanos, independientemente de las condiciones internas del país.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Históricamente, las condiciones económicas en México han estado estrechamente correlacionadas con las de Estados Unidos y Canadá, en el marco del Tratado entre México, Estados Unidos y Canadá (T-MEC). En este sentido, cambios en la economía estadounidense, revisiones al T-MEC previstas hacia 2026, o tensiones comerciales podrían tener un efecto adverso en la economía mexicana.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En consecuencia, no es posible garantizar que eventos en economías internacionales, particularmente en Estados Unidos, no tengan un efecto material adverso sobre el negocio, la condición financiera y los resultados de operación de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Las posibles alzas en las tasas de interés en México podrían aumentar los costos financieros de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Históricamente, México ha experimentado periodos de tasas de interés elevadas, tanto en términos nominales como reales. Durante 2025, el Banco de México mantuvo una postura monetaria restrictiva, con una tasa de referencia que, si bien mostró una tendencia a la baja, se mantuvo en niveles cercanos a 7.0% al cierre del año, reflejando condiciones financieras aún restrictivas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En este contexto, la contratación de deuda denominada en Pesos podría implicar costos financieros elevados. Asimismo, tasas de interés altas tienden a inhibir la inversión en instrumentos inmobiliarios como las Fibras, lo que podría reducir la disponibilidad de recursos para inversión y afectar el acceso a financiamiento.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">La emisora declara (i) que el fiduciario, el fideicomitente y el administrador, o a quien se le encomienden dichas funciones, deberán ajustarse al nivel de apalancamiento calculado conforme a lo establecido en el artículo 7°, fracción VII, inciso a), numeral 5 de la Circular Única de Emisoras y su Anexo AA; así como (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) que cumplirá con el índice de cobertura de servicio de la deuda conforme a lo establecido en el artículo 7°, fracción VII, inciso a), numeral 4.2 de la misma regulación.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">[Sección de página intencionalmente en blanco]</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><a name="_Toc38371083" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Otros valores emitidos por el Fideicomiso.</span></a><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 2025, el Fideicomiso cuenta con un total de 1,250,721,227 </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> emitidos, de los cuales 638,176,752 certificados se encuentran en circulación y listados en la BMV. Esta cifra representa un incremento del 0.6% respecto al cierre de 2024, </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En 2025, se mantenían 612,544,475 </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en Tesorería para ser utilizados conforme se establece en los fines del Fideicomiso en el futuro. Asimismo, se destaca que en febrero de 2026 se autorizó la cancelación de 1,548,739 </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> adicionales que habían sido adquiridos a través del fondo de recompra.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">No se han emitido ningún otro tipo de valores, de renta fija o variable o de cualquier otra naturaleza, que estén listados en mercados públicos o sean negociados en forma privada por parte del Fideicomiso al cierre del periodo de revisión</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En observancia a la Legislación Aplicable, el Fideicomiso emite reportes trimestrales dentro de los 20 (veinte) Días Hábiles a la terminación de cada uno de los primeros trimestres del ejercicio y dentro de los 40 (cuarenta) Días Hábiles siguientes a la conclusión del cuarto trimestre, así como un reporte anual a más tardar el 30 de abril de cada año. Todos los reportes son publicados en el sitio de Internet de la BMV, así como en el STIV de la CNBV, conforme a las disposiciones legales aplicables, además de la página de internet de la emisora.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Adicionalmente, el Fideicomiso no emite ni está obligado a emitir ningún otro tipo de reporte para otros mercados de forma periódica y/o continua. Asimismo, ni el Fideicomitente ni los Fideicomitentes Adherentes cuentan con valores inscritos en el RNV, ni son fideicomitentes, en fideicomiso alguno emisor de valores registrados en el RNV.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> Finalmente se informa que el Emisor ha entregado en forma completa y oportuna en los últimos 3 (tres) ejercicios los reportes que la legislación mexicana y extranjera les requieren sobre eventos relevantes e información periódica.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><a name="_Toc38371084" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Cambios significativos a los derechos de valores inscritos en el registro.</span></a><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt"> no se han presentado cambios significativos a los derechos de los valores inscritos en el RNV. Asimismo, el Fideicomitente no cuenta con valores inscritos en el RNV, ni es fideicomitente, en fideicomiso alguno emisor de valores inscritos en el RNV.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">No obstante, a la fecha de este reporte, con base en la aprobación de la Asamblea del 20 de abril de 2022, </span><span style="font-family:'Times New Roman'; font-size:10pt">finalizamos el proceso de emisión de </span><span style="font-family:'Times New Roman'; font-size:10pt">600 millones de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> adicionales sin ponerlos en circulación, los cuales serían utilizados para futuras suscripciones de derechos, aportaciones en </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> de inmuebles, adquisición de inmuebles, entre otros.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><a name="_Hlk39061476" href="#" ><span style="-aw-bookmark-end:_Aplicación_de_los"></span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Aplicación </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">de</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> los recursos</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> en el año</span></a>
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<span style="-aw-bookmark-end:_Hlk39061476"></span><span style="-aw-bookmark-end:_Hlk66175662"></span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Gastos directamente relacionados a la Cartera de Activos de Fibra Plus</span><span style="font-family:'Times New Roman'; font-size:10pt">. Durante el ejercicio, el Fideicomiso destinó aproximadamente 355.5 millones de pesos para la continuación y avance de sus activos estratégicos en desarrollo. Estos recursos se concentraron prioritariamente en la fase final de obra del proyecto de usos mixtos Espacio Condesa (componentes </span><span style="font-family:'Times New Roman'; font-size:10pt">comerciales</span><span style="font-family:'Times New Roman'; font-size:10pt"> y de oficinas) y en la conclusión de etapas constructivas y entrega de locales en Plaza Metropolitana Salina Cruz. Esta inversión es clave para asegurar la captura de rentas proyectada para el primer semestre de 2026.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Ingresos Financieros</span><span style="font-family:'Times New Roman'; font-size:10pt">. Los ingresos financieros de 2025 corresponden a los intereses obtenidos por la inversión de los fondos y excedentes de efectivo, así como de los recursos disponibles por las disposiciones de deuda efectuadas en el año, mismos que se mantienen invertidos en instrumentos de alta liquidez y valores gubernamentales. El monto obtenido en el ejercicio 2025 asciende a $74.8 millones de pesos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Gastos Financieros</span><span style="font-family:'Times New Roman'; font-size:10pt">. Los gastos financieros en los que se incurrieron en el ejercicio 2025 suman $402.5 millones de pesos. Este monto se integra principalmente por el pago de intereses asociados a las líneas de crédito bancarias utilizadas para el desarrollo de proyectos y diversas comisiones bancarias pagadas durante el periodo.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Impuestos a la utilidad</span><span style="font-family:'Times New Roman'; font-size:10pt">. Al cierre del ejercicio 2025, se registró un beneficio por impuestos a la utilidad de $52 millones de pesos. Este resultado positivo deriva principalmente de la gestión y recuperación de saldos a favor de impuestos acumulados por el administrador (Fibra Plus Management), lo que contribuyó favorablemente a la posición de flujo de efectivo.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Resultado cambiario.</span><span style="font-family:'Times New Roman'; font-size:10pt"> Al cierre del ejercicio 2025, se registró una utilidad cambiaria de $114.2 millones de pesos. Este resultado es producto de la revaluación contable de la deuda denominada en dólares ante el comportamiento del tipo de cambio al cierre del año. Es importante destacar que, al igual que en ejercicios anteriores, este monto no representa una entrada o salida de efectivo real, ya que el Fideicomiso mantiene una cobertura natural mediante sus ingresos dolarizados en el segmento industrial.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><a name="_Hlk39061550" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Documentos de carácter público.</span><span style="-aw-bookmark-end:_Toc38371086"></span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span></a>
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<span style="-aw-bookmark-end:_Hlk39061550"></span><span style="font-family:'Times New Roman'; font-size:10pt">Conforme a los términos del Fideicomiso, el Fiduciario deberá entregar al Representante Común, cualesquiera notificaciones respecto de Asambleas de Tenedores, reportes y comunicaciones que generalmente se ponen a disposición de los Tenedores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">La oficina principal del Fiduciario se ubica en Insurgentes Sur 3579 T3-PB, La Joya Tlalpan, C.P. 14000, Ciudad de México, México Tel. 55 17 20 7000. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Los inversionistas que así lo deseen podrán consultar los documentos de carácter público que han sido entregados a la CNBV y a la BMV como parte de la solicitud de inscripción de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en el RNV y de su listado ante la BMV. Dicha información se encuentra a disposición del público en el Centro de Información de la BMV, el cual se encuentra ubicado en el Centro Bursátil, Paseo de la Reforma número 255, Colonia Cuauhtémoc, 06500, Ciudad de México, México, así como en la página de Internet de la BMV: www.bmv.com.mx o en la página de Internet de la CNBV: www.gob.mx/cnbv </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">A solicitud de cualquier inversionista se proporcionará copia de dicha información mediante escrito dirigido a la atención de Armelia Verónica Reyes Morelos, responsable del área de relaciones con inversionistas del </span><span style="font-family:'Times New Roman'; font-size:10pt">Emisor, con domicilio en Av. Santa Fe no. 498 </span><span style="font-family:'Times New Roman'; font-size:10pt">oficina</span><span style="font-family:'Times New Roman'; font-size:10pt"> I Col. Santa Fe Cuajimalpa, Cuajimalpa de Morelos, CP 05348 Ciudad de México, con número de teléfono (55) 7588-0250 o al correo armelia.reyes@fibraplus.mx. Nuestra oficina principal está situada en Av. Santa Fe no. 498 </span><span style="font-family:'Times New Roman'; font-size:10pt">oficina</span><span style="font-family:'Times New Roman'; font-size:10pt"> I Col. Santa Fe Cuajimalpa, Cuajimalpa de Morelos, CP 05348 Ciudad de México. Nuestro número de teléfono es (55) 7588-0250 y sitio web www.fibraplus.mx</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Asimismo, el Fideicomiso estará obligado a divulgar información periódica respecto de la situación financiera y de los resultados del Patrimonio del Fideicomiso, así como de cualesquiera Eventos Relevantes. Cualquier Tenedor que compruebe dicho carácter, con un estado de cuenta con antigüedad no mayor a 60 (sesenta) Días, emitido por una institución financiera, podrá solicitar al Representante Común copia de cualquier información que éste haya recibido en relación con el Fideicomiso, para lo cual deberá dirigirse a las oficinas corporativas del Representante Común ubicadas en </span><span style="font-family:'Times New Roman'; font-size:10pt">Torre Esmeralda 1 Periférico </span><span style="font-family:'Times New Roman'; font-size:10pt">Blvd</span><span style="font-family:'Times New Roman'; font-size:10pt">. Manuel Ávila Camacho No. 40, piso 22 Col. Lomas - </span><span style="font-family:'Times New Roman'; font-size:10pt">Virreyes</span><span style="font-family:'Times New Roman'; font-size:10pt">, Lomas</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Chapultepec, C.P. 11000, Ciudad de México, a la atención del Lic. </span><span style="font-family:'Times New Roman'; font-size:10pt">Monica</span><span style="font-family:'Times New Roman'; font-size:10pt"> Jiménez Labora Sarabia</span><span style="font-family:'Times New Roman'; font-size:10pt">, Tel. (55) </span><span style="font-family:'Times New Roman'; font-size:10pt">5284</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">6200</span><span style="font-family:'Times New Roman'; font-size:10pt">, correo electrónico </span><span style="font-family:'Times New Roman'; font-size:12pt">monica.jimenez@multiva.com.mx</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus fue constituido mediante un contrato de fideicomiso celebrado en la Ciudad de México, bajo la Legislación Aplicable con Banco Azteca, S.A., Institución de Banca Múltiple, Dirección Fiduciaria, como Fiduciario del Fideicomiso F/1110, de fecha 13 de julio de 2016 y el respectivo convenio modificatorio y de </span><span style="font-family:'Times New Roman'; font-size:10pt">re-expresión</span><span style="font-family:'Times New Roman'; font-size:10pt"> de dicho contrato de fideicomiso, de fecha 14 de octubre de 2016. Dicho Fideicomiso tiene la duración necesaria para el cumplimiento de sus fines de conformidad con la Cláusula Vigésima Tercera del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre de</span><span style="font-family:'Times New Roman'; font-size:10pt"> diciembre de</span><span style="font-family:'Times New Roman'; font-size:10pt">l 20</span><span style="font-family:'Times New Roman'; font-size:10pt">2</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, las principales oficinas de Fibra Plus se encontraban ubicadas en Av. Santa Fe no. 498 </span><span style="font-family:'Times New Roman'; font-size:10pt">Oficina</span><span style="font-family:'Times New Roman'; font-size:10pt"> I Col. Santa Fe Cuajimalpa, Cuajimalpa de Morelos, CP 05348 Ciudad de México, Teléfono 55 75 88 02 50.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus, con clave de cotización “FPLUS 16”, realizó su Oferta Pública Global de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, la cual estuvo conformada por una Oferta Primaria en la que se suscribieron 105 millones de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">. El precio de Colocación de cada certificado fue de $15 pesos. Punto Casa de Bolsa y </span><span style="font-family:'Times New Roman'; font-size:10pt">Finamex</span><span style="font-family:'Times New Roman'; font-size:10pt"> actuaron como Líder Colocador y Colíder respectivamente. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El 3 de noviembre de 2016 Fibra Plus (FPLUS16), el primer fideicomiso enfocado en el desarrollo de </span><span style="font-family:'Times New Roman'; font-size:10pt">inmuebles,</span><span style="font-family:'Times New Roman'; font-size:10pt"> anunció que</span><span style="font-family:'Times New Roman'; font-size:10pt">,</span><span style="font-family:'Times New Roman'; font-size:10pt"> en su Colocación en la BMV, logró un monto en la Oferta Primaria por $1,575´000,000 de pesos, sin considerar los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> materia de la Opción de Sobreasignación ni los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> adicionales y de $1,811´250,000 de pesos considerando los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> materia de la Opción de Sobreasignación. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">La oferta se colocó en su totalidad en México y fue distribuida entre más de 200 inversionistas. Cabe señalar que los recursos obtenidos se han utilizado y se utilizarán al 100% para el desarrollo de los proyectos de uso comercial y oficinas contemplados en zonas de alto desarrollo como son Ciudad de México, Jalisco, Estado de México, Oaxaca y Tabasco. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El 14 de octubre de 2021, Fibra Plus concretó una de las transacciones más importantes de su historia, al culminar la Oferta Pública de Adquisición de hasta el 100% de los certificados en circulación de Fibra HD, resultando en un intercambio total de 309.9 millones de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> (70.9% del total). De esta manera, a partir del 4T22, Fibra Plus reportará sus resultados consolidando el desempeño de ambos fideicomisos y concentrará gran parte de sus esfuerzos en la óptima integración de Fibra HD, aprovechando las sinergias y el potencial del flujo operativo de la segunda.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus opera de conformidad con lo dispuesto en los artículos 187 y 188 de la LISR. A efectos de que el Fideicomiso pueda mantenerse como una FIBRA, ha invertido sus recursos únicamente en Bienes Inmuebles destinados al arrendamiento, así como en el derecho a recibir los flujos generados por Inmuebles cuando dichos flujos provengan del arrendamiento sobre Inmuebles. Asimismo, los Contratos de Arrendamiento han sido celebrados con cláusulas que establecen una base fija de Renta, pero en el caso de existir Rentas variables, éstas estarán siempre ligadas a las ventas del Arrendatario, ajustándose a lo previsto por la LISR.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Partes Relevantes del Fideicomiso. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">a. Fideicomitente:</span><span style="width:35.8pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">NFD, S.A. de C.V.</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-indent:-144pt; text-align:justify; padding-left:144pt">
<span style="font-family:'Times New Roman'; font-size:10pt">b. Fideicomitentes</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-indent:-144pt; text-align:justify; padding-left:144pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Adherentes:</span><span style="width:95.68pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Cada uno de los Fideicomitentes Adherentes.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt 0pt 0pt 36pt; text-indent:-144pt; text-align:justify; padding-left:144pt">
<span style="font-family:'Times New Roman'; font-size:10pt">c. Fiduciario: </span><span style="width:88.18pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Banco Azteca, S.A., Institución de Banca Múltiple, Dirección Fiduciaria.</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-indent:-144pt; text-align:justify; padding-left:144pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt 0pt 0pt 36pt; text-indent:-144pt; text-align:justify; padding-left:144pt">
<span style="font-family:'Times New Roman'; font-size:10pt">d. Fideicomisarios: </span><span style="width:64.84pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:180pt"></span><span style="font-family:'Times New Roman'; font-size:10pt">(i) </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.1pt">Los Tenedores, representados por el Representante Común, respecto de los derechos que se les atribuyen conforme a los términos del Fideicomiso y los </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.1pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.1pt">;</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-indent:-144pt; text-align:justify; padding-left:144pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.1pt"> </span>
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<p style="margin:0pt 0pt 0pt 36pt; text-indent:-144pt; text-align:justify; padding-left:144pt">
<span style="width:144pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:180pt"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.1pt">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.1pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.1pt">) El Fundador Relevante, por lo que respecta al derecho que se establece en el inciso f. de la sección 5.1 de la Cláusula Quinta del Fideicomiso y cualesquiera otros derechos que se establezcan a su favor en el Fideicomiso; y</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-indent:-144pt; text-align:justify; padding-left:144pt">
<span style="width:144pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:180pt"></span><span style="font-family:'Times New Roman'; font-size:10pt">(</span><span style="font-family:'Times New Roman'; font-size:10pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt">) Cualquier Fideicomitente Adherente por lo que hace a los Activos que hubieren Aportado de tiempo en tiempo en caso de contar con el Derecho de Reversión u otros conforme se establezca en el respectivo Convenio de Aportación y Adhesión.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">f. Representante Común: </span><span style="width:41.8pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Banco</span><span style="font-family:'Times New Roman'; font-size:10pt"> Multiva</span><span style="font-family:'Times New Roman'; font-size:10pt">, S.A., Institución de Banca Múltiple</span><span style="font-family:'Times New Roman'; font-size:10pt">,</span><span style="font-family:'Times New Roman'; font-size:10pt"> Grupo Financiero </span><span style="font-family:'Times New Roman'; font-size:10pt">Multiva</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Estructura del Fideicomiso</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">A continuación, se incluye un diagrama que muestra la estructura de la operación y la estructura corporativa, donde destacan los siguientes elementos: </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<ol type="a" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 66.5pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Se trata de una FIBRA administrada internamente, de tal forma que el Asesor y Administrador es una SC en la cual participa FIBRA PLUS con el 99.9%. </span>
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<li style="margin:0pt 0pt 0pt 67.06pt; text-indent:0pt; text-align:justify; padding-left:4.94pt; font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">El Público Inversionista es el tenedor del 100% de los CBFIs emitidos y colocados.</span>
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<li style="margin:0pt 0pt 0pt 65.94pt; text-indent:0pt; text-align:justify; padding-left:6.06pt; font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">La Gestión de los Inmuebles se lleva a cabo mediante la contratación de gestores profesionales. Dicha relación no es exclusiva, si bien hasta el momento solamente se cuenta con un contrato con Némesis Gestión, S.A. de C.V., para la realización de dichas funciones.</span>
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<li style="margin:0pt 0pt 0pt 67.06pt; text-indent:0pt; text-align:justify; padding-left:4.94pt; font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Los fideicomitentes tienen la capacidad de nombrar al Grupo de Dirección, que incluye al Presidente del Comité Técnico y hasta el 51% de sus miembros institucionales.</span>
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<li style="margin:0pt 0pt 0pt 65.94pt; text-indent:0pt; padding-left:6.06pt; font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Fibra Plus </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">adquirió inicialmente, a través de la OPA, el control de operación del 70.9% de Fibra HD. No obstante, a la fecha, dadas las últimas compras de CBFIs, consolida el </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">9</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">5.7% de la tenencia de su subsidiaria.</span>
</li>
</ol>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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" 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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Evolución de la Emisora/Estrategia general del negocio.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus puso en marcha su plan de negocios alineado con los planteamientos presentados en los Documentos de Emisión correspondientes a la Oferta Pública Inicial de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, enfocándose preponderantemente en la: i) operación, </span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) adquisición o desinversión y </span><span style="font-family:'Times New Roman'; font-size:10pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt">) el desarrollo de los activos de la Cartera.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Aplicación de los Recursos en el año </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Gastos directamente relacionados a la Cartera de Activos de Fibra Plus</span><span style="font-family:'Times New Roman'; font-size:10pt">: El Fideicomiso registró adiciones netas a sus propiedades de inversión por un monto de $832.9 millones de pesos para la continuación y avance de los activos en desarrollo. Estos recursos se concentraron prioritariamente en la fase final de construcción y equipamiento de Espacio Condesa, proyecto que recibió una inversión de $1,123.6 millones durante el año. Asimismo, se destinaron fondos para la culminación de obra y transición operativa de Salina Cruz ($7.9 millones), y el mantenimiento de la cartera de proyectos que incluye a Manzanillo ($5.4 millones). Estas inversiones fueron parcialmente compensadas por la desinversión estratégica de activos como Barrio Reforma, La Roca, Plaza San Antonio y Oficinas de </span><span style="font-family:'Times New Roman'; font-size:10pt">Heredit</span><span style="font-family:'Times New Roman'; font-size:10pt">, cuyo monto ascendió a $306.4 millones de pesos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Gastos relativos a los Servicios Administrativos</span><span style="font-family:'Times New Roman'; font-size:10pt">: Fibra Plus es administrada internamente a través de Fibra Plus Management, S.C., subsidiaria del Fideicomiso. Dicha entidad opera bajo un esquema de reembolsos de gastos, los cuales se ejercen con base en un presupuesto anual aprobado por el Comité Técnico. Durante el ejercicio 2025, los gastos de administración y operación consolidados ascendieron a $342.6 millones de pesos, destinados principalmente al pago de personal y a diversos gastos operativos necesarios para la gestión institucional de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Ingresos Financieros:</span><span style="font-family:'Times New Roman'; font-size:10pt"> Los ingresos financieros de 2025 corresponden a los intereses obtenidos por la inversión de los fondos líquidos del Fideicomiso, así como de los recursos disponibles por las disposiciones de deuda efectuadas en el año, los cuales se encuentran invertidos en valores gubernamentales. El monto obtenido en el ejercicio 2025 fue de $23.4 millones de pesos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Gastos Financieros:</span><span style="font-family:'Times New Roman'; font-size:10pt"> Los gastos financieros en los que se incurrió durante el ejercicio 2025 ascendieron a $344.4 millones de pesos, monto que integra el pago de intereses y diversas comisiones bancarias devengadas en dicho periodo por el servicio de la deuda.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Impuestos a la utilidad:</span><span style="font-family:'Times New Roman'; font-size:10pt"> El Fideicomiso mantuvo su transparencia fiscal conforme al régimen de </span><span style="font-family:'Times New Roman'; font-size:10pt">FIBRAs</span><span style="font-family:'Times New Roman'; font-size:10pt">, por lo que no se generó cargo por impuesto a la utilidad consolidado. Respecto a la subsidiaria administradora, los efectos de impuestos a la utilidad durante el período no fueron materiales para los estados financieros consolidados.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Resultado cambiario:</span><span style="font-family:'Times New Roman'; font-size:10pt"> Al cierre del ejercicio 2025, se registró una utilidad cambiaria de $162.5 millones de pesos. Este resultado fue producto de la revaluación de la deuda denominada en dólares ante la posición del peso mexicano frente a dicha divisa durante el ejercicio. Se destaca que este rubro no representa una entrada de efectivo, toda vez que el Fideicomiso mantiene una cobertura natural al percibir una parte significativa de sus ingresos por rentas en dólares.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Contratación de Créditos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Crédito sindicado</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Crédito sindicado con BBVA</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El pasado 4 de noviembre del 2022, Fibra Plus firmó en conjunto con Fibra HD un crédito sindicado por hasta Ps.4,500 millones con BBVA México, Sociedad Anónima, Institución de Banca Múltiple, Grupo Financiero BBVA México, actuando como banco agente, del cual, Fibra HD dispuso Ps.2,020 millones y Fibra Plus Ps.760 millones. Los bancos acreditantes fueron: (i) Banco Nacional de Comercio Exterior, Sociedad Nacional de Crédito, Institución de Banca de Desarrollo (BANCOMEXT); (ii) Nacional Financiera, Sociedad Nacional de Crédito, Institución de Banca de Desarrollo (NAFIN); (iii) Banco del Bajío, S.A. Institución de Banca Múltiple y (iv) BBVA México, Sociedad Anónima, Institución de Banca Múltiple, Grupo Financiero BBVA México.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El pasado 20 de diciembre de 2024, con el objeto de mejorar las condiciones financieras y hacer una disposición adicional, tanto Fibra HD como Fibra Plus firmaron un nuevo contrato de crédito para refinanciar dicho crédito sindicado, con BBVA nuevamente actuando como banco agente, por hasta Ps.3,150 millones, de los cuales, Ps. 2,650 millones se utilizarían para refinanciar el crédito sindicado anterior y Ps.500 millones de una línea revolvente adicional. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Los bancos acreditantes del nuevo sindicado fueron: (i) Banco Nacional de Comercio Exterior, Sociedad Nacional de Crédito, Institución de Banca de Desarrollo (BANCOMEXT); (ii) Banco Multiva, S.A. IBM, Grupo Financiero Multiva (Multiva); (iii) Banco del Bajío, S.A. Institución de Banca Múltiple y (iv) BBVA México, Sociedad Anónima, Institución de Banca Múltiple, Grupo Financiero BBVA México.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">En enero de 2025, se llevó a cabo la disposición del crédito sindicado firmado en diciembre de 2024, el cual permitió refinanciar la totalidad del esquema sindicado anterior. Esta operación financiera fue diseñada para mejorar las condiciones del fideicomiso, proyectando un beneficio en el flujo de efectivo a corto plazo superior a los 100 millones de pesos anuales. Además, se dispusieron 500 millones de pesos adicionales de esta misma línea, los cuales fueron destinados íntegramente a la continuación del desarrollo de Espacio Condesa.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Durante el segundo trimestre de 2025, como parte de la reorganización estratégica para especializar a Fibra </span><span style="font-family:'Times New Roman'; font-size:10pt">Plus en activos de usos mixtos y oficinas AAA, se realizó una reubicación de deuda. Esto implicó la aportación de propiedades no industriales a Fibra HD junto con la cesión de la deuda asociada a dichos activos, específicamente los tramos A y C del crédito sindicado, por un saldo insoluto de 1,246.8 millones de pesos.</span>
</p>
<p style="margin:5pt 0pt 10pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Para gestionar el riesgo de mercado, durante el primer trimestre de 2025 se contrataron derivados de tasa (swaps y swaps bonificados) para cubrir 1,059 millones de pesos de este crédito por un plazo de 36 meses. Gracias a estas coberturas, al cierre del año el 30% de la deuda total del fideicomiso contaba con protección ante fluctuaciones de tasa. Para el primer semestre de 2026, el objetivo es realizar nuevas emisiones de deuda quirografaria para prepagar créditos actuales y reducir el costo financiero promedio, que al finalizar 2025 se ubicó en 9.8%</span>
</p>
<p style="margin:0pt; text-align:justify">
<img src="data:image/png;base64,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" width="576" height="116" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(1)</span><span style="width:68.35pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:center; -aw-tabstop-pos:220.95pt"></span><span style="font-family:'Times New Roman'; font-size:10pt">El spread es variable dependiendo del LTV de Fibra Plus consolidado.</span>
</p>
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<tr style="height:11.85pt">
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Destino del crédito:</span>
</p>
</td>
<td colspan="2" style="border-right-color:#d9d9d9; border-right-style:solid; border-right-width:1pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:1pt; padding-left:0.75pt; padding-right:0.25pt; padding-top:0.25pt; vertical-align:bottom; width:344.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> Refinanciamiento de pasivos actuales</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> Usos corporativos generales</span>
</p>
</td>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> Gastos y comisiones relacionados con transacción</span>
</p>
</td>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Pago de principal:</span>
</p>
</td>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> Tramo A y B se amortizan trimestralmente al igual que los intereses:</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:top; width:330.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 1 al 8: 0.25% 16 al 17: 2.28% </span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
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<tr style="height:12.4pt">
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:top; width:330.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 9 al 12: 2.08% 18 al 19: 2.29%</span>
</p>
</td>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:top; width:330.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 13 al 15: 2.18% 20: 74%</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
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<tr style="height:18.35pt">
<td style="border-left-color:#d9d9d9; border-left-style:solid; border-left-width:1pt; padding-right:0.35pt; padding-top:0.35pt; vertical-align:middle; width:130.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Comisión de estructuración</span>
</p>
</td>
<td style="padding-left:0.35pt; padding-right:0.35pt; padding-top:0.35pt; vertical-align:middle; width:331.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 145 pb</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
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<tr style="height:18.35pt">
<td style="border-left-color:#d9d9d9; border-left-style:solid; border-left-width:1pt; padding-right:0.35pt; padding-top:0.35pt; vertical-align:middle; width:130.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Comisión de agencia</span>
</p>
</td>
<td style="padding-left:0.35pt; padding-right:0.35pt; padding-top:0.35pt; vertical-align:middle; width:331.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> USD 50,000 anual</span>
</p>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Garantías:</span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:top; width:330.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">Hipotecaria:</span><span style="font-family:'Times New Roman'; font-size:10pt"> 1.5x inmuebles industrial o comercial.</span>
</p>
</td>
<td style="border-right-color:#d9d9d9; border-right-style:solid; border-right-width:1pt; padding-left:0.75pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:top; width:12.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:11.55pt">
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:1pt; padding-left:0.25pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom; width:130.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:1pt; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:top; width:330.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">Hipotecaria (cont.)</span><span style="font-family:'Times New Roman'; font-size:10pt">: deberán ser aportados al fideicomiso incluyendo derechos fideicomisarios de cierto inmueble de Fibra Plus, o constituir hipoteca</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:1pt; padding-left:0.75pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:bottom; width:12.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:131.8pt; border:none">
</td>
<td style="width:331.9pt; border:none">
</td>
<td style="width:13.8pt; border:none">
</td>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:41.8pt; width:395.45pt">
<tr style="height:16.55pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom; width:86.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">Obligaciones Financieras:</span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom; width:305.5pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">LTV<50%</span>
</p>
</td>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom; width:305.5pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Índice de Cobertura: =>9%</span>
</p>
</td>
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<tr style="height:16.55pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom; width:86.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom; width:305.5pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Índice de Cobertura del Servicio de la Deuda: => 1.3x</span>
</p>
</td>
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<tr style="height:16.55pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom; width:86.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom; width:305.5pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Índice de Cobranza: 1er año >1.11x, en fecha de vencimiento > 1.15x</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt">
<span style="font-family:'Roboto Light'; font-size:9pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Roboto Light'; font-size:9pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Roboto Light'; font-size:9pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, Fibra </span><span style="font-family:'Times New Roman'; font-size:10pt">PLUS</span><span style="font-family:'Times New Roman'; font-size:10pt"> se encuentra en cumplimiento de todas las condiciones de hacer y no hacer de los créditos vigentes.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Roboto Light'; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Otros créditos relevantes</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Bancomext</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Con fecha 28 de mayo de 2018 se firmó un contrato de crédito simple con garantía hipotecaria con el Banco Nacional de Comercio Exterior, S.N.C. (Bancomext), hasta por un monto de USD$25 millones a una tasa de interés fija de 5.85% donde se cedieron los derechos de cobro de algunos clientes, con vencimiento en 2030. Esta primera línea fue respaldada por el activo Ensenada, en Baja California. Posteriormente, con la adquisición del Portafolio Sonora, Bancomext autorizó la ampliación de la línea de crédito para llegar a un monto de hasta USD$50 millones.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En agosto de 2018, Fibra Plus dispuso exitosamente de USD$6.8 millones del crédito contratado con Bancomext para la adquisición del portafolio Sonora, el cual está contratado a una tasa de 5.85% y cuenta con un vencimiento a 10 años. Posteriormente, en seguimiento de la misma línea de crédito contratada con Bancomex, Fibra Plus realizó una segunda disposición por USD$9.2 millones, para la exploración de nuevas oportunidades de inversión. La totalidad de estas disposiciones fue respaldada por los flujos del activo industrial Ensenada, Baja California, por lo que existe una cobertura natural del tipo de cambio.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En abril del 2019, Fibra Plus dispuso de USD$ 1 millón de dólares, con destino principal hacia las actividades de operación del Fideicomiso. Subsecuentemente, en mayo del 2019, se dispusieron de USD$4 millones adicionales, principalmente para efectuar el penúltimo pago de la contraprestación en efectivo pactada por la aportación del Portafolio Sonora. Finalmente, en diciembre del 2019, Fibra Plus dispuso de USD$13.8 millones de la línea con Bancomext. La totalidad de las disposiciones en el 2019 está empatada con los flujos del Portafolio industrial Sonora. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Banco del Bajío</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Con fecha 20 de junio de 2019, Fibra Plus firmó con Banco del Bajío dos contratos de crédito que no fueron dispuestos en ese año: el primero, respaldado por la generación de flujos de Autlán, por hasta $ 37 millones de pesos, con costo de TIIE+ 3%; y el segundo, empatado con los flujos de Salina Cruz, por hasta $120 millones de pesos, con costo de TIIE + 3%. El 11 de marzo de 2020, se dispusieron un total de $24.05 millones de pesos de la línea de Autlán y $54.0 millones de pesos de la línea para Salina Cruz. Durante el 4T20 se dispusieron de $66.0 millones de pesos de la línea de crédito con garantía de Salina Cruz. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El 23 de diciembre 2024 se dispuso 75mdp por a cuenta de la disposición del credito sindicado. Dicho prestamo fue dispuesto a TIIE + 325bp con fecha de vto. el 15/01/2025 pagadero con recursos del Tramo C del sindicado dispuesto en enero 2025 . </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Durante 2025, se obtuvieron 155 millones de pesos con Banco del Bajío bajo una garantía quirografaria con vencimiento en 2026, los cuales se destinaron íntegramente a los avances de obra de Espacio Condesa. Esta actividad financiera se complementó con el desempeño de activos estratégicos como Salina Cruz, el cual generó ingresos por 7.9 millones de pesos durante el ejercicio derivado de su operación parcial. Al cierre del 4T25, el saldo insoluto con esta institución se ubicó en 274.6 millones de pesos, consolidando las disposiciones del año y el manejo de líneas tras el refinanciamiento del crédito sindicado efectuado en enero de 2025. Dicha estructura permite al fideicomiso asegurar la liquidez necesaria para el inicio de operaciones del componente comercial de Espacio Condesa</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Bancrea</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Durante el 3T20, el Comité Técnico aprobó la contratación de un crédito con Bancrea por hasta $ 300 millones de pesos para financiar de manera temporal las necesidades de capital de trabajo, relacionadas con el desarrollo de obras, con una tasa de TIIE + 500 pb y vencimiento de 3 años. Para dicho crédito se dieron en garantía los activos de Torre Arcos y Torre Premier. El 3 de septiembre de 2020, fueron dispuestos $64.1 millones, mientras que el 9 de diciembre de 2020 se dispusieron $98.0 millones, ambos utilizados para actividades de obra de los proyectos en desarrollo. En marzo del 2022, se dispusieron los $137.9 millones restantes de dicho crédito. Durante el 4T22 se ejecutó una línea de crédito adicional de la cual se dispusieron 120 millones de pesos, cuyo uso fue el pago pendiente por realizar de la adquisición de Nuevo Laredo. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Durante el 1T23 se amortizaron $162.1 millones con recursos de la tercera disposición del crédito sindicado, por lo que se inició el trámite para liberar la garantía de los activos de Torre Arcos y Torre Premier. En diciembre de 2023 se reestructuro el saldo pendiente de la deuda con Bancrea y se constituyó una nueva deuda por 400 mdp con garantía hipotecaria, los cuales se dispusieron durante el mismo mes.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En el primer trimestre 2024 se dispusieron 200 mdp más de la línea, que se utilizaron para la compra del 10% de títulos de Fibra HD, así como para el desarrollo de Espacio Condesa.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En jun-24 se dispuso de una linea de arrendamiento para equipos y activo fijo para Espacio Condesa oficinas y Espacio Condesa comercial x 168mdp</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Durante 2025, se obtuvieron 130 millones de pesos adicionales de la línea de crédito revolvente con Bancrea, recursos que fueron destinados íntegramente a los avances de obra de Espacio Condesa. Esta disposición se llevó a cabo bajo términos y condiciones consistentes con los contratos previos de la institución. Al cierre del 4T25, el saldo insoluto con esta institución se ubicó en 953.8 millones de pesos, consolidando las líneas de capital de trabajo, la adquisición de títulos de Fibra HD y el arrendamiento de activos fijos necesarios para el equipamiento y estabilización de los componentes comercial y de oficinas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Banco </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Mercantil</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> de Panamá</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El 26 de diciembre de 2024 </span><span style="font-family:'Times New Roman'; font-size:10pt">s</span><span style="font-family:'Times New Roman'; font-size:10pt">e contrat</span><span style="font-family:'Times New Roman'; font-size:10pt">ó</span><span style="font-family:'Times New Roman'; font-size:10pt"> y se dispuso un crédito revolvente a 12 meses con el Banco Mercantil de Panamá por un monto de $5 millones de dólares, esta operación representa un hito relevante dentro de las alternativas de financiamiento con las que cuenta el fideicomiso, dichos recursos se encuentran reservados en la tesorería.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En diciembre de 2025, se llevó a cabo la renovación del crédito con el Banco Mercantil de Panamá por un monto de 5 millones de dólares. Esta operación</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">continúa siendo un hito relevante en la diversificación de las fuentes de financiamiento internacional del fideicomiso</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Sabadell y DD3</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En la misma sesión del Comité del 3T20, se aprobó la adquisición del Portafolio Industrial en Nuevo Laredo, TMEC-III, sujeto a la obtención del financiamiento bancario. Así, en sesión del Comité Técnico celebrada en julio del 2021, correspondiente a los resultados del 2T21, se autorizó la contratación del crédito con Sabadell y DD3 para la compra apalancada de TMEC-III. Como resultado, el 9 de agosto de 2021 se firmó el contrato de crédito con Sabadell, a través del cual se dispusieron 15 millones de dólares para la compra del activo en Nuevo Laredo. Asimismo, con fecha 5 de agosto de 2021, se firmó un contrato de crédito simple con garantía fiduciaria con DD3, por 3.5 millones de dólares, el cual fue dispuesto en su totalidad para el pago de las naves y, a la fecha de este reporte, ya fue amortizado en su totalidad con los recursos de la tercera disposición del crédito sindicado. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre de 2025, el crédito con Sabadell se encuentra integrado en el plan de reubicación de activos para consolidar a Fibra HD como el vehículo especializado en el sector industrial. La migración de las propiedades industriales de Fibra Plus, programada para ejecutarse durante el primer trimestre de 2026, incluye el </span><span style="font-family:'Times New Roman'; font-size:10pt">prepago de</span><span style="font-family:'Times New Roman'; font-size:10pt"> este crédito con una línea de Fibra HD.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">A la fecha del reporte, el monto pendiente de pago con Sabadell asciende a 11.7 millones de dólares, lo que se traduce en un saldo insoluto al finalizar el 4T25 de 208.4 millones de pesos. Por su parte, el financiamiento con DD3 ya ha sido amortizado en su totalidad con recursos de disposiciones previas, por lo que ya no figura como parte de la deuda vigente en el presente </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Deuda Fibra </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Plus</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre del 4T25, el índice de apalancamiento de Fibra Plus, medido como Activo Total sobre Capital Contable, se ubicó en 1.</span><span style="font-family:'Times New Roman'; font-size:10pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt">x, encontrándose aun así en un rango en línea con la industria y con la estrategia </span><span style="font-family:'Times New Roman'; font-size:10pt">de financiamiento de Fibra Plus, dando cabal cumplimiento a las disposiciones legales existentes en este sentido. Como se mencionó previamente, el LTV de Fibra Plus finalizó en 31.6</span><span style="font-family:'Times New Roman'; font-size:10pt">1</span><span style="font-family:'Times New Roman'; font-size:10pt">% al cierre del 31 de diciembre de 2025</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">De esta manera, al cierre del 4T2</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, el índice de apalancamiento, medido como Pasivo Total sobre Capital Contable, se ubicó en </span><span style="font-family:'Times New Roman'; font-size:10pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt">1.06</span><span style="font-family:'Times New Roman'; font-size:10pt">%</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Calificaciones crediticias</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">de Fibra Plus</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre del 2025, Fibra Plus no cuenta con calificación crediticia por parte de un tercero. Fibra Plus podrá acudir al mercado de capitales para captar recursos de forma periódica, una vez identificadas las oportunidades de adquisición, de manera que el costo de acarreo de los recursos líquidos con que pueda contar sea tan bajo como sea posible.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Distribución en efectivo a los Tenedores. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">El 21 de abril de 2023, Fibra Plus pagó la primera distribución en efectivo equivalente a $0.0862586055040608 por CBFI por concepto distribución de pago por reembolso de capital, equivalente a aproximadamente 55 millones correspondiente a la venta del colegio Piaget.</span><span style="-aw-bookmark-end:_Toc38371088"></span><span style="-aw-bookmark-end:_Toc465886060"></span><span style="-aw-bookmark-end:_Toc256000045"></span><span style="-aw-bookmark-end:_Toc256000261"></span><span style="-aw-bookmark-end:_Toc415173933"></span><span style="-aw-bookmark-end:_Toc414900568"></span><span style="-aw-bookmark-end:_Toc414637476"></span><span style="-aw-bookmark-end:_Toc256000017"></span><span style="-aw-bookmark-end:_Toc256000110"></span><span style="-aw-bookmark-end:_Toc256000204"></span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En </span><span style="font-family:'Times New Roman'; font-size:10pt">202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt"> no se realizaron distribuciones en efectivo.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><a name="_Toc38371089" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Descripción del Negocio</span><span style="-aw-bookmark-end:_Toc256000262"></span><span style="-aw-bookmark-end:_Toc256000046"></span><span style="-aw-bookmark-end:_Toc465886061"></span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">.</span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus desarrolla, adquiere, posee, opera y arrienda activos inmobiliarios destinados al arrendamiento en México. Fibra Plus está diseñada para generar rendimientos atractivos con riesgo ajustado a largo plazo para los Tenedores, mediante la apreciación de sus Activos y Distribuciones de Efectivo. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Para alcanzar dichos objetivos, Fibra Plus se apoya en la experiencia de un selecto grupo de desarrolladores y operadores de inmuebles, así como en un modelo de negocios que integra verticalmente la cadena de valor que va desde la identificación de los conceptos y ubicaciones para los desarrollos inmobiliarios, proceso de comercialización y arrendamiento, operación de los mismos hasta la estabilización y la eventual captura de la plusvalía de existir las condiciones de mercado para la venta del inmueble.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El Patrimonio del Fideicomiso está constituido por diversos activos y proyectos en fase de desarrollo, en zonas del país con alto crecimiento tanto demográfico como económico; y en menor medida, por activos </span><span style="font-family:'Times New Roman'; font-size:10pt">estabilizados que proveen el flujo de operación para el Administrador y el pago del servicio de deuda. Se espera terminar la obra del portafolio en desarrollo </span><span style="font-family:'Times New Roman'; font-size:10pt">e</span><span style="font-family:'Times New Roman'; font-size:10pt">n</span><span style="font-family:'Times New Roman'; font-size:10pt"> 202</span><span style="font-family:'Times New Roman'; font-size:10pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt">, e iniciar la operación de </span><span style="font-family:'Times New Roman'; font-size:10pt">forma parcial desde inicios de 2026</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span><span style="font-family:'Times New Roman'; font-size:10pt"> Hasta ahora, la mayor parte de los recursos líquidos del Fideicomiso se han utilizado para desarrollar, terminar, operar, estabilizar y, en el momento indicado, capturar la plusvalía de los inmuebles.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">i)</span><span style="font:7.0pt 'Times New Roman'">                    </span><a name="_Toc38371090" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Sectores inmobiliarios en los que el Fideicomiso está enfocado a invertir</span><span style="-aw-bookmark-end:_Toc256000263"></span><span style="-aw-bookmark-end:_Toc256000047"></span><span style="-aw-bookmark-end:_Toc465886062"></span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> (comercial, industrial, habitacional, oficinas, mixto, etc.).</span></a>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Los sectores inmobiliarios en los que el Fideicomiso está enfocado a invertir son el sector comercial, de oficinas AAA, industrial, vivienda en renta y uso mixto (incluye en el mismo lugar comercio, oficinas y residencial). No obstante, en el futuro Fibra Plus podrá enfocarse en otros sectores inmobiliarios conforme la administración y dirección de Fibra Plus considere conveniente en beneficio de los Tenedores, como podrán ser los sectores hospitalario, hotelero y escolar.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">i)</span><span style="font:7.0pt 'Times New Roman'">                    </span><a name="_Toc38371091" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Patentes, licencias, marcas y otros contratos</span><span style="-aw-bookmark-end:_Toc256000264"></span><span style="-aw-bookmark-end:_Toc256000048"></span><span style="-aw-bookmark-end:_Toc465886063"></span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">.</span></a>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Esta sección no es aplicable ya que el Fideicomiso no cuenta con ninguna patente, licencia o marca u otro contrato relevante, diferente a los que tengan que ver con el giro normal del negocio.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">i)</span><span style="font:7.0pt 'Times New Roman'">                    </span><a name="_Toc38371092" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Principales clientes.</span></a>
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<a name="_Hlk191635672" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:'Book Antiqua'; font-size:10pt">5</span><span style="font-family:'Book Antiqua'; font-size:10pt">, 4</span><span style="font-family:'Book Antiqua'; font-size:10pt">6</span><span style="font-family:'Book Antiqua'; font-size:10pt"> inmuebles de la cartera se encontraban en operación . A continuación, se describen los principales clientes de los </span><span style="font-family:'Book Antiqua'; font-size:10pt">nueve</span><span style="font-family:'Book Antiqua'; font-size:10pt"> proyectos en operación así como de la cartera de Fibra HD:</span></a>
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<span style="-aw-bookmark-end:_Hlk39061937"></span><span style="-aw-bookmark-end:_Toc256000265"></span><span style="-aw-bookmark-end:_Toc256000049"></span><span style="-aw-bookmark-end:_Toc465886064"></span><span style="-aw-bookmark-end:_Toc38371092"></span><span style="font-family:'Times New Roman'; font-size:10pt">1. </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Autlán:</span><span style="font-family:'Times New Roman'; font-size:10pt"> (i) </span><span style="font-family:'Times New Roman'; font-size:10pt">En términos de ABR, el inquilino más importante, con el 34.8% del ABR y el 32.4% de los ingresos potenciales, es la cadena de cines más importante de México. Durante el 2022, Fibra Plus llegó a una nueva negociación con esta cadena para elevar el monto de la renta variable y disminuir la renta fija, efecto que traería beneficios en el largo plazo para Fibra Plus. Esta misma cadena solicitó en el pasado una ampliación de espacio que, con motivo de la contingencia, ha sufrido un retraso, y que se espera se reactive en cuanto se presente una economía más estable. (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) El segundo cliente más importante, con el 13.6% del ABR y el 9.8% de los ingresos potenciales, es una tienda de gran formato de venta de autopartes, refacciones, químicos y accesorios automotrices y servicio de revisiones mecánicas, y (</span><span style="font-family:'Times New Roman'; font-size:10pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt">) el tercero más importante es una empresa que se dedica a la fabricación de alimentos diversos, quien representa el 7.3% del ABR y el 3.6% de los ingresos potenciales totales. </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> En suma, los tres representan una concentración de clientes importante, con el 56.0% del ABR y el 44.7% de los ingresos potenciales. En el año, el centro comercial presentó una reconfiguración de áreas en pro de comercializar las áreas disponibles.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 2025, el desempeño de este inmueble se mantuvo alineado con la eficiencia operativa de la emisora, la cual reportó una </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">ocupación consolidada</span><span style="font-family:'Times New Roman'; font-size:10pt"> del </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">94.36%</span><span style="font-family:'Times New Roman'; font-size:10pt"> al cierre del año. Es relevante señalar que el portafolio estabilizado alcanzó un nivel de ocupación del </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">96.48%</span><span style="font-family:'Times New Roman'; font-size:10pt">, lo que confirma la resiliencia de activos como Autlán ante las condiciones del mercado. Esta estabilidad se vio favorecida por la estrategia de reconfiguración de espacios y la solidez de los arrendatarios ancla, permitiendo optimizar el uso de las áreas comerciales y asegurar la continuidad operativa del activo.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">2. </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Baja California:</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">Este </span><span style="font-family:'Times New Roman'; font-size:10pt">activo</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">destaca</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">por</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">su</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">perfil</span><span style="font-family:'Times New Roman'; font-size:10pt"> industrial y </span><span style="font-family:'Times New Roman'; font-size:10pt">su</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">ubicación</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">estratégica</span><span style="font-family:'Times New Roman'; font-size:10pt">, </span><span style="font-family:'Times New Roman'; font-size:10pt">concentrando</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">su</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">operación</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">en</span><span style="font-family:'Times New Roman'; font-size:10pt"> dos </span><span style="font-family:'Times New Roman'; font-size:10pt">arrendatarios</span><span style="font-family:'Times New Roman'; font-size:10pt"> de </span><span style="font-family:'Times New Roman'; font-size:10pt">relevancia</span><span style="font-family:'Times New Roman'; font-size:10pt"> global:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Sector Manufactura (Instrumentos Musicales): Una de las empresas fabricantes y distribuidoras de instrumentos musicales más reconocida del mundo ocupa el 45.7% del ABR y genera el 54.8% de los ingresos potenciales.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Sector Automotriz (Componentes de Seguridad): Una empresa productora de componentes de seguridad para automóviles (Tier 2) representa el 35.7% del ABR y el 30.3% de los ingresos potenciales.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 2025, el activo de Baja California se consolidó como una de las piezas clave dentro del portafolio industrial del Fideicomiso, beneficiándose de la alta demanda de espacios derivada del fenómeno del nearshoring en la región fronteriza. En términos operativos, la emisora reportó una ocupación consolidada del 94.36% al cierre del año, mientras que su portafolio estabilizado alcanzó un nivel óptimo del 96.48%. La permanencia y solvencia de los inquilinos en este inmueble, vinculados a cadenas de suministro globales, refuerzan la estabilidad del flujo operativo y la resiliencia de la cartera industrial frente a las fluctuaciones del mercado.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">3. </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Portafolio Sonora</span><span style="font-family:'Times New Roman'; font-size:10pt">: </span><span style="font-family:'Times New Roman'; font-size:10pt">El principal cliente de este Portafolio es una empresa internacional maquiladora de maquinaria para jardinería bajo diferentes marcas (podadoras, desbrozadoras, sierras eléctricas, etc.), la cual representa el 60.7% del ABR y el 61.0% de los ingresos potenciales. Cabe mencionar que, durante el 1T23, se adquirieron dos naves adicionales del portafolio industrial, con un ABR de 7,987 m2, con ocupación del 100% y dos inquilinos principales.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 2025, el Portafolio Sonora se consolidó como uno de los activos industriales con mayor estabilidad dentro de la cartera, manteniendo niveles de desocupación mínimos gracias a la integración total de las naves adquiridas en 2023. El desempeño de este portafolio fue fundamental para que la emisora reportara una ocupación consolidada del 94.36% al cierre del año, destacando que el portafolio estabilizado —donde se ubican estos activos de Sonora— alcanzó un 96.48%. La vocación exportadora de sus inquilinos, vinculada a sectores de manufactura especializada, ha permitido capturar de manera eficiente los beneficios del dinamismo industrial en la región fronteriza, asegurando la continuidad de los flujos y la resiliencia operativa frente a los retos logísticos del periodo.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">4. </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Portafolio TMEC-III</span><span style="font-family:'Times New Roman'; font-size:10pt">: </span><span style="font-family:'Times New Roman'; font-size:10pt">El activo cuenta con 6 inquilinos y una ocupación del 100%. Tiene dos inquilinos relevantes con cerca del 30% del ABR, uno de los cuales es una empresa manufacturera proveedora de productos de alta resistencia térmica para diversas industrias, mientras que la segunda manufactura más de 10 mil electrodomésticos para aplicaciones comerciales y del hogar.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 2025, el activo TMEC-III se mantiene como uno de los pilares de máxima eficiencia dentro del portafolio industrial, conservando su tasa de ocupación del 100%. Este desempeño excepcional ha sido clave para sustentar la robustez del portafolio estabilizado de la emisora, el cual cerró el año con una ocupación del 96.48%, superando el promedio consolidado del 94.36%. La diversificación de sus inquilinos en sectores críticos de manufactura especializada no solo garantiza la estabilidad de los flujos, sino que reafirma la competitividad de los activos industriales de Fibra Plus frente a la creciente demanda de espacios logísticos y de producción en los corredores estratégicos del país.</span>
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<span style="font:7.0pt 'Times New Roman'">                   </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Torre Arcos</span><span style="font-family:'Times New Roman'; font-size:10pt">: Durante el 2T18, Fibra Plus finalizó la remodelación de la Torre Arcos ubicada en Guadalajara, Jalisco. Este es el primer activo perteneciente al segmento de oficinas con el que cuenta Fibra Plus, el cual posee un ABR de 4,831 m2. A la fecha de este reporte, Fibra Plus cuenta con una propuesta de compra del edificio, razón por la cual se ha pausado la comercialización del edificio</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span><span style="font-family:'Arial Narrow'; font-size:11pt; color:#ff0000"> </span><span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de </span><span style="font-family:'Times New Roman'; font-size:10pt">diciembre</span><span style="font-family:'Times New Roman'; font-size:10pt"> de 2025, Torre Arcos </span><span style="font-family:'Times New Roman'; font-size:10pt">permanece</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">clasificada</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">dentro</span><span style="font-family:'Times New Roman'; font-size:10pt"> de la </span><span style="font-family:'Times New Roman'; font-size:10pt">estrategia</span><span style="font-family:'Times New Roman'; font-size:10pt"> de </span><span style="font-family:'Times New Roman'; font-size:10pt">rotación</span><span style="font-family:'Times New Roman'; font-size:10pt"> de </span><span style="font-family:'Times New Roman'; font-size:10pt">activos</span><span style="font-family:'Times New Roman'; font-size:10pt"> no </span><span style="font-family:'Times New Roman'; font-size:10pt">estratégicos</span><span style="font-family:'Times New Roman'; font-size:10pt"> del </span><span style="font-family:'Times New Roman'; font-size:10pt">Fideicomiso</span><span style="font-family:'Times New Roman'; font-size:10pt">. La </span><span style="font-family:'Times New Roman'; font-size:10pt">administración</span><span style="font-family:'Times New Roman'; font-size:10pt"> ha </span><span style="font-family:'Times New Roman'; font-size:10pt">mantenido</span><span style="font-family:'Times New Roman'; font-size:10pt"> la </span><span style="font-family:'Times New Roman'; font-size:10pt">política</span><span style="font-family:'Times New Roman'; font-size:10pt"> de </span><span style="font-family:'Times New Roman'; font-size:10pt">desinversión</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">selectiva</span><span style="font-family:'Times New Roman'; font-size:10pt"> para </span><span style="font-family:'Times New Roman'; font-size:10pt">este</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">inmueble</span><span style="font-family:'Times New Roman'; font-size:10pt">, con </span><span style="font-family:'Times New Roman'; font-size:10pt">el</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">objetivo</span><span style="font-family:'Times New Roman'; font-size:10pt"> de </span><span style="font-family:'Times New Roman'; font-size:10pt">reciclar</span><span style="font-family:'Times New Roman'; font-size:10pt"> capital </span><span style="font-family:'Times New Roman'; font-size:10pt">hacia</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">proyectos</span><span style="font-family:'Times New Roman'; font-size:10pt"> de mayor </span><span style="font-family:'Times New Roman'; font-size:10pt">escala</span><span style="font-family:'Times New Roman'; font-size:10pt"> y </span><span style="font-family:'Times New Roman'; font-size:10pt">rentabilidad</span><span style="font-family:'Times New Roman'; font-size:10pt">, </span><span style="font-family:'Times New Roman'; font-size:10pt">como</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">el</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">desarrollo</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Espacio Condesa y la </span><span style="font-family:'Times New Roman'; font-size:10pt">expansión</span><span style="font-family:'Times New Roman'; font-size:10pt"> del </span><span style="font-family:'Times New Roman'; font-size:10pt">portafolio</span><span style="font-family:'Times New Roman'; font-size:10pt"> industrial. </span><span style="font-family:'Times New Roman'; font-size:10pt">Pese</span><span style="font-family:'Times New Roman'; font-size:10pt"> a la pausa </span><span style="font-family:'Times New Roman'; font-size:10pt">en</span><span style="font-family:'Times New Roman'; font-size:10pt"> la </span><span style="font-family:'Times New Roman'; font-size:10pt">comercialización</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">activa</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">por</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">el</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">proceso</span><span style="font-family:'Times New Roman'; font-size:10pt"> de </span><span style="font-family:'Times New Roman'; font-size:10pt">venta</span><span style="font-family:'Times New Roman'; font-size:10pt">, </span><span style="font-family:'Times New Roman'; font-size:10pt">el</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">desempeño</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">operativo</span><span style="font-family:'Times New Roman'; font-size:10pt"> global de la </span><span style="font-family:'Times New Roman'; font-size:10pt">emisora</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">mostró</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">solidez</span><span style="font-family:'Times New Roman'; font-size:10pt">, con </span><span style="font-family:'Times New Roman'; font-size:10pt">una</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">ocupación</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">consolidada</span><span style="font-family:'Times New Roman'; font-size:10pt"> del 94.36% y un 96.48% </span><span style="font-family:'Times New Roman'; font-size:10pt">en</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">el</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">portafolio</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">estabilizado</span><span style="font-family:'Times New Roman'; font-size:10pt">. Esta </span><span style="font-family:'Times New Roman'; font-size:10pt">gestión</span><span style="font-family:'Times New Roman'; font-size:10pt"> de </span><span style="font-family:'Times New Roman'; font-size:10pt">activos</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">permite</span><span style="font-family:'Times New Roman'; font-size:10pt"> al </span><span style="font-family:'Times New Roman'; font-size:10pt">Fideicomiso</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">optimizar</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">su</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">estructura</span><span style="font-family:'Times New Roman'; font-size:10pt"> de capital y </span><span style="font-family:'Times New Roman'; font-size:10pt">concentrar</span><span style="font-family:'Times New Roman'; font-size:10pt"> sus </span><span style="font-family:'Times New Roman'; font-size:10pt">esfuerzos</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">operativos</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">en</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">los</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">sectores</span><span style="font-family:'Times New Roman'; font-size:10pt"> de mayor </span><span style="font-family:'Times New Roman'; font-size:10pt">dinamismo</span><span style="font-family:'Times New Roman'; font-size:10pt"> y </span><span style="font-family:'Times New Roman'; font-size:10pt">demanda</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">en</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">el</span><span style="font-family:'Times New Roman'; font-size:10pt"> mercado actual.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">GT Plastics</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">: </span><span style="font-family:'Times New Roman'; font-size:10pt">El activo cuenta con un </span><span style="font-family:'Times New Roman'; font-size:10pt">inquilino</span><span style="font-family:'Times New Roman'; font-size:10pt"> único que es una empresa trasnacional.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 2025, el activo GT Plastics se mantiene como un componente de alta certidumbre dentro del portafolio industrial, conservando una tasa de ocupación del 100% bajo un esquema de arrendamiento con un solo ocupante (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Single-Tenant</span><span style="font-family:'Times New Roman'; font-size:10pt">). La naturaleza de este contrato y la solvencia de la empresa trasnacional que lo ocupa han sido fundamentales para que la emisora reporte una ocupación consolidada del 94.36% al cierre del año, con un portafolio estabilizado operando al 96.48%. En el contexto actual de relocalización de cadenas productivas (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">nearshoring</span><span style="font-family:'Times New Roman'; font-size:10pt">), este activo refuerza la estabilidad del flujo de efectivo del Fideicomiso, minimizando los gastos operativos y asegurando una gestión patrimonial eficiente y de bajo riesgo para los tenedores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Torre Premier:</span><span style="font-family:'Times New Roman'; font-size:10pt"> En noviembre del 2019, Fibra Plus realizó un evento para inaugurar formalmente la operación del edificio, que actualmente cuenta con dos inquilinos en el área comercial ocupando 431 m2 de área rentable. A la fecha, existe el interés de rentar la totalidad del inmueble por un solo arrendatario.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 2025, Torre Premier se mantiene como un activo estratégico dentro del segmento de oficinas, continuando con las gestiones para la consolidación de un arrendatario institucional único que optimice la ocupación total del inmueble. El desempeño de este activo se enmarca en un año donde la emisora alcanzó una ocupación consolidada del 94.36%, mientras que el portafolio estabilizado operó a un nivel del 96.48%. A pesar de los retos específicos del sector de oficinas, la solidez financiera de Fibra Plus y la ubicación de Torre Premier permiten mantener una postura comercial selectiva, buscando contratos de largo plazo que aseguren la estabilidad de los flujos y contribuyan a la maduración del portafolio operativo proyectada para 2026.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; text-decoration:underline">Salina Cruz:</span><span style="font-family:'Book Antiqua'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">El activo cuenta con una shadow anchor, Soriana, que se encuentra en adecuaciones de su caja, razón por la cual se ha retrasado la apertura del centro comercial. Actualmente, el activo cuenta con un avance de contratos firmados y en proceso de firma por 40% del ABR</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 2025, el activo de Salina Cruz continúa en su proceso de maduración y comercialización estratégica tras la estabilización de su tienda ancla. Durante el presente ejercicio, el Fideicomiso ha priorizado la consolidación del </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">mix</span><span style="font-family:'Times New Roman'; font-size:10pt"> comercial para acelerar la apertura formal del centro, logrando un avance significativo en la firma de contratos de arrendamiento. El desempeño de este proyecto se enmarca en un periodo donde la emisora reportó una ocupación consolidada del 94.36%, mientras que su portafolio estabilizado —aquellos activos que ya operan con flujos constantes— alcanzó un nivel del 96.48%. Al tratarse de un activo en etapa de estabilización, su plena integración operativa durante el ciclo 2026 es fundamental para fortalecer la presencia de Fibra Plus en el sector comercial del sureste del país y contribuir al flujo operativo total del Fideicomiso.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; text-decoration:underline">Fibra HD sector comercial:</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt">este sector cuenta con 19 propiedades con un total de 4</span><span style="font-family:'Times New Roman'; font-size:10pt">92</span><span style="font-family:'Times New Roman'; font-size:10pt"> inquilinos y 14</span><span style="font-family:'Times New Roman'; font-size:10pt">6,067</span><span style="font-family:'Times New Roman'; font-size:10pt"> m2 rentados de los 156,893m2 de abr con un 9</span><span style="font-family:'Times New Roman'; font-size:10pt">3.10</span><span style="font-family:'Times New Roman'; font-size:10pt">% de ocupación, en los cuales destacan los siguientes inquilinos: Walmart, Cinemex, Santander, Telcel, HSBC, Burger Telc, Big bola y AT&T.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 2025, el segmento comercial de la cartera HD ha demostrado una notable resiliencia, consolidándose como un generador de flujo defensivo gracias a su alta exposición a inquilinos de servicios esenciales y sector financiero. Al cierre del año, la ocupación consolidada de la emisora se situó en un 94.36%, impulsada en gran medida por la estabilidad de estos activos comerciales, mientras que el portafolio estabilizado alcanzó un nivel del 96.48%. La gestión activa de los 492 contratos ha permitido mantener niveles de retención saludables, capturando incrementos en rentas ligados a la inflación. Esta sólida base de arrendatarios, que incluye líderes globales en retail y telecomunicaciones, proporciona la estabilidad necesaria para que el Fideicomiso continúe con su estrategia de crecimiento y optimización de capital proyectada para el ciclo 2026.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">10. Fibra HD sector industrial:</span><span style="font-family:'Times New Roman'; font-size:10pt"> Cuenta con 9 propiedades, de las cuales se tiene 13 inquilinos y con 9</span><span style="font-family:'Times New Roman'; font-size:10pt">4,501</span><span style="font-family:'Times New Roman'; font-size:10pt"> m2 ocupados del 94,501m2 de abr total que corresponde a un </span><span style="font-family:'Times New Roman'; font-size:10pt">100</span><span style="font-family:'Times New Roman'; font-size:10pt">% de ocupación, en donde resaltan los siguientes inquilinos: HYSON, DAHER, Elektra, Yazaki, y Heineken.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre de 2025, el sector industrial de Fibra HD mantuvo una ocupación del 100.0%, consolidándose como el activo más eficiente del portafolio. Gracias a la solidez de sus inquilinos globales y al impulso del </span><span style="font-family:'Times New Roman'; font-size:10pt">nearshoring</span><span style="font-family:'Times New Roman'; font-size:10pt">, este segmento fue fundamental para sostener la ocupación consolidada de la emisora en un 9</span><span style="font-family:'Times New Roman'; font-size:10pt">4</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span><span style="font-family:'Times New Roman'; font-size:10pt">89</span><span style="font-family:'Times New Roman'; font-size:10pt">%, asegurando flujos estables y de bajo riesgo.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">11. Fibra HD sector Educativo:</span><span style="font-family:'Times New Roman'; font-size:10pt"> Son 6 propiedades de las cuales hay 5 inquilinos con un abr de 39,115 con un porcentaje de ocupación del </span><span style="font-family:'Times New Roman'; font-size:10pt">100</span><span style="font-family:'Times New Roman'; font-size:10pt">%, en donde destacan los colegios como Celtic Internacional,</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">IPETH y México nuevo campus Querétaro.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre de 2025, el sector educativo mantuvo una </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">ocupación del 100%</span><span style="font-family:'Times New Roman'; font-size:10pt"> en sus 6 propiedades, reafirmándose como un componente defensivo esencial del portafolio. La estabilidad de sus inquilinos institucionales fue clave para mitigar la volatilidad de otros mercados, contribuyendo directamente a la solidez de la ocupación consolidada</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">12. Fibra HD sector Oficinas:</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">7</span><span style="font-family:'Times New Roman'; font-size:10pt"> propiedades componen a este sector que cuenta con 31 inquilinos y con de </span><span style="font-family:'Times New Roman'; font-size:10pt">9,040</span><span style="font-family:'Times New Roman'; font-size:10pt"> m2 rentados de los 15,5</span><span style="font-family:'Times New Roman'; font-size:10pt">60</span><span style="font-family:'Times New Roman'; font-size:10pt"> m2 que corresponde al 5</span><span style="font-family:'Times New Roman'; font-size:10pt">8.10</span><span style="font-family:'Times New Roman'; font-size:10pt">% de ocupación en donde destacan: Citibanamex, </span><span style="font-family:'Times New Roman'; font-size:10pt">Fermaca</span><span style="font-family:'Times New Roman'; font-size:10pt"> y </span><span style="font-family:'Times New Roman'; font-size:10pt">Alignmex</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre de 2025, el sector de oficinas registró una ocupación del </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">60.31</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">%</span><span style="font-family:'Times New Roman'; font-size:10pt">, reflejando los retos persistentes de este segmento en el m</span><span style="font-family:'Times New Roman'; font-size:10pt">ercado. </span><span style="-aw-bookmark-end:_Hlk191635672"></span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">i)</span><span style="font:7.0pt 'Times New Roman'">                    </span><a name="_Hlk39061975" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Legislación aplicable y régimen fiscal.</span></a>
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<span style="-aw-bookmark-end:_Hlk39061975"></span><span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus está sujeta al régimen fiscal aplicable de una FIBRA, de conformidad con los artículos 187 y 188 de la LISR. Por lo anterior, es intención que Fibra Plus cumpla con los requisitos necesarios para calificar como un fideicomiso de inversión en bienes raíces en términos de lo dispuesto en los artículos 187 y 188 de la LISR antes mencionados. Dichos requisitos consisten en lo siguiente:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">(i)</span><span style="font:7.0pt 'Times New Roman'">            </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Estar constituido de conformidad con las leyes mexicanas y que el fiduciario sea una institución de crédito residente en México.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">(ii)</span><span style="font:7.0pt 'Times New Roman'">            </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Que el fin primordial del Fideicomiso sea la adquisición o construcción de Inmuebles que se destinen al arrendamiento, adquisición del derecho a recibir los ingresos derivados del arrendamiento de dichos bienes y otorgar créditos hipotecarios para dichos fines.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">(iii)</span><span style="font:7.0pt 'Times New Roman'">            </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Invertir cuando menos el 70% del patrimonio del Fideicomiso en Inmuebles, derechos o créditos señalados conforme al inciso anterior, e invertir el remanente en bonos emitidos por el Gobierno Federal inscritos en el RNV o en acciones de sociedades de inversión que inviertan en instrumentos de deuda.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">(iv)</span><span style="font:7.0pt 'Times New Roman'">            </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Conservar los Inmuebles adquiridos y desarrollados con el objeto de arrendarlos, durante un plazo de al menos cuatro años contados a partir de su adquisición o de la conclusión de su construcción;</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">(v)</span><span style="font:7.0pt 'Times New Roman'">            </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Emitir certificados de participación por los bienes que integren el patrimonio del Fideicomiso. Los CBFIs deben colocarse en la BMV o ser adquiridos por al menos </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">diez inversionistas que (i) no sean partes relacionadas, y (ii) no sean titulares, en lo individual, de más del 20% de los CBFIs emitidos por Fibra Plus.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">(vi)</span><span style="font:7.0pt 'Times New Roman'">            </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Cuando se estipule en los contratos o convenios de arrendamiento que para determinar el monto de las contraprestaciones se incluyan montos variables o referidos a porcentajes, los mismos no podrán exceder del 5% del monto total de los ingresos anuales por concepto de rentas del Fideicomiso, excepto cuando la contraprestación se determine en función de un porcentaje fijo de las ventas del Arrendatario.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 72pt; text-indent:-35.22pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">(vii)</span><span style="font:7.0pt 'Times New Roman'">            </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">El Fideicomiso deberá inscribirse en el Registro de fideicomisos dedicados a la adquisición o construcción de Inmuebles, de conformidad con las reglas que al efecto expida el SAT.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Los requisitos arriba señalados deben ser cumplidos para poder aplicar el régimen fiscal establecido en el artículo 188 de la LISR por el Fideicomiso y los Tenedores de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, por lo que en caso de no cumplir alguno de estos, el Fideicomiso y los Tenedores pudieran no estar sujetos a los beneficios establecidos en dicho artículo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">La fracción III del artículo 187 establece que al menos el 70% del Patrimonio del Fideicomiso esté invertido en bienes inmuebles, en derechos a percibir ingresos provenientes del arrendamiento o a financiamiento para esos fines con garantía hipotecaria y el remanente se invierta en valores a cargo del Gobierno Federal inscritos en el Registro Nacional de Valores o en acciones de fondos de inversión en instrumentos de deuda. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En adición a lo anterior, la regla 3.21.3.5 de la Resolución Miscelánea Fiscal vigente para 2018, establece el procedimiento que debe seguirse para determinar el porcentaje de inversión antes referido y, para el cual, se deberá considerar el valor promedio anual que tengan los bienes inmuebles, derechos o créditos señalados. Asimismo, la misma regla menciona que tratándose de fideicomisos al amparo de los cuales se emitan certificados de participación o certificados bursátiles fiduciarios, colocados entre el gran público inversionista, se podrá cumplir el requisito a que se refiere el artículo 187, fracción III de la Ley del ISR, por cada una de las emisiones que se realicen al amparo de un mismo fideicomiso, a partir del mismo día del año inmediato posterior a aquél en el que el fiduciario colocó los certificados correspondientes a la emisión de que se trate.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En este sentido, en el caso de Fibras que emitan </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> colocados ante el gran público inversionista podrán cumplir el requisito del porcentaje de inversión a partir del mismo día del año inmediato posterior a que se haga la emisión de estos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ahora bien, si para la fecha antes referida, el patrimonio del fideicomiso no se encuentre invertido en las proporciones establecidas en la fracción III del artículo 187 de la LISR, Fibra Plus no sería sujeto del régimen establecido en el artículo 188 de la LISR </span><span style="font-family:'Times New Roman'; font-size:10pt">y</span><span style="font-family:'Times New Roman'; font-size:10pt"> por lo tanto, derivarían las siguientes consecuencias</span><span style="font-family:'Times New Roman'; font-size:10pt">:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">El Fiduciario tendría la obligación de realizar pagos provisionales del impuesto sobre la renta a los que se refiere el artículo 14 de la LISR desde el momento en que se realicen actividades empresariales a través de este. En este caso, los fideicomisarios acumularían a sus demás ingresos del ejercicio, la parte resultado fiscal que les corresponda y acreditarán en la misma proporción los pagos provisionales que hayan sido efectuados por el Fiduciario.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ahora bien, en caso de que el Fideicomiso únicamente recibiera ingresos por concepto de arrendamiento, la obligación de efectuar pagos provisionales no sería aplicable siempre y cuando se cumpla con lo establecido en la regla 3.1.15 de la Resolución Miscelánea Fiscal vigente para </span><span style="font-family:'Times New Roman'; font-size:10pt">2021</span><span style="font-family:'Times New Roman'; font-size:10pt">. En caso de que en la miscelánea Fiscal aplicable para el 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt"> se mantenga esta regla, seguirá sin ser aplicable la obligación de efectuar pagos provisionales para el ejercicio fiscal 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Los Fideicomitentes que hayan aportado bienes inmuebles al fideicomiso y que hayan recibido </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> como contraprestación, deberán pagar el impuesto que en su caso hubieran diferido al momento de la aportación actualizado y de conformidad con lo dispuesto en la fracción XI del artículo 188 de la LISR.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En seguida, se presenta una descripción de ciertas consecuencias fiscales en materia de ISR de acuerdo con la legislación fiscal vigente, generadas con motivo de la adquisición, tenencia y enajenación de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">. La descripción en comento no debe considerarse como un análisis exhaustivo y completo de la totalidad de los alcances tributarios relevantes para que el inversionista tome una decisión al momento de invertir en los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">. La presente descripción no constituye y no puede ser considerada como una opinión jurídica o fiscal emitida en favor de los inversionistas de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, puesto que su único objetivo es proporcionar una descripción general de acuerdo con las disposiciones fiscales vigentes al 31 de diciembre de 202. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Tomando en consideración la generalidad de la presente descripción, el tratamiento fiscal planteado pudiera no resultar aplicable para ciertos inversionistas, por lo que se sugiere a cada uno de ellos consultar con sus asesores y administradores fiscales sobre las implicaciones de la suscripción y disposición de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> desde el punto de vista tributario mexicano.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Este apartado no analiza la totalidad de las implicaciones fiscales que pudieran resultar aplicables a los Tenedores de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El régimen fiscal aplicable a la enajenación de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> emitidos por el Emisor, a través de la BMV para personas físicas y morales residentes en México y/o residentes en el extranjero está </span><span style="font-family:'Times New Roman'; font-size:10pt">previsto en los artículos 187 y 188 de la LISR y de la Resolución Miscelánea Fiscal vigente para el 2021.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Consideraciones Generales.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">De conformidad con la LISR, los fideicomisos constituidos bajo las leyes de México que califican con una FIBRA constituyen vehículos transparentes para efectos fiscales. Por tanto, los inversionistas que adquieran los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> emitidos por Fibra Plus deben reportar su parte correspondiente de ingresos gravables obtenidos a través de Fibra Plus. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En consecuencia, los Tenedores estarán obligados a pagar impuesto sobre la renta sobre las porciones de los ingresos gravables de Fibra Plus pagadas a los mismos como Distribuciones en los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">. Sin embargo, dicha obligación será satisfecha por los intermediarios financieros a través de sus obligaciones de retención de impuestos de conformidad con lo descrito más adelante, por lo que no se tendrán que efectuar pagos de IVA posteriores, ni cumplir con obligaciones de declaración de impuestos por parte de tenedores no mexicanos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Bajo el Régimen de las Fibras no se considerará que los tenedores no mexicanos tengan un establecimiento permanente en México sólo por el hecho de tener </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> emitidos por Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">I. Distribución del Resultado Fiscal.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Fiduciario no estará obligado a presentar declaraciones provisionales del impuesto sobre la renta. Al final de ejercicio fiscal, el Fiduciario estará obligado a distribuir a los Tenedores, en proporción al número de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> pertenecientes a cada uno, cuando menos el 95% del Resultado Fiscal neto (i.e.) para fines del impuesto sobre la renta por dicho año. De conformidad con la LISR, el Resultado Fiscal anual se calcula como el ingreso gravable por dicho año menos las deducciones por concepto de intereses, inflación, pérdidas en cambios, depreciación y pérdidas fiscales acumuladas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En el supuesto de que el resultado de Fibra Plus sea una Pérdida Fiscal, dicha pérdida únicamente podrá ser compensada al aplicarse a los ingresos generados por Fibra Plus durante los próximos diez años.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Emisor tendrá la obligación de retener a los Tenedores el ISR por el resultado fiscal que les distribuya aplicando la tasa del 30% (treinta por ciento) sobre el monto distribuido de dicho resultado, excepto cuando los Tenedores de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> que los reciban estén exentos del pago del ISR por dicho ingreso. Cuando los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> estén colocados entre el gran público inversionista, tal y como acontece en el presente caso, será el intermediario financiero que tenga en depósito los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> quien deberá realizar la retención del impuesto antes precisado, quedando el Emisor eximido de la obligación de efectuar dicha retención.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El intermediario financiero no estará obligado a efectuar retención alguna por el resultado fiscal del ejercicio del Fideicomiso que distribuya a las sociedades de inversión especializadas de fondos para el retiro (SIEFORES), puesto que éstas califican como no contribuyentes del ISR de acuerdo con lo establecido por la fracción XXI del artículo 79 de la LISR. Asimismo, tampoco deberá de efectuar retención alguna a los fondos de pensiones y jubilaciones extranjeros a los que se refiere el artículo 153 de la LISR.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El intermediario financiero proporcionará a los tenedores de los certificados, a más tardar el 15 de febrero de cada año, una constancia en la que señale la información suministrada por la institución para el depósito de valores; el ISR retenido; el nombre, denominación o razón social del Tenedor y la clave en el RFC del tenedor.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">La distribución del Resultado Fiscal de Fibra Plus no se deberá considerar como un pago de dividendos para efectos del ISR, sino como una distribución ordinaria del ingreso obtenido por Fibra Plus, imputable directamente a los tenedores de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> y, por lo tanto, el impuesto retenido por Fibra Plus no se considera como una retención sobre dividendos sino como ISR causado respecto a los ingresos ordinarios imputables directamente a los tenedores de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Los Tenedores que sean residentes para efectos fiscales en México o residentes en el extranjero con establecimiento permanente en el país, acumularán el Resultado Fiscal distribuido por el Fiduciario o el intermediario financiero correspondiente, siempre y cuando estén obligados a efectuar la acumulación de dicho ingreso y podrán acreditar cualquier impuesto sobre la renta retenido.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Las personas físicas residentes en México considerarán que el resultado fiscal distribuido corresponde a los ingresos a que se refiere la fracción II del artículo 114, Capítulo de los ingresos por arrendamiento del Título IV de la LISR.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">II. Enajenación de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Personas físicas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Las personas físicas residentes en México que enajenen los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> a través de bolsas de valores o sistemas equivalentes de cotización de valores a que se refiere la fracción II del artículo 16-C del Código Fiscal de la Federación, se encontrarán exentas del pago de ISR por la ganancia derivada de dicha enajenación, de acuerdo con lo dispuesto por la fracción XII del artículo 188 de la LISR.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Personas morales.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">La exención antes mencionada no resulta aplicable a personas morales residentes en México, por ello, éstas causarán el ISR por la ganancia que generen en la enajenación de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, la cual se determinará restando al ingreso que perciban en la enajenación, el costo promedio por CBFI de cada uno de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> que se enajenen.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El costo promedio de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> se determinará incluyendo en su cálculo a todos los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> de la misma FIBRA que tenga el enajenante a la fecha de la enajenación, aun cuando no enajene a todos ellos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El cálculo del costo promedio por CBFI se hará dividiendo el costo comprobado de adquisición de la totalidad de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> que tenga el enajenante a la fecha de la enajenación, actualizado desde el mes de su adquisición hasta el mes de la enajenación, entre el número total de dichos </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> propiedad del enajenante.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Impuesto sobre adquisición de Bienes Inmuebles.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> otorgan a sus Tenedores el derecho a percibir una parte de los frutos o rendimientos generados por el patrimonio fideicomitido y, en su caso, al producto de la venta de los Activos. En este sentido, tomando en consideración que los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> no otorgan a los Tenedores la propiedad sobre los Activos que forman parte del Patrimonio del Fideicomiso, existen argumentos serios y razonables para esperar que su enajenación no estará sujeta al pago del Impuesto sobre Adquisición de Bienes Inmuebles, puesto que no se enajenarán títulos que representan la propiedad del suelo o de las construcciones adheridas a éste.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Otros Impuestos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">De conformidad con la Ley del Impuesto al Valor Agregado (“</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">LIVA</span><span style="font-family:'Times New Roman'; font-size:10pt">”), las personas físicas o morales que enajenen bienes </span><span style="font-family:'Times New Roman'; font-size:10pt">inmuebles,</span><span style="font-family:'Times New Roman'; font-size:10pt"> presten servicios independientes, arrienden activos o importen bienes o servicios a México, están obligadas al pago del IVA sobre los flujos de efectivo a una tasa general del 16%. En términos generales, Fibra Plus prevé que las actividades de arrendamiento de inmuebles estarán sujetas al IVA. Cuando Fibra Plus adquiera o desarrolle propiedades, pagará IVA sobre el valor de la propiedad imputable a los costos de construcción. Se prevé que Fibra Plus tendrá derecho a la devolución de dicho IVA.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Los Tenedores no podrán considerar como acreditable el IVA acreditado por el Fiduciario, tampoco podrán considerar como acreditable el IVA transferido al Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">No se pagará el IVA por la enajenación de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> cuando éstos se encuentren inscritos en el RNV y dicha enajenación se realice a través de bolsa de valores concesionada en los términos de la LMV o en los mercados reconocidos a que se refiere la fracción II del artículo 16-C del Código Fiscal de la Federación.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Para efectos de la LIVA, el Fiduciario deberá expedir por cuenta de los Tenedores los comprobantes respectivos, trasladando en forma expresa y por separado dicho impuesto, siempre que los Fideicomisarios manifiesten por escrito que ejercen esta opción, el Fiduciario manifieste su voluntad de asumir responsabilidad solidaria por el IVA que se tenga que pagar con motivo de las actividades realizadas a través de Fibra Plus y se cumplan los demás requisitos establecidos en el artículo 74 del Reglamento de la LIVA.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Los Tenedores de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> no se encontrarán sujetos a impuestos sucesorios u otros impuestos similares con respecto a sus </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">. En México no existen impuestos del timbre, a la inscripción de emisiones u otros impuestos similares a cargo de los Tenedores en relación con sus </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">i)</span><span style="font:7.0pt 'Times New Roman'">                    </span><a name="_Toc38371094" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Recursos humanos.</span></a>
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<span style="-aw-bookmark-end:_Hlk39062008"></span><span style="-aw-bookmark-end:_Toc256000271"></span><span style="-aw-bookmark-end:_Toc256000051"></span><span style="-aw-bookmark-end:_Toc465886066"></span><span style="-aw-bookmark-end:_Toc38371094"></span><span style="font-family:'Times New Roman'; font-size:10pt">El Fideicomiso no cuenta con empleados en la presente fecha ni tiene celebrada relación laboral o contrato colectivo de trabajo con persona o sindicato alguno. El Administrador tendrá los recursos humanos necesarios para cumplir con su objeto. Con tal motivo, su estructura administrativa contempla empleados a nivel corporativo. El Administrador cuenta con alrededor de </span><span style="font-family:'Times New Roman'; font-size:10pt">6 (seis)</span><span style="font-family:'Times New Roman'; font-size:10pt"> empleados a la fecha de presentación del presente Reporte Anual. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Los empleados a nivel corporativo atienden la coordinación de las actividades de operación, administración y ventas de los Activos. Su compensación es absorbida por los reembolsos que el Administrador obtiene de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al 3</span><span style="font-family:'Times New Roman'; font-size:10pt">1</span><span style="font-family:'Times New Roman'; font-size:10pt"> de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, las siguientes personas participaron en el equipo administrativo del Administrador:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Rodrigo González Zerbi</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Director General</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Alejandro Raúl Blasco Ruíz</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Director de Administración y Finanzas</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Armelia Verónica Reyes Morelos</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Subdirector de Finanzas y </span><span style="font-family:'Times New Roman'; font-size:10pt">Relación con Inversionistas</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:normal">Cabe señalar que, bajo la visión de negocio de Fibra Plus que busca la optimización de los recursos económicos y </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:normal">humanos, en el 2022 se reestructuró el equipo administrativo de la emisora, lo que también apoyó a crear una plataforma laboral con mayor experiencia y especializada en las diferentes áreas de negocio.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Asuntos Ambientales</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Las Operaciones de Fibra Plus están sujetas a la Ley General de Equilibrio Ecológico y Protección al Ambiente (la “</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">LGEEPA</span><span style="font-family:'Times New Roman'; font-size:10pt">”), que establece el marco legal que regula la preservación, restauración y protección ambiental en México. Las normas que se han emitido de conformidad con la LGEEPA incluyen áreas como planeación ecológica, valoración de riesgo e impacto ambiental, contaminación del aire, áreas naturales protegidas, protección de flora y fauna, conservación y uso racional de recursos naturales y contaminación de suelos, entre otros.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Asimismo, las Operaciones de Fibra Plus están sujetas a la Ley de Aguas Nacionales, la Ley General para la Prevención y Gestión Integral de los Residuos, la Ley General de Desarrollo Forestal Sustentable y la Ley General de Vida Silvestre, así como un conjunto de normas conocidas como Normas Oficiales Mexicanas que complementan los reglamentos ambientales.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">La Secretaría del Medio Ambiente y Recursos Naturales y la Procuraduría Federal de Protección al Ambiente son las autoridades federales responsables de supervisar, exigir el cumplimiento de formular e implementar las políticas ambientales en México, incluyendo las autorizaciones de impacto ambiental para realizar ciertas actividades. La Comisión Nacional del Agua es responsable de la administración del suministro de agua y las descargas de aguas negras para la jurisdicción federal. Además, los gobiernos estatales mexicanos pueden emitir leyes y reglamentos ambientales específicos en los asuntos que caigan dentro de sus respectivas jurisdicciones, que no estén reservados expresamente a la jurisdicción federal. Las ordenanzas locales también pueden ser impuestas y aplicadas a nivel municipal. Estas autoridades federales y locales tienen las facultades para entablar procesos civiles, administrativos y penales en contra de las empresas que violen las leyes ambientales aplicables y pueden suspender incluso, un desarrollo que no cumpla con las mismas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">México es parte de varios convenios y tratados internacionales en relación con la protección del medio </span><span style="font-family:'Times New Roman'; font-size:10pt">ambiente. Estos tratados internacionales, al ser ratificados por el Senado, se vuelven parte de la Ley mexicana. </span><span style="font-family:'Times New Roman'; font-size:10pt">Conforme al Acuerdo de Cooperación Ambiental (NAAEC por sus siglas en inglés), un acuer</span><span style="font-family:'Times New Roman'; font-size:10pt">do lateral a</span><span style="font-family:'Times New Roman'; font-size:10pt">l USMCA</span><span style="font-family:'Times New Roman'; font-size:10pt">, cada país miembro de </span><span style="font-family:'Times New Roman'; font-size:10pt">USMCA</span><span style="font-family:'Times New Roman'; font-size:10pt">, incluyendo México, debe asegurar que el cumplimiento de sus leyes y reglamentos ambientales sean debidamente exigidos</span><span style="font-family:'Times New Roman'; font-size:10pt">. Mientras que NAAEC no brinda facultades a los organismos ambientales de los t</span><span style="font-family:'Times New Roman'; font-size:10pt">res socios del USMCA</span><span style="font-family:'Times New Roman'; font-size:10pt"> para exigir el cumplimiento de las leyes ambientales de otra de las partes, en caso de que un miembro de </span><span style="font-family:'Times New Roman'; font-size:10pt">USMCA</span><span style="font-family:'Times New Roman'; font-size:10pt"> no exija el cumplimiento de sus leyes ambientales nacionales, podrá ser sujeto al mecanismo de disputa creado conforme con el NAAEC, que puede resultar en penalizaciones monetarias y, en algunos casos, suspensiones de los beneficios de </span><span style="font-family:'Times New Roman'; font-size:10pt">USMCA</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Actualmente no se tiene conocimiento de la existencia de procedimientos legales o administrativos materiales pendientes en contra de </span><span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus</span><span style="font-family:'Times New Roman'; font-size:10pt"> en relación con asuntos ambientales. Se considera que las Operaciones de Fibra Plus cumplen en todos los aspectos importantes, con la Legislación </span><span style="font-family:'Times New Roman'; font-size:10pt">Aplicable</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Durante el año 2025, Fibra Plus ha fortalecido su marco de cumplimiento ambiental mediante la alineación de sus operaciones con la Taxonomía Sostenible de México, emitida por la Secretaría de Hacienda y Crédito Público, y los requerimientos de divulgación de riesgos climáticos bajo estándares internacionales (IFRS S1 y S2). El Fideicomiso ha mantenido la vigencia de todas las Manifestaciones de Impacto Ambiental (MIA) requeridas para sus proyectos en fase de terminación y estabilización, implementando medidas de mitigación para el uso eficiente de agua y energía. Al cierre del año, no se reportan sanciones ni procedimientos sancionatorios por parte de la PROFEPA o autoridades locales, reafirmando que el desarrollo de activos emblemáticos como Espacio Condesa se conduce bajo estrictos protocolos de sostenibilidad, buscando activamente certificaciones EDGE y LEED que avalen el cumplimiento de metas de descarbonización proyectadas para el ciclo 2026.</span>
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<a name="_Toc38371095" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt">vi) </span><span style="font-family:'Book Antiqua'; font-size:10pt">Información de mercado</span></a>
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<a name="_Toc465886068" href="#" ><span style="-aw-bookmark-end:_Hlk39062198"></span><span style="font-family:'Times New Roman'; font-size:10pt">La información contenida en este apartado fue obtenida de diversas fuentes públicas como el Banco de México, INEGI, CBRE y CEPAL, entre otros, además que </span><span style="font-family:'Times New Roman'; font-size:10pt">Softec</span><span style="font-family:'Times New Roman'; font-size:10pt">, S.C., quien otorgó su consentimiento para incluirla en el Prospecto que se presentó al momento de la Oferta Pública Inicial y que ha sido actualizada con las principales cifras disponibles públicamente por la Administración y del cual se resume lo siguiente:</span></a>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Evolución de la situación económica de México</span><span style="-aw-bookmark-end:_Toc256000284"></span><span style="-aw-bookmark-end:_Toc256000053"></span><span style="-aw-bookmark-end:_Toc465886068"></span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Actividad Económica en México </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La Junta de Gobierno del Banco de México ha señalado que durante 2025 la actividad económica ha presentado una desaceleración, con expectativas de crecimiento cercanas a 0.6%–0.8% del PIB, y con una ampliación de la holgura económica en los siguientes trimestres. De acuerdo con el banco central, este comportamiento se encuentra influenciado por factores tanto internos como externos, incluyendo la incertidumbre asociada a posibles disrupciones comerciales y cambios en la política económica de Estados Unidos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Asimismo, de acuerdo con Instituto Nacional de Estadística y Geografía, el mercado laboral ha mostrado señales de moderación en el empleo formal, si bien la tasa de desocupación se ha mantenido en niveles históricamente bajos, reflejando ajustes en la participación laboral y factores estructurales como cambios demográficos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">De acuerdo con el Banco de México, una eventual afectación en los flujos comerciales entre México y Estados Unidos podría traducirse en una mayor desaceleración económica y en una ampliación de las condiciones de holgura. En este sentido, la evolución de la actividad económica continúa sujeta a un entorno de elevada incertidumbre, tanto por factores externos como por la dinámica interna del país.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En consecuencia, no es posible garantizar que la evolución de la situación económica en México no tenga un efecto material adverso sobre el negocio, la condición financiera y los resultados de operación de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Inflación en México</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Históricamente, México ha experimentado periodos de inflación elevada, particularmente en los últimos años. Tras los choques derivados de la pandemia de COVID-19, disrupciones en cadenas de suministro y aumentos en precios de energéticos y alimentos, la inflación general anual alcanzó niveles de 7.36% en 2021 y 7.86% en 2022, ubicándose en máximos no observados en más de dos décadas. Posteriormente, el proceso inflacionario mostró una trayectoria descendente, situándose en 4.66% en 2023 y 4.21% en 2024, reflejando una moderación gradual, aunque aún por encima del objetivo del banco central.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">De acuerdo con Banco de México, en 2025 la inflación general ha continuado su proceso de convergencia, ubicándose en niveles cercanos a 3.6%–3.7%, dentro del intervalo de variabilidad del banco central (3% ± 1 punto porcentual). Sin embargo, el Banco de México ha señalado que el proceso </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">desinflacionario</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> ha sido gradual y no lineal, y que la reducción </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">observada ha estado influenciada tanto por la disipación de choques de oferta como por la postura monetaria restrictiva implementada en los últimos años.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En particular, la inflación subyacente —que excluye componentes volátiles y refleja la tendencia de mediano plazo— ha mostrado una disminución sostenida, pasando de niveles superiores a 8.5% en 2022 a niveles cercanos a 3.7%–3.9% en 2025. No obstante, este componente aún se mantiene ligeramente por encima del objetivo, destacando la persistencia en el rubro de servicios, el cual ha registrado niveles cercanos a 4.5%–4.8%, en contraste con la inflación de mercancías, que se ha ubicado en niveles inferiores a 3.0%, incluso por debajo de su promedio histórico previo a la pandemia.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Por su parte, la inflación no subyacente ha mostrado una mayor volatilidad, con episodios de reducción relevantes derivados de la moderación en precios de productos agropecuarios y energéticos, contribuyendo de manera significativa a la desaceleración reciente de la inflación general. El Banco de México ha señalado que la caída de la inflación general en los últimos trimestres se explica en gran medida por estos componentes, mientras que la subyacente ha seguido un proceso más persistente.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Adicionalmente, el Banco de México ha destacado que las expectativas de inflación de mediano y largo plazo se han mantenido relativamente ancladas en un rango de 3.0%–3.5%, lo que refleja la credibilidad de la política monetaria. No obstante, dichas expectativas han presentado episodios de volatilidad asociados a factores externos, incluyendo condiciones financieras internacionales, variaciones en precios de materias primas y tensiones comerciales.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En este sentido, se prevé que la inflación general converja al objetivo de 3% hacia el tercer trimestre de 2026, mientras que la inflación subyacente lo haría hacia el segundo trimestre del mismo año, sujeto a riesgos al alza, incluyendo presiones en el componente de servicios, persistencia inflacionaria global y posibles choques externos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Los niveles de inflación pueden afectar adversamente la condición financiera y los resultados de operación de Fibra Plus. En particular, existe el riesgo de que el Fideicomiso no sea capaz de ajustar oportunamente las Rentas que cobra a sus Arrendatarios para compensar los efectos inflacionarios, especialmente en un entorno en el que los costos operativos, financieros y de mantenimiento pueden ajustarse con mayor rapidez que los ingresos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Los incrementos en las Rentas generalmente están vinculados al Índice Nacional de Precios al Consumidor (“INPC”); sin embargo, dicho índice puede no reflejar completamente la inflación real de ciertos costos relevantes para el sector inmobiliario, tales como materiales de construcción, mantenimiento especializado o costos energéticos. Adicionalmente, los ajustes de Renta suelen realizarse de forma anual, por lo que sus efectos pueden materializarse de manera diferida respecto a los cambios en la inflación.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En consecuencia, la inflación en México, así como las medidas adoptadas para su control —incluyendo la política monetaria restrictiva implementada por el Banco de México— podrían tener un efecto material adverso sobre el negocio, la condición financiera y los resultados de operación de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Entorno Macro</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">financiero</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">De acuerdo con Banco de México, durante 2025 los mercados financieros en México registraron episodios de volatilidad asociados principalmente a factores externos, incluyendo ajustes en la política monetaria de economías avanzadas, tensiones comerciales y cambios en las expectativas de crecimiento global.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En este contexto, las condiciones monetarias mostraron una transición relevante. La tasa de referencia del Banco de México disminuyó desde niveles de 11.25% en 2023–2024 hasta aproximadamente 7.00% al cierre de 2025, acumulando recortes cercanos a 425 puntos base, lo que se reflejó en una reducción de las tasas de valores gubernamentales a lo largo de la curva. En particular, los rendimientos de corto plazo (CETES a 28 días) descendieron desde niveles cercanos a 11%–11.3% hasta niveles aproximados de 7.0%–7.2%, mientras que los bonos de largo plazo (Bonos M a 10 años) se ubicaron en un rango de 8.5%–9.5%, reflejando una pendiente aún positiva en la curva de rendimientos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Asimismo, las tasas reales ex–ante se mantuvieron en terreno positivo durante el año, en niveles estimados de 3%–4%, lo que implicó condiciones monetarias restrictivas en términos históricos, aun con el inicio del ciclo de recortes.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En cuanto a las condiciones financieras, de acuerdo con Secretaría de Hacienda y Crédito Público, los diferenciales de riesgo soberano (medidos a través de CDS a 5 años) se mantuvieron en un rango aproximado de 90 a 120 puntos base, mientras que el spread de los bonos soberanos mexicanos respecto a bonos del Tesoro de Estados Unidos se ubicó en niveles cercanos a 200–300 puntos base, reflejando una prima de riesgo moderada frente a otras economías emergentes.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En lo referente a los flujos de capital, el Banco de México ha señalado que estos presentaron episodios de volatilidad a lo largo de 2025, particularmente en instrumentos de renta fija, donde la tenencia de valores gubernamentales por parte de inversionistas extranjeros se mantuvo en niveles cercanos a 15%–18% del total en circulación, con fluctuaciones asociadas a cambios en las tasas globales. Asimismo, las posiciones especulativas en el mercado financiero local se mantuvieron cercanas a niveles neutrales.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Por su parte, de acuerdo con Instituto Nacional de Estadística y Geografía, el financiamiento al sector privado mostró una moderación durante 2025. El crédito al consumo registró crecimientos nominales en un rango de 8%–10% anual, por debajo de años previos, mientras que el crédito a la vivienda creció a tasas cercanas a 7%–9%, y el financiamiento a empresas mostró una expansión moderada en torno a 6%–8%, reflejando condiciones crediticias más restrictivas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Adicionalmente, las tasas de interés activas en el sistema financiero se mantuvieron elevadas, con tasas promedio en crédito al consumo superiores a 30%, crédito automotriz en rangos de 12%–16%, y financiamiento empresarial en niveles de 10%–14%, lo que ha incidido en una desaceleración del consumo privado y la inversión.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En paralelo, el Banco de México ha señalado un incremento en la preferencia por instrumentos de ahorro a plazo. Los depósitos a plazo en el sistema bancario registraron crecimientos superiores a 15% anual en términos nominales y acumulan más de dos años de expansión sostenida, reflejando el impacto de tasas reales positivas y la transmisión de la política monetaria.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En términos de fundamentos macroeconómicos, México mantiene una posición sólida. De acuerdo con Banco de México, las reservas internacionales se ubicaron por encima de $210 mil millones de dólares en 2025, mientras que la cuenta corriente se mantuvo en niveles manejables, con déficits cercanos a 1%–2% del PIB. Asimismo, el sistema bancario presenta índices de capitalización superiores a 18%, por encima del mínimo regulatorio de aproximadamente 10.5%, así como niveles adecuados de liquidez.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Por su parte, de acuerdo con la SHCP, el balance público mostró un déficit cercano a 4.9% del PIB en 2024, con una trayectoria prevista de consolidación hacia niveles más cercanos a 3%–3.5% del PIB en el mediano plazo, lo que contribuiría a la sostenibilidad de la deuda pública, la cual se ubica en niveles cercanos a 48%–50% del PIB.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En consecuencia, si bien la economía mexicana ha mostrado resiliencia y cuenta con fundamentos macroeconómicos sólidos, la persistencia de condiciones financieras restrictivas, la volatilidad en los mercados, los niveles aún elevados de tasas de interés y un entorno global incierto podrían afectar el costo de capital, la disponibilidad de financiamiento y la actividad económica, lo que podría tener un efecto material adverso sobre el negocio, la condición financiera y los resultados de operación de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">PERSPECTIVAS 202</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">6</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">De acuerdo con el Banco de México, las perspectivas para la economía global y nacional en 2026 se desarrollan en un entorno de elevada incertidumbre, caracterizado por tensiones comerciales, ajustes en la política monetaria internacional y riesgos geopolíticos persistentes. En este contexto, las expectativas de crecimiento económico han sido revisadas a la baja en distintas economías, incluyendo Estados Unidos, lo cual resulta particularmente relevante para México dada su alta integración comercial.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En el ámbito interno, se prevé que la economía mexicana registre un crecimiento moderado, en un rango aproximado de 1.0% a 2.6% del PIB, con estimaciones puntuales cercanas a 1.6%–1.8%, lo que representa una recuperación gradual tras el crecimiento limitado de aproximadamente 0.8% observado en 2025. Este desempeño refleja un entorno de menor dinamismo económico, influenciado tanto por factores externos como por condiciones financieras aún restrictivas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En materia inflacionaria, de acuerdo con el Banco de México y diversas instituciones, se anticipa que la inflación general en 2026 se ubique en un rango cercano a 3.5%–3.7%, mientras que la inflación subyacente se mantendría en niveles de 3.7%–4.0%, reflejando cierta persistencia, particularmente en el componente de servicios. Datos recientes del INEGI muestran que la inflación ha presentado episodios de repunte a inicios de 2026, ubicándose en niveles cercanos a 3.7%–4.6% anual, mientras que la subyacente ha permanecido en niveles superiores a 4.4%, lo que confirma la naturaleza gradual del proceso </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">desinflacionario</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En este contexto, el Banco de México ha señalado que, si bien la inflación continúa convergiendo hacia su objetivo, este proceso ha sido no lineal, y se prevé que la convergencia sostenida hacia la meta de 3% pueda materializarse hacia 2026 o incluso extenderse hacia 2027, dependiendo de la evolución de los factores de riesgo.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En cuanto a la política monetaria, el Banco de México ha continuado con el proceso de normalización tras haber alcanzado niveles máximos de tasa de referencia de 11.25%, reduciéndola gradualmente hasta niveles cercanos a 7.00% en 2025 y alrededor de 6.75% en 2026. No obstante, la autoridad monetaria ha enfatizado que mantendrá una postura prudente, con tasas reales positivas, y que la trayectoria futura dependerá del comportamiento de la inflación y de las condiciones económicas globales.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Por su parte, en el frente fiscal, de acuerdo con la Secretaría de Hacienda y Crédito Público, se prevé una trayectoria de consolidación fiscal gradual, con un déficit público estimado en niveles cercanos a 3.6%–3.8% del PIB en 2026, y requerimientos financieros del sector público en torno a 4.2% del PIB, lo que contribuiría a la sostenibilidad de la deuda, la cual se mantiene en niveles cercanos a 48%–50% del PIB.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En el sector externo, se anticipa que la cuenta corriente mantenga un déficit moderado en un rango de -1.5% a -2.0% del PIB, mientras que los flujos de inversión extranjera directa podrían mantenerse en niveles elevados, superiores a $35,000–</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">$40,000 millones de dólares anuales, impulsados en parte por el fenómeno de relocalización de cadenas productivas (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">nearshoring</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">).</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Adicionalmente, el mercado laboral podría mostrar una recuperación gradual, con un crecimiento del empleo formal cercano a 2.0%–2.1% en 2026, aunque aún en un entorno de moderación respecto a años anteriores. Asimismo, las condiciones financieras continuarían reflejando tasas de interés relativamente elevadas en términos reales, lo que podría limitar el dinamismo del crédito, el consumo y la inversión.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En el ámbito global, persisten riesgos relevantes, incluyendo el escalamiento de tensiones comerciales, conflictos geopolíticos y posibles cambios en políticas económicas de Estados Unidos, así como la revisión del T-MEC prevista hacia 2026, factores que podrían generar volatilidad en los mercados financieros y afectar los flujos comerciales y de inversión.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En este entorno, el balance de riesgos para la economía mexicana en 2026 se mantiene sesgado a la baja en términos de crecimiento y al alza en términos inflacionarios, incluyendo riesgos como la persistencia de la inflación subyacente, presiones de costos, disrupciones comerciales y mayor incertidumbre global.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En consecuencia, no es posible garantizar que la evolución del entorno macroeconómico global y nacional durante 2026 no tenga un efecto material adverso sobre el negocio, la condición financiera y los resultados de operación de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Panorama General de la Industria Inmobiliaria.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Demanda de espacios comerciales en renta.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">La demanda de espacios comerciales en renta en México ha mostrado una tendencia positiva en los últimos años, impulsada por la urbanización, el crecimiento del consumo y la expansión de marcas nacionales e internacionales. De acuerdo con CBRE, el inventario nacional de centros comerciales alcanzó aproximadamente 25.4 millones de m² de Área Bruta Rentable (ABR), lo que refleja la consolidación del mercado </span><span style="font-family:'Times New Roman'; font-size:10pt">retail</span><span style="font-family:'Times New Roman'; font-size:10pt"> en el país. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Asimismo, la demanda se mantiene sólida en ubicaciones estratégicas, con niveles de vacancia relativamente bajos cercanos a 6.5%, lo que indica una absorción constante de espacios comerciales por parte de arrendatarios. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El dinamismo del sector también se observa en la expansión de la oferta y en el pipeline de desarrollo, que supera los 323,000 m² en construcción, así como en la incorporación de aproximadamente 140,000 m² adicionales en nuevos proyectos, lo que responde a una demanda sostenida por espacios comerciales modernos y bien ubicados. Adicionalmente, el ingreso de nuevas marcas internacionales —más de 10 nuevas cadenas en 2025— y la evolución hacia modelos de </span><span style="font-family:'Times New Roman'; font-size:10pt">retail</span><span style="font-family:'Times New Roman'; font-size:10pt"> híbrido han fortalecido la demanda por espacios físicos, particularmente aquellos que ofrecen experiencias integradas de consumo, entretenimiento y servicios.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En consecuencia, si bien el mercado de espacios comerciales en México muestra fundamentos sólidos y una demanda sostenida, su evolución continúa ligada al comportamiento del consumo, la actividad económica y las condiciones regionales, lo que podría impactar el desempeño de los activos inmobiliarios de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Oferta de oficinas en renta.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">La oferta de oficinas en renta en México ha experimentado una expansión significativa en los últimos años, impulsada por el desarrollo de nuevos proyectos corporativos y la participación de diversos desarrolladores inmobiliarios. A diferencia de otros sectores, el mercado de oficinas continúa fragmentado, con múltiples participantes que incluyen desarrolladores, inversionistas institucionales y empresas que incorporan activos inmobiliarios como parte de su estrategia.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">De acuerdo con reportes del sector inmobiliario, el inventario de oficinas en los principales mercados del país —particularmente en la Ciudad de México— supera los 7.5 millones de m² de Área Bruta Rentable (ABR), consolidándose como el mercado más grande del país. Asimismo, la oferta ha crecido de manera relevante en ciudades como Monterrey y Guadalajara, impulsada por la demanda corporativa y la relocalización de empresas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">No obstante, este crecimiento ha generado incrementos en los niveles de vacancia. En la Ciudad de México, la tasa de vacancia se ha mantenido en niveles elevados, en un rango aproximado de 20% a 23%, reflejando </span><span style="font-family:'Times New Roman'; font-size:10pt">un exceso relativo de oferta en ciertos corredores corporativos. A nivel nacional, la vacancia promedio se sitúa en niveles cercanos a 18%–20%, dependiendo del mercado y la calidad de los activos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En términos de desarrollo, el pipeline de oficinas en construcción se ha moderado en años recientes, con proyectos en desarrollo estimados en alrededor de 500,000 a 700,000 m², lo que refleja una mayor cautela por parte de los desarrolladores ante condiciones de mercado más retadoras.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">La oferta de oficinas se clasifica generalmente en categorías A+, A, B y C, dependiendo de sus especificaciones constructivas, ubicación, tecnología y amenidades. En particular, los edificios clase A y A+ concentran la mayor parte del inventario en mercados corporativos, mientras que los segmentos B y C atienden a empresas de menor escala o con requerimientos más flexibles.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En este contexto, si bien el mercado de oficinas en México cuenta con una oferta amplia y diversificada, los niveles de vacancia y la evolución de la demanda corporativa continúan siendo factores clave que determinan el desempeño del sector y la absorción de nuevos espacios.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Demanda de oficinas en renta. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">La demanda de oficinas en renta en México ha mostrado una recuperación gradual en los últimos años, impulsada por la reactivación de la actividad empresarial, particularmente en sectores como servicios financieros, tecnología y corporativos, así como por la evolución hacia esquemas de trabajo híbrido. De acuerdo con CBRE, la absorción neta de oficinas en la Ciudad de México alcanzó aproximadamente 247,000 m² en 2025, lo que representó un crecimiento cercano al 39% anual, mientras que la absorción bruta superó los 530,000 m², reflejando una reactivación relevante del mercado. Esta dinámica ha contribuido a una reducción en los niveles de vacancia, que pasaron de aproximadamente 20% en 2024 a niveles cercanos a 17.6%–18.1% en 2025, de acuerdo con CBRE y JLL.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">A nivel nacional, si bien la Ciudad de México concentra el mayor inventario —superior a 7.4 millones de m² de oficinas clase A y A+—, mercados como Monterrey y Guadalajara han mostrado una mayor absorción relativa, con tasas de vacancia en algunos casos por debajo de 10%–12%, impulsadas por la expansión empresarial y la relocalización de operaciones. Asimismo, la demanda ha estado vinculada al crecimiento de la inversión extranjera directa, la cual superó los $40,000 millones de dólares en 2025, y a la generación de empleo formal, fortaleciendo la ocupación de espacios corporativos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En términos estructurales, la demanda continúa concentrándose en corredores corporativos consolidados, los cuales captan más del 50% de la absorción total, y en sectores dinámicos como servicios financieros, tecnología y corporativos. No obstante, la evolución de la demanda permanece sujeta al crecimiento económico, la confianza empresarial y las condiciones financieras, por lo que no es posible garantizar que el entorno futuro no tenga un efecto material adverso en la ocupación y desempeño de los activos inmobiliarios de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Espacios industriales en renta.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">La demanda de espacios industriales en renta en México ha mostrado un crecimiento significativo en los últimos años, impulsado por el dinamismo del comercio internacional, la relocalización de cadenas productivas (</span><span style="font-family:'Times New Roman'; font-size:10pt">nearshoring</span><span style="font-family:'Times New Roman'; font-size:10pt">) y la expansión del sector manufacturero y logístico. De acuerdo con reportes del mercado inmobiliario industrial, la absorción neta superó los 4.5 millones de m² en 2024, mientras que en 2025 se mantuvo en niveles elevados, con más de 1.5 millones de m² absorbidos en el primer semestre, reflejando una demanda sostenida.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Asimismo, el inventario industrial en México ha superado los 100 millones de m², con crecimientos anuales cercanos al 5%–6%, concentrándose en mercados como Monterrey, Ciudad de México, Guadalajara y el Bajío. Este crecimiento ha generado un ajuste en la disponibilidad, con tasas de vacancia que han pasado de niveles mínimos de 1%–3% en años previos a rangos cercanos a 4%–6% en 2025, manteniéndose aún en niveles saludables para el sector.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En términos de precios, las rentas industriales han registrado incrementos relevantes, con aumentos acumulados cercanos al 40%–50% en los últimos cinco años, ubicándose en rangos aproximados de $6 a $9 dólares por m² mensual en mercados principales, impulsadas por la alta demanda en ubicaciones estratégicas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">La demanda se concentra principalmente en corredores industriales vinculados a exportación y logística, impulsada por sectores como manufactura automotriz, dispositivos médicos, logística y comercio electrónico, así como por la inversión extranjera directa y la integración comercial con América del Norte. En este contexto, si bien el mercado industrial presenta fundamentos sólidos, su evolución dependerá de factores </span><span style="font-family:'Times New Roman'; font-size:10pt">como la infraestructura, la disponibilidad de energía y las condiciones del comercio internacional, lo que podría impactar el desempeño de los activos industriales de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Parques Industriales.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El desarrollo de parques industriales en México se ha consolidado como el principal formato institucional para la operación y arrendamiento de espacios industriales, concentrando más del 90% del inventario industrial moderno del país. De acuerdo con la Asociación Mexicana de Parques Industriales Privados (AMPIP), actualmente existen aproximadamente 477 parques industriales en operación en México y más de 100 en desarrollo, distribuidos en más de 28 estados, lo que refleja una expansión acelerada del sector</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Asimismo, el número de parques industriales ha crecido de manera significativa en los últimos años, pasando de aproximadamente 273 parques en 2019 a más de 460 en 2023–2025, lo que representa un crecimiento cercano al 70%, impulsado por el fenómeno de </span><span style="font-family:'Times New Roman'; font-size:10pt">nearshoring</span><span style="font-family:'Times New Roman'; font-size:10pt"> y la llegada de nuevas inversiones</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Estos parques concentran infraestructura especializada y servicios clave, incluyendo energía eléctrica, agua, telecomunicaciones y, en muchos casos, acceso a gas natural y transporte ferroviario, lo que permite atender a más de 4,000 empresas instaladas en distintos corredores industriales del país</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En términos de capacidad, los parques industriales en México concentran más de 80 millones de m² desarrollados, con una demanda acumulada </span><span style="font-family:'Times New Roman'; font-size:10pt">creciente derivada</span><span style="font-family:'Times New Roman'; font-size:10pt"> de sectores como manufactura automotriz, electrónica, logística y comercio exterior</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Visión General del mercado de Vivienda.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El mercado de vivienda en México ha mostrado cambios estructurales en los últimos años, impulsados por la urbanización, el crecimiento poblacional y la presión sobre el suelo en zonas metropolitanas. De acuerdo con el Instituto Nacional de Estadística y Geografía, el parque habitacional del país supera los 35 millones de viviendas, en donde la casa independiente continúa siendo el tipo predominante; sin embargo, los departamentos han incrementado gradualmente su participación, particularmente en zonas urbanas con alta densidad y cercanía a centros laborales.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En términos de tenencia, la vivienda propia ha representado históricamente más del 70% del total del parque habitacional, aunque su participación ha mostrado una tendencia decreciente en años recientes. En contraste, el segmento de vivienda en renta ha ganado relevancia, representando aproximadamente 16%–17% del total de viviendas a nivel nacional, con una tendencia creciente impulsada por el encarecimiento de la vivienda y la dificultad de acceso al financiamiento hipotecario. Adicionalmente, el mercado inmobiliario ha experimentado presiones en precios, con un valor promedio nacional cercano a $31,000 pesos por m² en 2025, registrando incrementos anuales de aproximadamente 4%–8%, dependiendo del segmento y la región. Este comportamiento ha contribuido a un cambio en la estructura del mercado, favoreciendo la demanda de vivienda en renta y modelos verticales en zonas urbanas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En este contexto, el crecimiento del mercado de vivienda en México se encuentra estrechamente vinculado a factores como el ingreso de los hogares, la disponibilidad de crédito y la dinámica demográfica. No obstante, su evolución futura dependerá de las condiciones económicas, el costo del financiamiento y la accesibilidad a la vivienda, por lo que no es posible garantizar que estos factores no tengan un efecto material en el desarrollo del sector y en la demanda de activos inmobiliarios relacionados.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Perspectivas generales del sector Vivienda.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El mercado de vivienda en México ha mostrado cambios estructurales relevantes en los últimos años, impulsados por la urbanización, el crecimiento poblacional y la presión sobre el suelo en zonas metropolitanas. De acuerdo con el Instituto Nacional de Estadística y Geografía, el parque habitacional del país supera los 35 millones de viviendas, en donde la casa independiente continúa siendo el tipo </span><span style="font-family:'Times New Roman'; font-size:10pt">predominante; sin embargo, los departamentos han incrementado gradualmente su participación, particularmente en zonas urbanas con alta densidad y cercanía a centros laborales.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En términos de tenencia, la vivienda propia ha representado históricamente más del 70% del parque habitacional, aunque su participación ha mostrado una tendencia decreciente en años recientes. En contraste, la vivienda en renta ha ganado relevancia, alcanzando niveles cercanos a 16%–17% del total nacional, impulsada por el encarecimiento de la vivienda, el crecimiento de las ciudades y la dificultad de acceso al financiamiento hipotecario. Asimismo, el valor promedio de la vivienda ha mostrado incrementos sostenidos, con precios cercanos a $30,000–$32,000 pesos por m² en 2025, registrando aumentos anuales de aproximadamente 4%–8%, lo que ha favorecido la transición hacia modelos de vivienda vertical y en renta.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En este contexto, las perspectivas del sector vivienda apuntan a un crecimiento sostenido en el mediano plazo. Se estima que la población en México podría superar los 140 millones de habitantes hacia 2030, mientras que el parque habitacional podría incrementarse a cerca de 45 millones de viviendas, lo que implicaría la incorporación de aproximadamente 700 mil a 800 mil viviendas anuales. Este crecimiento refleja una demanda estructural significativa, vinculada al aumento poblacional, la formación de nuevos hogares y la expansión de las zonas urbanas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El desarrollo del sector se concentra principalmente en entidades con alta densidad poblacional, destacando el Estado de México con más de 4 millones de viviendas, seguido por Ciudad de México, Jalisco y Veracruz, que en conjunto concentran una proporción relevante del mercado habitacional. Hacia 2030, se prevé que estas entidades continúen liderando la concentración poblacional y de vivienda, en línea con el crecimiento del sector terciario, el cual representa más del 60% del PIB nacional y genera una demanda indirecta por espacios habitacionales cercanos a centros de trabajo y servicios.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En este sentido, el crecimiento del mercado de vivienda en México se encuentra estrechamente vinculado a factores como el ingreso de los hogares, la disponibilidad de crédito, la dinámica demográfica y el desarrollo económico regional. No obstante, su evolución futura dependerá también del costo del suelo, la capacidad de desarrollo de infraestructura y las condiciones financieras, por lo que no es posible garantizar que estos factores no tengan un efecto material en la dinámica del mercado inmobiliario y en la demanda de activos relacionados con Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Características, perspectivas e indicadores de desempeño del mercado de Vivienda en Renta.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El mercado de vivienda en renta en México se caracteriza por una alta fragmentación y una baja institucionalización, ya que la mayor parte de la oferta proviene de propietarios individuales. De acuerdo con el Instituto Nacional de Estadística y Geografía, entre 15% y 17% del parque habitacional nacional se encuentra en régimen de renta, lo que equivale a aproximadamente 5.5 a 6 millones de viviendas, mientras que una proporción relevante opera en esquemas informales. En este sentido, con base en estimaciones del sector y de la Comisión Nacional de Vivienda, únicamente alrededor del 50%–55% de los contratos de arrendamiento cuentan con formalidad jurídica, lo que limita la estandarización del mercado.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Asimismo, el mercado presenta una elevada heterogeneidad en precios, condiciones contractuales y niveles de mantenimiento, derivada de la ausencia de lineamientos homogéneos. De acuerdo con indicadores del Sociedad Hipotecaria Federal, cerca del 10%–12% de los hogares en vivienda rentada destinan más del 30% de su ingreso al pago de renta, lo que refleja presiones relevantes sobre la asequibilidad. Este fenómeno se acentúa en zonas metropolitanas, donde, con base en reportes del sector inmobiliario, las rentas han registrado incrementos promedio de entre 5% y 8% anual, alcanzando niveles superiores en mercados como Ciudad de México, Monterrey y Guadalajara.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En términos de distribución, la vivienda en renta presenta una mayor penetración en entidades con alto dinamismo económico. De acuerdo con el INEGI y análisis del mercado, en estados como Ciudad de México, Quintana Roo, Baja California y Jalisco, el arrendamiento puede representar entre 20% y 30% del parque habitacional, impulsado por la movilidad laboral, la concentración de servicios y la generación de empleo formal.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Por otro lado, el mercado institucional de vivienda en renta (</span><span style="font-family:'Times New Roman'; font-size:10pt">multifamily</span><span style="font-family:'Times New Roman'; font-size:10pt">) continúa siendo incipiente en México. De acuerdo con estimaciones de la SHF y participantes del sector financiero, este segmento representa menos del 5% del inventario total en renta, lo que evidencia un amplio potencial de crecimiento y formalización. Este comportamiento se encuentra vinculado al incremento en precios de vivienda —que, de acuerdo con la SHF, ha mostrado crecimientos cercanos al 7%–9% anual en años recientes— así como al aumento en tasas hipotecarias y la menor accesibilidad al crédito.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En términos prospectivos, el mercado de vivienda en renta presenta una tendencia estructural al alza, impulsada por factores demográficos, el crecimiento urbano y los cambios en los patrones de consumo habitacional. No obstante, de acuerdo con organismos como la CONAVI y la SHF, su evolución dependerá de variables como el ingreso de los hogares, la formalización del mercado, la regulación del arrendamiento y las condiciones macroeconómicas, por lo que no es posible garantizar que estos factores no tengan un efecto material en el desempeño del sector y en la demanda de activos inmobiliarios relacionados con Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Comercio.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El sector comercio en México constituye uno de los principales motores de la actividad económica y del empleo, lo que incide directamente en la demanda potencial de espacios comerciales. De acuerdo con el Instituto Nacional de Estadística y Geografía (INEGI), la población ocupada en México supera los 60 millones de personas, de las cuales el comercio concentra aproximadamente 11.7 millones de trabajadores, equivalente a cerca del 19%–20% del empleo total, posicionándose como uno de los sectores más relevantes dentro del sector terciario. Asimismo, el sector terciario en su conjunto representa alrededor del 64%–65% del empleo nacional, lo que refleja la alta dependencia de la economía mexicana en actividades comerciales y de servicios.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">No obstante, la estructura del sector comercio se caracteriza por una alta fragmentación, ya que una proporción significativa de la actividad económica se desarrolla en micronegocios. De acuerdo con el INEGI, cerca del 49% de la población ocupada no agropecuaria labora en unidades económicas de pequeña escala, lo que implica que gran parte del comercio se realiza fuera de espacios formales como centros comerciales. Adicionalmente, la tasa de informalidad laboral se mantiene en niveles elevados, alcanzando aproximadamente 54%–55% de la población ocupada, equivalente a más de 30 millones de personas, lo que limita la consolidación del comercio organizado y la demanda estructurada de espacios comerciales.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En términos de desempeño, el comercio ha mostrado resiliencia impulsada por el consumo interno. De acuerdo con el INEGI, las ventas al por menor han registrado crecimientos anuales cercanos al 4%–5% en 2025–2026, mientras que el sector terciario en su conjunto ha mantenido un crecimiento aproximado de 1%–2% anual, incluso en un entorno de bajo crecimiento económico general. Asimismo, el comercio continúa siendo uno de los principales generadores de empleo, con incrementos significativos en la población ocupada en años recientes.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">A nivel regional, la actividad comercial se concentra en entidades con mayor densidad poblacional y dinamismo económico, destacando el Estado de México, Ciudad de México, Jalisco, Nuevo León y Puebla, que concentran una proporción significativa del empleo, consumo e inversión comercial. En estas regiones, la expansión urbana, el crecimiento del ingreso y la integración de cadenas de suministro han favorecido el desarrollo de espacios comerciales más sofisticados, aunque aún coexisten con formatos tradicionales e informales.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En este contexto, la demanda de espacios comerciales formales se encuentra estrechamente vinculada al crecimiento del empleo, la formalización del sector y la evolución del consumo. Sin embargo, factores como la elevada informalidad, la fragmentación del mercado y las condiciones económicas regionales continúan limitando la institucionalización del sector, por lo que no es posible garantizar que estas variables no tengan un efecto material en el desarrollo y desempeño de los activos comerciales de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Oficinas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">E</span><span style="font-family:'Times New Roman'; font-size:10pt">n México el </span><span style="font-family:'Times New Roman'; font-size:10pt">desarrollo y la demanda de espacios de oficinas se encuentran estrechamente vinculados al desempeño del sector terciario, particularmente en actividades como servicios financieros, servicios profesionales, corporativos y actividades inmobiliarias. </span><span style="font-family:'Times New Roman'; font-size:10pt">De </span><span style="font-family:'Times New Roman'; font-size:10pt">acuerdo</span><span style="font-family:'Times New Roman'; font-size:10pt"> con </span><span style="font-family:'Times New Roman'; font-size:10pt">el</span><span style="font-family:'Times New Roman'; font-size:10pt"> Instituto Nacional de </span><span style="font-family:'Times New Roman'; font-size:10pt">Estadística</span><span style="font-family:'Times New Roman'; font-size:10pt"> y </span><span style="font-family:'Times New Roman'; font-size:10pt">Geografía</span><span style="font-family:'Times New Roman'; font-size:10pt"> (INEGI), la población </span><span style="font-family:'Times New Roman'; font-size:10pt">ocupada</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">en</span><span style="font-family:'Times New Roman'; font-size:10pt"> México se </span><span style="font-family:'Times New Roman'; font-size:10pt">ubica</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">en</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">niveles</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">cercanos</span><span style="font-family:'Times New Roman'; font-size:10pt"> a </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">59–60 </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">millones</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> de personas</span><span style="font-family:'Times New Roman'; font-size:10pt">, de las </span><span style="font-family:'Times New Roman'; font-size:10pt">cuales</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">más</span><span style="font-family:'Times New Roman'; font-size:10pt"> de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">38 </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">millones</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> se </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">concentran</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">en</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">el</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> sector </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">terciario</span><span style="font-family:'Times New Roman'; font-size:10pt">, </span><span style="font-family:'Times New Roman'; font-size:10pt">equivalente</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">a</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">aproximadamente</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">64% del </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">empleo</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">nacional</span><span style="font-family:'Times New Roman'; font-size:10pt">, lo </span><span style="font-family:'Times New Roman'; font-size:10pt">que</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">confirma</span><span style="font-family:'Times New Roman'; font-size:10pt"> la </span><span style="font-family:'Times New Roman'; font-size:10pt">relevancia</span><span style="font-family:'Times New Roman'; font-size:10pt"> de </span><span style="font-family:'Times New Roman'; font-size:10pt">estas</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">actividades</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">como</span><span style="font-family:'Times New Roman'; font-size:10pt"> base </span><span style="font-family:'Times New Roman'; font-size:10pt">estructural</span><span style="font-family:'Times New Roman'; font-size:10pt"> para la </span><span style="font-family:'Times New Roman'; font-size:10pt">demanda</span><span style="font-family:'Times New Roman'; font-size:10pt"> de </span><span style="font-family:'Times New Roman'; font-size:10pt">oficinas</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Dentro de este contexto, el segmento de profesionistas —directamente vinculado a la ocupación de espacios corporativos— supera los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">9.5 millones de personas ocupadas</span><span style="font-family:'Times New Roman'; font-size:10pt">, principalmente en áreas como administración, negocios, derecho e ingeniería, lo que constituye una base sólida para la demanda de oficinas </span><span style="font-family:'Times New Roman'; font-size:10pt">formales. Asimismo, el crecimiento del empleo en servicios ha sido consistente, incluso en un entorno de bajo crecimiento económico, donde el PIB nacional ha mostrado incrementos cercanos a </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">0.7%–1.0% en los últimos años</span><span style="font-family:'Times New Roman'; font-size:10pt">, reflejando una expansión moderada pero sostenida de estas actividades.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En términos territoriales, la demanda potencial de oficinas se concentra en zonas urbanas con alta densidad económica y empresarial, destacando la Ciudad de México, Estado de México, Nuevo León y Jalisco como los principales polos de actividad corporativa. Estas regiones concentran una proporción significativa del empleo formal, así como una alta concentración de unidades económicas del sector servicios. Asimismo, entidades como Querétaro y Guanajuato han mostrado un crecimiento relevante en actividades industriales y de servicios, lo que ha impulsado la expansión de la demanda corporativa en estas regiones.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El análisis de la demanda de oficinas no solo depende del número de empresas, sino también del volumen de personal ocupado en actividades intensivas en servicios. En este sentido, el crecimiento del empleo formal, la inversión extranjera y la consolidación de corredores corporativos han sido factores clave para la absorción de espacios. No obstante, la evolución de la demanda también ha estado influenciada por cambios estructurales, como la adopción de esquemas de trabajo híbrido y la optimización de espacios corporativos, lo que ha moderado el crecimiento del mercado en ciertos segmentos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En este contexto, si bien el mercado de oficinas en México cuenta con una base sólida en términos de empleo, concentración económica y desarrollo regional, su evolución futura dependerá del crecimiento del sector servicios, la inversión corporativa y las condiciones macroeconómicas, por lo que no es posible garantizar que estos factores no tengan un efecto material en la demanda y el desempeño de los activos de oficinas de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Industria.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El desarrollo de espacios industriales en México se encuentra estrechamente vinculado al desempeño del sector manufacturero, el cual constituye uno de los principales pilares de la actividad económica. De acuerdo con el Instituto Nacional de Estadística y Geografía (INEGI), la industria manufacturera concentra aproximadamente 9.5 a 9.8 millones de personas ocupadas, lo que representa cerca del 16%–17% del empleo total del país, mientras que el sector secundario en su conjunto agrupa alrededor del 24% de la población ocupada, reflejando su relevancia estructural en la economía.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En términos empresariales, la industria manufacturera está conformada por más de 600 mil unidades económicas, lo que equivale a aproximadamente 11% del total de empresas en México, con una participación relevante de micro y pequeñas empresas, aunque el mayor volumen de empleo se concentra en empresas medianas y grandes. Asimismo, el sector manufacturero aporta cerca del 20% del empleo total en unidades económicas formales, lo que confirma su papel clave en la generación de demanda por infraestructura industrial especializada.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">A nivel regional, la actividad industrial y el empleo manufacturero se concentran en corredores estratégicos del norte, Bajío y centro del país. Estados como Nuevo León, Coahuila, Chihuahua, Baja California y Guanajuato destacan por su alta concentración de personal ocupado, mientras que entidades como Querétaro y Guanajuato han mostrado tasas de crecimiento superiores al promedio nacional. En particular, el programa de la industria manufacturera, maquiladora y de servicios de exportación (IMMEX) agrupa a más de 3 millones de trabajadores, concentrados principalmente en estas regiones, lo que evidencia la fuerte orientación exportadora del sector.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Asimismo, la dinámica del empleo industrial ha mostrado cierta volatilidad en años recientes, con variaciones anuales cercanas a -1% a -2% en 2025, en un entorno de desaceleración económica global, aunque manteniendo niveles elevados en términos absolutos. Este comportamiento refleja un proceso de ajuste dentro de un sector que continúa siendo estratégico para la competitividad del país.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En este contexto, la demanda de espacios industriales se encuentra estrechamente vinculada al volumen de empleo manufacturero, la inversión productiva y la integración comercial con América del Norte. No obstante, su evolución futura dependerá de factores como la inversión extranjera, la disponibilidad de infraestructura energética y logística, así como las condiciones del comercio internacional, por lo que no es posible garantizar que estos factores no tengan un efecto material en el desarrollo y desempeño de los activos industriales de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Vivienda.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El mercado de vivienda en México presenta una dinámica cada vez más condicionada por factores de accesibilidad y financiamiento, más que únicamente por el crecimiento demográfico. De acuerdo con indicadores del sector, el incremento en tasas de interés ha llevado los créditos hipotecarios a niveles superiores al 10%–11% anual en años recientes, lo que ha reducido la capacidad de compra de los hogares y desplazado parte de la demanda hacia esquemas de arrendamiento. Asimismo, el valor de la vivienda ha mostrado incrementos sostenidos, con crecimientos cercanos al 7%–9% anual, generando una brecha entre precios y capacidad adquisitiva.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En este contexto, se estima que más del 60% de la población ocupada percibe ingresos insuficientes para adquirir vivienda formal mediante crédito, lo que refuerza la presión sobre el mercado de vivienda en renta y sobre desarrollos habitacionales de menor costo. Adicionalmente, el déficit habitacional en México —considerando rezago, hacinamiento y calidad de vivienda— se mantiene en niveles cercanos a 8–9 millones de viviendas, lo que evidencia una demanda estructural no atendida.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Desde una perspectiva territorial, la demanda efectiva de vivienda se concentra en zonas metropolitanas con alta generación de empleo y servicios, particularmente en la Zona Metropolitana del Valle de México, Guadalajara y Monterrey, que en conjunto concentran más de 30 millones de habitantes y una proporción significativa del empleo formal del país. Estas regiones presentan mayores niveles de presión en precios y disponibilidad de vivienda, impulsando la densificación urbana y el desarrollo vertical.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Asimismo, el mercado ha mostrado una transición hacia esquemas más flexibles, donde la movilidad laboral, la cercanía a centros de trabajo y la disponibilidad de servicios influyen de manera determinante en la decisión habitacional. Este cambio ha favorecido el crecimiento de la vivienda en renta y de formatos multifamiliares en zonas urbanas consolidadas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En este sentido, la evolución del sector vivienda en México se encuentra cada vez más vinculada a variables financieras, de ingreso y de acceso al crédito, más que únicamente al crecimiento poblacional. En consecuencia, no es posible garantizar que factores como las tasas de interés, el poder adquisitivo de los hogares y las condiciones macroeconómicas no tengan un efecto material en la demanda y desarrollo de vivienda, así como en el desempeño de los activos inmobiliarios relacionados con Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Principales participantes y su lugar en la estructura del mercado.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Centros comerciales.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El mercado de centros comerciales en México presenta una estructura mixta entre desarrolladores institucionales y participantes independientes, lo que genera un entorno competitivo y fragmentado. De acuerdo con la Asociación de Desarrolladores Inmobiliarios (ADI), sus miembros concentran una proporción relevante del desarrollo inmobiliario institucional; sin embargo, en el segmento comercial su participación es menor frente al total del mercado, debido a la presencia de desarrolladores no afiliados con actividad significativa a nivel regional y local.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En este contexto, empresas como Mexican </span><span style="font-family:'Times New Roman'; font-size:10pt">Retail</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">Properties</span><span style="font-family:'Times New Roman'; font-size:10pt"> (MRP), Acosta Verde, Grupo DLG, DMC Desarrollos Mega, BDI y </span><span style="font-family:'Times New Roman'; font-size:10pt">Gentor</span><span style="font-family:'Times New Roman'; font-size:10pt"> han consolidado una presencia relevante en el desarrollo de centros comerciales en distintos formatos, particularmente en proyectos regionales y de escala media. Adicionalmente, el mercado presenta una alta atomización en formatos menores, donde desarrolladores locales participan activamente en centros comerciales tipo </span><span style="font-family:'Times New Roman'; font-size:10pt">neighborhood</span><span style="font-family:'Times New Roman'; font-size:10pt"> y </span><span style="font-family:'Times New Roman'; font-size:10pt">convenience</span><span style="font-family:'Times New Roman'; font-size:10pt">, generalmente con superficies inferiores a 10,000 m² de Área Bruta Rentable, atendiendo la demanda en ciudades secundarias y zonas urbanas en expansión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">A nivel nacional, el inventario de centros comerciales supera los 25 millones de m² de Área Bruta Rentable, concentrándose aproximadamente 31% en la Zona Metropolitana de la Ciudad de México, lo que la posiciona como el principal mercado comercial del país. Otras regiones relevantes como Monterrey y Guadalajara concentran participaciones cercanas al 10%–15% cada una, consolidando los principales corredores de consumo formal.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Por su parte, el desempeño del mercado formal de espacios comerciales se encuentra estrechamente vinculado a la evolución de las principales cadenas agrupadas en la Asociación Nacional de Tiendas de Autoservicio y Departamentales (ANTAD). Actualmente, estas cadenas concentran más de 48,000 tiendas en operación a nivel nacional, con ventas anuales cercanas a $1.67 billones de pesos, lo que refleja la magnitud del consumo </span><span style="font-family:'Times New Roman'; font-size:10pt">organizado en el país. Asimismo, durante 2025 se registró la apertura de más de 1,700 nuevas tiendas, con una inversión aproximada de $3,300 millones de dólares, y una generación de más de 790 mil empleos formales directos, además de millones de empleos indirectos asociados a la cadena de valor.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En términos de desempeño, las ventas del sector registraron crecimientos nominales de aproximadamente 3.1% en tiendas iguales y 5.6% en tiendas totales durante 2025, lo que evidencia una expansión moderada en un entorno de desaceleración económica. Por segmentos, las mercancías generales representan cerca del 46% de las ventas, seguidas por supermercados con 36% y ropa y calzado con aproximadamente 18%, lo que muestra la diversificación del consumo en espacios comerciales formales.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Adicionalmente, el canal digital ha cobrado relevancia creciente, alcanzando ventas superiores a $86 mil millones de pesos y tasas de crecimiento cercanas al 23% anual, lo que ha impulsado la transformación hacia modelos </span><span style="font-family:'Times New Roman'; font-size:10pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:10pt"> y ha modificado la demanda por espacios comerciales, privilegiando formatos más eficientes y experienciales.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En este sentido, la estructura del mercado de centros comerciales en México se caracteriza por la coexistencia de desarrolladores institucionales, participantes independientes y operadores comerciales de gran escala, cuya interacción determina la demanda efectiva de espacios comerciales. No obstante, su evolución dependerá de factores como el consumo privado, la formalización del comercio, la expansión del </span><span style="font-family:'Times New Roman'; font-size:10pt">retail</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:10pt"> y las condiciones macroeconómicas, por lo que no es posible garantizar que estas variables no tengan un efecto material en el desarrollo y desempeño de los activos comerciales de Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Oficinas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El mercado de centros comerciales en México presenta una estructura mixta entre desarrolladores institucionales y participantes independientes, lo que genera un entorno competitivo y fragmentado. De acuerdo con la Asociación de Desarrolladores Inmobiliarios (ADI), sus miembros concentran una proporción relevante del desarrollo inmobiliario institucional; sin embargo, en el segmento comercial su participación es menor frente al total del mercado, debido a la presencia de desarrolladores no afiliados con actividad significativa a nivel regional y local.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En este contexto, empresas como Mexican </span><span style="font-family:'Times New Roman'; font-size:10pt">Retail</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">Properties</span><span style="font-family:'Times New Roman'; font-size:10pt"> (MRP), Acosta Verde, Grupo DLG, DMC Desarrollos Mega, BDI y </span><span style="font-family:'Times New Roman'; font-size:10pt">Gentor</span><span style="font-family:'Times New Roman'; font-size:10pt"> han consolidado una presencia relevante en el desarrollo de centros comerciales en distintos formatos, particularmente en proyectos regionales y de escala media. Adicionalmente, el mercado presenta una alta atomización en formatos menores, donde desarrolladores locales participan activamente en centros comerciales tipo </span><span style="font-family:'Times New Roman'; font-size:10pt">neighborhood</span><span style="font-family:'Times New Roman'; font-size:10pt"> y </span><span style="font-family:'Times New Roman'; font-size:10pt">convenience</span><span style="font-family:'Times New Roman'; font-size:10pt">, generalmente con superficies inferiores a 10,000 m² de Área Bruta Rentable, atendiendo la demanda en ciudades secundarias y zonas urbanas en expansión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">A nivel nacional, el inventario de centros comerciales supera los 25.4 millones de m² de Área Bruta Rentable, concentrándose aproximadamente 31% en la Zona Metropolitana del Valle de México, lo que la posiciona como el principal mercado comercial del país. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Por su parte, el desempeño del mercado formal de espacios comerciales se encuentra estrechamente vinculado a la evolución de las principales cadenas comerciales agrupadas en la Asociación Nacional de Tiendas de Autoservicio y Departamentales (ANTAD). Actualmente, estas cadenas concentran más de 48,000 tiendas en operación a nivel nacional, con ventas anuales cercanas a $1.67 billones de pesos, reflejando la magnitud del consumo organizado en el país. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Asimismo, durante 2025 se registró la apertura de más de 1,700 nuevas tiendas, con una inversión aproximada de $3,300 millones de dólares, así como la generación de más de 790 mil empleos formales directos, lo que evidencia la expansión sostenida del sector comercial organizado. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En términos de desempeño operativo, las ventas del sector registraron crecimientos de aproximadamente 3.1% en tiendas iguales y 5.6% en tiendas totales durante 2025, lo que indica una expansión moderada del consumo en un entorno de desaceleración económica. Asimismo, el canal digital ha cobrado mayor relevancia, alcanzando ventas superiores a $86 mil millones de pesos y tasas de crecimiento cercanas al 23.8% anual, lo que ha impulsado la transformación hacia modelos </span><span style="font-family:'Times New Roman'; font-size:10pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:10pt">. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En términos de composición del consumo, las mercancías generales representan aproximadamente 46% de las ventas del sector, seguidas por supermercados con cerca de 36% y ropa y calzado con alrededor de 18%, lo que refleja la diversificación del gasto en espacios comerciales formales. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En este sentido, la estructura del mercado de centros comerciales en México se caracteriza por la coexistencia de desarrolladores institucionales, participantes independientes y operadores comerciales de gran escala, cuya interacción determina la demanda efectiva de espacios comerciales. No obstante, su evolución dependerá de factores como el consumo privado, la formalización del comercio, la expansión del </span><span style="font-family:'Times New Roman'; font-size:10pt">retail</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:10pt"> y las condiciones macroeconómicas, por lo que no es posible garantizar que estas variables no tengan un efecto material en el desarrollo y desempeño de los activos comerciales de Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Industrial.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El desarrollo de parques industriales en México requiere una alta capacidad operativa, financiera y de ejecución, lo que ha favorecido la consolidación de desarrolladores institucionales especializados en este segmento. Una parte relevante del inventario de espacios industriales de calidad institucional (Clase A) se concentra en proyectos vinculados a la Asociación Mexicana de Parques Industriales Privados (AMPIP), organismo que agrupa a los principales propietarios, inversionistas y administradores de infraestructura industrial en el país.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Actualmente, la AMPIP concentra más del 90%–95% de los desarrolladores industriales institucionales en México, con una red que supera los 470 parques industriales en operación distribuidos en más de 28 entidades federativas, a los cuales se suman más de 100 parques en desarrollo o construcción, impulsados principalmente por el fenómeno de relocalización de cadenas productivas. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En estos parques industriales operan más de 4,000 empresas nacionales y extranjeras, generando entre 3.5 y 3.7 millones de empleos directos, lo que confirma su papel estructural dentro del sistema productivo nacional. Asimismo, la superficie industrial desarrollada por estos parques supera los 85 a 90 millones de m², con tasas de ocupación cercanas al 95%, reflejando una alta demanda sostenida por espacios industriales de calidad institucional. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En términos de inversión, se estima que el desarrollo de nuevos parques industriales en México representa montos superiores a $5,000 millones de dólares en proyectos recientes, con una capacidad potencial para albergar más de 1,000 nuevas empresas manufactureras, principalmente en sectores como automotriz, electrónico, dispositivos médicos y logística avanzada. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">A nivel operativo, los parques industriales concentran la mayor parte de la actividad exportadora del país, ya que aproximadamente 98% de las exportaciones manufactureras se generan en estados con alta concentración de estos desarrollos, lo que evidencia su relevancia en la integración de México a las cadenas globales de valor. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Bajo</span><span style="font-family:'Times New Roman'; font-size:10pt"> este contexto, desarrolladores como VYNMSA, FINSA, Prologis, Vesta, O’Donnell, Hines, American Industries, Intermex, </span><span style="font-family:'Times New Roman'; font-size:10pt">Davisa</span><span style="font-family:'Times New Roman'; font-size:10pt">, Grupo Amistad y </span><span style="font-family:'Times New Roman'; font-size:10pt">Marabis</span><span style="font-family:'Times New Roman'; font-size:10pt">, entre otros, han consolidado una presencia relevante en el desarrollo de infraestructura industrial en distintas regiones del país, destacando su participación en corredores estratégicos del norte, Bajío y centro de México.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">La operación de estos parques requiere el cumplimiento de estándares técnicos elevados en materia de infraestructura, incluyendo disponibilidad de energía, agua, conectividad logística, telecomunicaciones y seguridad, lo que limita la participación a desarrolladores con capacidades especializadas. Asimismo, la creciente demanda asociada al </span><span style="font-family:'Times New Roman'; font-size:10pt">nearshoring</span><span style="font-family:'Times New Roman'; font-size:10pt"> ha incrementado la presión sobre la disponibilidad de servicios, particularmente en materia energética, donde la demanda agregada de los parques industriales supera los 13,000 </span><span style="font-family:'Times New Roman'; font-size:10pt">megawatts</span><span style="font-family:'Times New Roman'; font-size:10pt"> de capacidad instalada.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Desde esta perspectiva</span><span style="font-family:'Times New Roman'; font-size:10pt">, el mercado de parques industriales en México se caracteriza por una alta concentración en desarrolladores institucionales, una fuerte vinculación con la inversión extranjera y una creciente demanda derivada de la integración comercial con América del Norte. No obstante, su evolución dependerá de factores como la disponibilidad de infraestructura energética, la inversión productiva, la estabilidad del comercio internacional y las condiciones macroeconómicas, por lo que no es posible garantizar que estas variables no tengan un efecto material en el desarrollo y desempeño de los activos industriales de Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Vivienda en renta.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El mercado de vivienda en renta en México continúa caracterizándose por una baja institucionalización, aunque en los últimos años ha comenzado a atraer el interés de inversionistas institucionales nacionales e internacionales. De acuerdo con estimaciones del sector, aproximadamente 15%–16% de los hogares en </span><span style="font-family:'Times New Roman'; font-size:10pt">México habitan en vivienda en renta, lo que equivale a más de 5 millones de unidades, evidenciando la relevancia de este segmento dentro del mercado habitacional. No obstante, la participación de la renta institucional —también conocida como </span><span style="font-family:'Times New Roman'; font-size:10pt">multifamily</span><span style="font-family:'Times New Roman'; font-size:10pt">— sigue siendo incipiente, representando menos del 1% del inventario total en renta, particularmente en mercados como la Ciudad de México.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En este contexto, no se identifican aún grandes participantes dominantes con portafolios consolidados a nivel nacional; sin embargo, diversas plataformas institucionales han iniciado el desarrollo de este segmento. Empresas como </span><span style="font-family:'Times New Roman'; font-size:10pt">Greystar</span><span style="font-family:'Times New Roman'; font-size:10pt">, </span><span style="font-family:'Times New Roman'; font-size:10pt">Alignmex</span><span style="font-family:'Times New Roman'; font-size:10pt">, </span><span style="font-family:'Times New Roman'; font-size:10pt">Prudential</span><span style="font-family:'Times New Roman'; font-size:10pt"> Real Estate, </span><span style="font-family:'Times New Roman'; font-size:10pt">Metrobuildings</span><span style="font-family:'Times New Roman'; font-size:10pt"> y otros fondos especializados han comenzado a estructurar portafolios de vivienda en renta, principalmente en las principales zonas metropolitanas del país. A nivel global, operadores como </span><span style="font-family:'Times New Roman'; font-size:10pt">Greystar</span><span style="font-family:'Times New Roman'; font-size:10pt"> administran más de 400,000 unidades residenciales y cuentan con activos superiores a $12,000 millones de dólares, lo que refleja el nivel de sofisticación que estos participantes buscan replicar en el mercado mexicano.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Adicionalmente, se han identificado inversiones institucionales relevantes orientadas al desarrollo de vivienda en renta en México por montos superiores a $6,000 millones de pesos, con proyectos que consideran la construcción de más de 10,000 unidades habitacionales en el mediano plazo. Este crecimiento se encuentra respaldado por niveles de ocupación elevados, que en desarrollos institucionales alcanzan tasas cercanas al 95%–98%, así como por incrementos en rentas cercanos al 5% anual en mercados urbanos consolidados.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">A pesar de este dinamismo, el mercado continúa dominado por esquemas tradicionales de arrendamiento operados por propietarios individuales, lo que genera una alta fragmentación y una amplia dispersión en precios, calidad y condiciones contractuales. Sin embargo, factores como el encarecimiento de la vivienda, la menor accesibilidad al crédito hipotecario y la creciente movilidad laboral han favorecido el desarrollo del modelo </span><span style="font-family:'Times New Roman'; font-size:10pt">multifamily</span><span style="font-family:'Times New Roman'; font-size:10pt"> como una alternativa estructurada y escalable.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En este sentido, el mercado de vivienda en renta institucional en México se encuentra en una etapa temprana de desarrollo, con un alto potencial de crecimiento impulsado por la demanda estructural y el interés de capital institucional. No obstante, su evolución dependerá de factores como el entorno regulatorio, el acceso al financiamiento, la estabilidad macroeconómica y la capacidad de ejecución de los desarrolladores, por lo que no es posible garantizar que estas variables no tengan un efecto material en el desarrollo y desempeño de los activos de vivienda en renta de Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Estimación del tamaño de los mercados por tipo de giro inmobiliarios.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Comercio en formato de Centro Comercial.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">La estimación del tamaño de los mercados de espacios comerciales en formato de centros comerciales desarrollables por promotores inmobiliarios se basa en el crecimiento del número de familias y el monto de su gasto medio mensual. Para el cálculo del espacio comercial en formato de centros comerciales, justificable por el gasto de las familias, se supone que el gasto de las familias en rubros que se pueden adquirir en centros comerciales representa entre el 32% al 41% del gasto promedio familiar. Con ello se calcula el ingreso total de los comercios instalados en formatos de centro comercial y con una renta promedio del 8% de los ingresos, con un precio promedio de alrededor de </span><span style="font-family:'Times New Roman'; font-size:10pt">Ps</span><span style="font-family:'Times New Roman'; font-size:10pt">. $230/m2 de renta que promedia los precios de renta/ m2 pagados por anclas, </span><span style="font-family:'Times New Roman'; font-size:10pt">sub-anclas</span><span style="font-family:'Times New Roman'; font-size:10pt"> y locales- se calcula que cada familia justifica entre 2.8 m2 a 6.8 m2. </span><span style="font-family:'Times New Roman'; font-size:10pt">La </span><span style="font-family:'Times New Roman'; font-size:10pt">estimación</span><span style="font-family:'Times New Roman'; font-size:10pt"> del </span><span style="font-family:'Times New Roman'; font-size:10pt">tamaño</span><span style="font-family:'Times New Roman'; font-size:10pt"> del mercado de </span><span style="font-family:'Times New Roman'; font-size:10pt">espacios</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">comerciales</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">en</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">formato</span><span style="font-family:'Times New Roman'; font-size:10pt"> de </span><span style="font-family:'Times New Roman'; font-size:10pt">centros</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">comerciales</span><span style="font-family:'Times New Roman'; font-size:10pt"> se </span><span style="font-family:'Times New Roman'; font-size:10pt">sustenta</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">en</span><span style="font-family:'Times New Roman'; font-size:10pt"> la </span><span style="font-family:'Times New Roman'; font-size:10pt">relación</span><span style="font-family:'Times New Roman'; font-size:10pt"> entre </span><span style="font-family:'Times New Roman'; font-size:10pt">el</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">gasto</span><span style="font-family:'Times New Roman'; font-size:10pt"> de </span><span style="font-family:'Times New Roman'; font-size:10pt">los</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">hogares</span><span style="font-family:'Times New Roman'; font-size:10pt"> y la </span><span style="font-family:'Times New Roman'; font-size:10pt">capacidad</span><span style="font-family:'Times New Roman'; font-size:10pt"> de </span><span style="font-family:'Times New Roman'; font-size:10pt">absorción</span><span style="font-family:'Times New Roman'; font-size:10pt"> de </span><span style="font-family:'Times New Roman'; font-size:10pt">superficie</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">comercial</span><span style="font-family:'Times New Roman'; font-size:10pt">. De </span><span style="font-family:'Times New Roman'; font-size:10pt">acuerdo</span><span style="font-family:'Times New Roman'; font-size:10pt"> con </span><span style="font-family:'Times New Roman'; font-size:10pt">el</span><span style="font-family:'Times New Roman'; font-size:10pt"> Instituto Nacional de </span><span style="font-family:'Times New Roman'; font-size:10pt">Estadística</span><span style="font-family:'Times New Roman'; font-size:10pt"> y </span><span style="font-family:'Times New Roman'; font-size:10pt">Geografía</span><span style="font-family:'Times New Roman'; font-size:10pt"> (INEGI) y la </span><span style="font-family:'Times New Roman'; font-size:10pt">Encuesta</span><span style="font-family:'Times New Roman'; font-size:10pt"> Nacional de </span><span style="font-family:'Times New Roman'; font-size:10pt">Ingresos</span><span style="font-family:'Times New Roman'; font-size:10pt"> y </span><span style="font-family:'Times New Roman'; font-size:10pt">Gastos</span><span style="font-family:'Times New Roman'; font-size:10pt"> de </span><span style="font-family:'Times New Roman'; font-size:10pt">los</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">Hogares</span><span style="font-family:'Times New Roman'; font-size:10pt">, </span><span style="font-family:'Times New Roman'; font-size:10pt">el</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">gasto</span><span style="font-family:'Times New Roman'; font-size:10pt"> de las </span><span style="font-family:'Times New Roman'; font-size:10pt">familias</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">en</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">bienes</span><span style="font-family:'Times New Roman'; font-size:10pt"> y </span><span style="font-family:'Times New Roman'; font-size:10pt">servicios</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">típicamente</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">adquiridos</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">en</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">centros</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">comerciales</span><span style="font-family:'Times New Roman'; font-size:10pt"> —</span><span style="font-family:'Times New Roman'; font-size:10pt">como</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">alimentos</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">preparados</span><span style="font-family:'Times New Roman'; font-size:10pt">, </span><span style="font-family:'Times New Roman'; font-size:10pt">ropa</span><span style="font-family:'Times New Roman'; font-size:10pt">, </span><span style="font-family:'Times New Roman'; font-size:10pt">electrónicos</span><span style="font-family:'Times New Roman'; font-size:10pt">, </span><span style="font-family:'Times New Roman'; font-size:10pt">entretenimiento</span><span style="font-family:'Times New Roman'; font-size:10pt"> y </span><span style="font-family:'Times New Roman'; font-size:10pt">servicios</span><span style="font-family:'Times New Roman'; font-size:10pt">— </span><span style="font-family:'Times New Roman'; font-size:10pt">representa</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">aproximadamente</span><span style="font-family:'Times New Roman'; font-size:10pt"> entre 30% y 40% del </span><span style="font-family:'Times New Roman'; font-size:10pt">gasto</span><span style="font-family:'Times New Roman'; font-size:10pt"> total familiar, lo </span><span style="font-family:'Times New Roman'; font-size:10pt">que</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">constituye</span><span style="font-family:'Times New Roman'; font-size:10pt"> la base para </span><span style="font-family:'Times New Roman'; font-size:10pt">dimensionar</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">el</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">potencial</span><span style="font-family:'Times New Roman'; font-size:10pt"> de </span><span style="font-family:'Times New Roman'; font-size:10pt">desarrollo</span><span style="font-family:'Times New Roman'; font-size:10pt"> de </span><span style="font-family:'Times New Roman'; font-size:10pt">estos</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">espacios</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Asimismo, de acuerdo con la Asociación Nacional de Tiendas de Autoservicio y Departamentales (ANTAD) y métricas del sector </span><span style="font-family:'Times New Roman'; font-size:10pt">retail</span><span style="font-family:'Times New Roman'; font-size:10pt">, la renta comercial en centros comerciales suele representar entre 7% y 10% de las ventas de los locatarios, rango consistente con estándares internacionales para espacios comerciales formales. Considerando niveles de renta promedio en México que oscilan entre $200 y $300 pesos por m² mensuales, dependiendo del tipo de local, ubicación y categoría —anclas, </span><span style="font-family:'Times New Roman'; font-size:10pt">subanclas</span><span style="font-family:'Times New Roman'; font-size:10pt"> y locales menores—, es posible estimar la superficie comercial sostenible en función del gasto de los hogares.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Bajo estas condiciones, se estima que cada familia en México puede justificar entre aproximadamente 3.0 m² y 6.5 m² de espacio comercial en formato de centro comercial, rango que varía en función del nivel de ingreso, la densidad urbana y los patrones de consumo. De acuerdo con la Secretaría de Economía y análisis del sector </span><span style="font-family:'Times New Roman'; font-size:10pt">inmobiliario, esta relación tiende a ser mayor en zonas metropolitanas con mayor ingreso disponible y menor en regiones con alta informalidad comercial.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En términos agregados, el inventario nacional de centros comerciales supera los 25 millones de m² de Área Bruta Rentable, con niveles de ocupación cercanos al 90%–95% en mercados consolidados, particularmente en la Zona Metropolitana del Valle de México, Monterrey y Guadalajara. De acuerdo con datos del sector y la ANTAD, el consumo privado en México ha registrado crecimientos nominales cercanos al 5%–7% anual en los últimos años, lo que continúa impulsando la demanda por espacios comerciales formales.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Adicionalmente, conforme a la Asociación Mexicana de Venta Online (AMVO), el comercio electrónico en México ya representa aproximadamente entre 15% y 18% del total del </span><span style="font-family:'Times New Roman'; font-size:10pt">retail</span><span style="font-family:'Times New Roman'; font-size:10pt">, con tasas de crecimiento superiores al 15% anual, lo que ha comenzado a modificar la composición del espacio comercial, favoreciendo centros comerciales con mayor integración de servicios, entretenimiento y experiencias, y reduciendo la densidad destinada exclusivamente a </span><span style="font-family:'Times New Roman'; font-size:10pt">retail</span><span style="font-family:'Times New Roman'; font-size:10pt"> tradicional.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En este sentido, la estimación del tamaño del mercado de centros comerciales en México depende de la interacción entre el gasto de los hogares, la capacidad de pago de los locatarios, los niveles de renta comercial y la evolución del consumo, así como de factores estructurales como la urbanización, la formalización del comercio y la transformación hacia modelos </span><span style="font-family:'Times New Roman'; font-size:10pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:10pt">, por lo que no es posible garantizar que estas variables no tengan un efecto material en la expansión y desempeño de este segmento inmobiliario.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Oficinas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">La estimación del tamaño del mercado de espacios de oficinas en México se fundamenta en la evolución del empleo formal en sectores intensivos en uso de espacio corporativo, como servicios financieros, profesionales, corporativos e inmobiliarios. De acuerdo con el Instituto Nacional de Estadística y Geografía (INEGI), el sector terciario concentra más del 60% del empleo nacional, y dentro de éste, las actividades profesionales, financieras y corporativas agrupan a más de 10 millones de personas ocupadas, lo que constituye la base estructural para la demanda de oficinas.</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">Para efectos de estimación, de acuerdo con estándares del sector inmobiliario y referencias de la Sociedad Hipotecaria Federal (SHF) y firmas especializadas en real estate, se considera un requerimiento promedio de entre 10 m² y 14 m² de espacio bruto por empleado, siendo 12 m² por empleado un supuesto representativo en mercados urbanos consolidados. Este indicador incorpora áreas comunes, servicios y eficiencia operativa de los edificios corporativos.</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">Bajo estos supuestos, la demanda potencial de espacios de oficinas se encuentra directamente relacionada con el crecimiento del empleo formal en dichos sectores. De acuerdo con estimaciones del sector y proyecciones de crecimiento urbano, las principales plazas del país concentran la mayor absorción de superficie corporativa. La Zona Metropolitana del Valle de México continúa siendo el principal mercado, con una demanda acumulada estimada superior a 600 mil m², seguida por Monterrey con más de 280 mil m² y Guadalajara con aproximadamente 200 mil m². Otras ciudades con crecimiento relevante incluyen Querétaro, Puebla y Tijuana, con demandas estimadas que oscilan entre 60 mil y 100 mil m² por ciudad.</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">En términos de inventario, de acuerdo con análisis del sector inmobiliario y datos de mercado, el stock de oficinas corporativas en México supera los 25 millones de m² de Área Bruta Rentable, concentrándose más del 40% en la Ciudad de México, con tasas de vacancia que han oscilado entre 18% y 22% en años recientes, reflejando un proceso de ajuste tras la pandemia y la adopción de esquemas híbridos de trabajo.</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">Asimismo, de acuerdo con el Banco de México y la SHF, el crecimiento del empleo formal en servicios ha mostrado tasas cercanas al 2%–3% anual en los últimos años, lo que continúa generando una demanda estructural de espacios corporativos, aunque con una tendencia hacia una mayor eficiencia en el uso del espacio.</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">En este sentido, el tamaño del mercado de oficinas en México se encuentra determinado por la interacción entre el crecimiento del empleo formal en sectores terciarios, la densidad de ocupación por empleado y las condiciones del mercado inmobiliario, así como por factores estructurales como la digitalización, el trabajo híbrido y la evolución del entorno corporativo, por lo que no es posible garantizar que estas variables no tengan un efecto material en la expansión y desempeño de este segmento inmobiliario.</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Industria.</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">La estimación del tamaño del mercado de espacios industriales en México se fundamenta en la evolución de la actividad manufacturera y, particularmente, en el crecimiento del empleo formal en empresas medianas y grandes del sector industrial. De acuerdo con el Instituto Nacional de Estadística y Geografía (INEGI), la industria manufacturera concentra cerca del 17% del empleo nacional, con más de 9.5 millones de trabajadores, mientras que, conforme a la Secretaría de Economía, este sector representa aproximadamente 18%–20% del Producto Interno Bruto, lo que confirma su relevancia estructural en la economía.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Para efectos de estimación, de acuerdo con estándares del sector inmobiliario industrial, la Asociación Mexicana de Parques Industriales Privados (AMPIP) y análisis de firmas especializadas, se considera un requerimiento promedio de entre 18 m² y 25 m² de espacio bruto por empleado, siendo 20 m² por empleado un supuesto representativo para operaciones manufactureras en instalaciones de calidad institucional. Este indicador incorpora áreas de producción, almacenamiento, logística y servicios asociados.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Bajo estos supuestos, la demanda potencial de espacios industriales se encuentra directamente relacionada con el crecimiento del empleo manufacturero formal, particularmente en regiones con alta concentración industrial. De acuerdo con estimaciones del sector y tendencias de relocalización productiva (</span><span style="font-family:'Times New Roman'; font-size:10pt">nearshoring</span><span style="font-family:'Times New Roman'; font-size:10pt">), las principales plazas industriales del país continúan concentrando la mayor absorción de superficie. Destacan Monterrey con una demanda acumulada superior a 2.2 millones de m², Guadalajara con más de 1.3 millones de m², y ciudades fronterizas como Tijuana con aproximadamente 1.2 millones de m², seguidas por Querétaro y Puebla con niveles cercanos a 1.0–1.1 millones de m² cada una.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En términos de inventario, de acuerdo con la AMPIP y análisis del mercado inmobiliario industrial, el stock nacional de espacios industriales institucionales supera los 85 millones de m² de Área Bruta Rentable, con tasas de ocupación superiores al 94%–96% en mercados consolidados, particularmente en el norte y Bajío, lo que refleja una alta presión de demanda por espacios disponibles. Asimismo, la absorción neta anual ha superado los 5 millones de m² en años recientes, impulsada por la inversión extranjera directa y la expansión de cadenas de suministro.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Además, conforme a datos de la Secretaría de Economía y el sector exportador, más del 80% de las exportaciones mexicanas provienen de manufactura, lo que refuerza la dependencia de la infraestructura industrial para el desempeño económico del país. Este fenómeno, junto con el crecimiento de la inversión productiva, ha generado una demanda sostenida por parques industriales con infraestructura especializada, particularmente en energía, logística y conectividad.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En este sentido, el tamaño del mercado de espacios industriales en México se encuentra determinado por la interacción entre el crecimiento del empleo manufacturero, la densidad de ocupación por trabajador y la inversión productiva, así como por factores estructurales como la relocalización industrial, la integración comercial con América del Norte y la disponibilidad de infraestructura, por lo que no es posible garantizar que estas variables no tengan un efecto material en la expansión y desempeño de este segmento inmobiliario.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Conclusiones de Principales Plazas para el Desarrollo Inmobiliario.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">El análisis conjunto de los distintos segmentos inmobiliarios permite identificar que el potencial de desarrollo en las principales plazas del país se encuentra determinado por la convergencia de factores demográficos, económicos y estructurales. De acuerdo con el Instituto Nacional de Estadística y Geografía (INEGI) y la Secretaría de Economía, más del 55% del Producto Interno Bruto nacional se concentra en menos de 10 entidades federativas, lo que explica la alta concentración de la actividad inmobiliaria en dichas regiones.</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">En este contexto, las zonas metropolitanas con mayor densidad poblacional y actividad económica —particularmente la Zona Metropolitana del Valle de México, Monterrey y Guadalajara— concentran más de 30 millones de habitantes y una proporción significativa del empleo formal del país, lo que las posiciona como los principales mercados para el desarrollo de proyectos comerciales, corporativos, industriales y habitacionales. Estas ciudades presentan mayores niveles de ingreso, consumo y formalidad, lo que incrementa la profundidad de sus mercados inmobiliarios.</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">Desde la perspectiva comercial, el crecimiento del consumo privado, con tasas cercanas al 5%–7% nominal anual, ha impulsado la expansión de formatos de centros comerciales en ciudades medianas, donde aún existe una brecha en metros cuadrados comerciales por habitante frente a mercados consolidados. Este fenómeno refleja un potencial de desarrollo no completamente explotado, particularmente en regiones del Bajío, norte y sureste del país.</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">En el segmento de oficinas, si bien la demanda continúa concentrada en los principales centros corporativos, la expansión del sector servicios y la tercerización de la economía han permitido que ciudades como </span><span style="font-family:'Times New Roman'; font-size:10pt">Querétaro, Puebla y Tijuana registren un crecimiento sostenido en empleo profesional, con tasas cercanas al 2%–3% anual, impulsando la necesidad de espacios corporativos en mercados secundarios.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Por su parte, el sector industrial muestra una mayor dispersión geográfica, concentrándose en corredores estratégicos vinculados al comercio exterior. Regiones como el norte y el Bajío han registrado niveles de ocupación industrial superiores al 94%–96%, con absorciones anuales que superan los 5 millones de m², lo que refleja una demanda estructural impulsada por la relocalización de cadenas productivas y la inversión extranjera.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En el segmento habitacional, la presión sobre la demanda se concentra en zonas urbanas con alta generación de empleo, donde factores como el encarecimiento de la vivienda, el incremento en tasas de interés y la movilidad laboral han favorecido el crecimiento de la vivienda en renta y el desarrollo vertical.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En conjunto, las principales plazas para el desarrollo inmobiliario en México se caracterizan por una alta concentración de población, actividad económica y formalidad, así como por una creciente diversificación de la demanda en distintos segmentos inmobiliarios. No obstante, la evolución de estos mercados dependerá de factores como el crecimiento económico regional, el ingreso de los hogares, la inversión productiva y las condiciones macroeconómicas, por lo que no es posible garantizar que dichas variables no tengan un efecto material en el desarrollo y desempeño del sector inmobiliario en el país.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Perspectivas generales y situación de los factores inductores de demanda.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El mercado de centros comerciales en México ha transitado de una etapa de recuperación hacia una fase de consolidación, en la que la demanda ya no depende únicamente del crecimiento del consumo, sino de cambios estructurales en el comportamiento del consumidor. De acuerdo con CBRE, el inventario nacional supera los 25 millones de m² de Área Bruta Rentable, y el sector evoluciona hacia modelos híbridos que combinan espacios físicos con soluciones digitales y experiencias personalizadas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Tras los ajustes observados en años anteriores, los niveles de ocupación se han estabilizado en rangos cercanos al 90%–93%, mientras que la incorporación de nueva oferta se mantiene contenida, con pipelines en desarrollo superiores a 300 mil m² y entregas anuales más moderadas. Este entorno ha permitido una recuperación gradual en rentas, particularmente en activos de mayor calidad y mejor ubicación, donde el crecimiento se ubica en rangos aproximados de 3%–5% anual.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El principal motor de la demanda continúa siendo el consumo privado; sin embargo, su composición ha cambiado. El gasto se ha desplazado hacia servicios, entretenimiento y experiencias, reduciendo la dependencia del </span><span style="font-family:'Times New Roman'; font-size:10pt">retail</span><span style="font-family:'Times New Roman'; font-size:10pt"> tradicional. Al mismo tiempo, el comercio electrónico ha ganado participación relevante —cercana al 15%–18% del total de ventas minoristas—, lo que ha llevado a los operadores a replantear la función de los espacios físicos dentro de una estrategia </span><span style="font-family:'Times New Roman'; font-size:10pt">omnicanal</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">A nivel territorial, el desempeño del sector muestra diferencias claras. Las regiones del norte y del Bajío presentan un mayor dinamismo, impulsado por el crecimiento del empleo industrial y logístico, mientras que algunos mercados con mayor exposición a servicios o turismo han registrado una recuperación más gradual. Aun así, las principales zonas metropolitanas del país continúan concentrando la mayor profundidad de mercado y atracción de nuevas marcas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Frente a este entorno, los desarrolladores han modificado sus estrategias operativas. Se observa una mayor adopción de esquemas de renta flexibles, integración de tecnología en la operación de los inmuebles y rediseño de espacios hacia formatos de usos mixtos. Más que la expansión en metros cuadrados, la tendencia apunta hacia la optimización del espacio existente y la generación de valor a través de la experiencia del usuario.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En consecuencia, el desempeño futuro del segmento dependerá de la evolución del consumo, la adaptación del </span><span style="font-family:'Times New Roman'; font-size:10pt">retail</span><span style="font-family:'Times New Roman'; font-size:10pt"> a modelos digitales y la capacidad de los activos para integrarse a nuevas dinámicas urbanas, por lo que no es posible garantizar que estos factores no tengan un efecto material en la demanda y desempeño de los centros comerciales.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Oficinas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El mercado de oficinas en México ha entrado en una etapa de ajuste estructural en la que la demanda ya no depende exclusivamente del crecimiento del empleo, sino de cambios en la forma de trabajar, particularmente por la consolidación del modelo híbrido. De acuerdo con CBRE, cerca del 78% de las empresas ya operan bajo esquemas presenciales parciales, lo que ha transformado el uso del espacio corporativo, reduciendo la necesidad de grandes superficies tradicionales y favoreciendo oficinas más eficientes, flexibles y orientadas a la colaboración.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Este cambio en la demanda se ha reflejado directamente en la evolución del mercado, particularmente en la Ciudad de México, donde se concentra la mayor parte del inventario corporativo del país. Según CBRE, el inventario de oficinas Clase A y A+ se mantiene en niveles cercanos a 7.4 millones de m², mientras que la absorción neta alcanzó aproximadamente 247 mil m² al cierre de 2025, lo que representó un crecimiento cercano al 39% respecto al año previo, acompañado de una reducción en la tasa de vacancia hacia niveles de 17.6%–18.6%, su nivel más bajo en varios años.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">La recuperación observada no responde a un crecimiento acelerado del mercado, sino a una mayor estabilidad en la toma de decisiones corporativas, donde predominan renovaciones, reubicaciones y expansiones sobre nuevas contrataciones de gran escala. Este comportamiento ha permitido reducir gradualmente la disponibilidad acumulada tras la pandemia, en un entorno donde la nueva oferta se mantiene limitada y con altos niveles de </span><span style="font-family:'Times New Roman'; font-size:10pt">prearrendamiento</span><span style="font-family:'Times New Roman'; font-size:10pt">, lo que contribuye a equilibrar el mercado.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">A nivel regional, la dinámica muestra diferencias importantes. En Monterrey, la absorción ha crecido a tasas superiores al 25% anual, con niveles de vacancia cercanos al 14%–15%, mientras que en Guadalajara la demanda ha aumentado más del 20% anual, con tasas de disponibilidad por debajo del 10%, consolidando estos mercados como polos corporativos en expansión. Este desempeño está estrechamente vinculado al crecimiento del empleo en sectores como manufactura avanzada, servicios financieros, tecnología y logística, que continúan siendo los principales generadores de demanda de espacios de oficinas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En este entorno, la diferenciación entre activos se ha vuelto más evidente, ya que la demanda se concentra en edificios con mejores ubicaciones, certificaciones y servicios, mientras que los espacios de menor calidad enfrentan mayores niveles de vacancia. Esta situación ha llevado a los desarrolladores y propietarios a priorizar la calidad del activo, la flexibilidad contractual y la adaptación de los espacios, más que la expansión acelerada del inventario.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El desempeño futuro del mercado de oficinas estará determinado por la evolución del empleo en actividades terciarias, la consolidación del modelo híbrido y la capacidad de los espacios corporativos para adaptarse a nuevas dinámicas laborales, por lo que no es posible garantizar que estos factores no tengan un efecto material en la demanda y desempeño de este segmento inmobiliario.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Espacios industriales.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El mercado industrial en México ha pasado de una fase de crecimiento acelerado a una etapa de consolidación con fundamentos sólidos, donde la demanda se mantiene impulsada principalmente por la actividad logística, manufacturera y la relocalización de cadenas productivas. De acuerdo con CBRE, el mercado registró niveles históricos de absorción en los últimos años, alcanzando tan solo en la Ciudad de México una absorción bruta acumulada de aproximadamente 1.6 millones de m² en 2025, la cifra más alta registrada en este mercado, lo que confirma la fortaleza estructural del sector.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Este dinamismo ha estado acompañado por niveles de vacancia mínimos, que en mercados clave se han ubicado entre 1.5% y 3.5%, reflejando una alta presión de demanda sobre el inventario disponible y una tendencia hacia la </span><span style="font-family:'Times New Roman'; font-size:10pt">precolocación</span><span style="font-family:'Times New Roman'; font-size:10pt"> de espacios antes de su entrega. La mayor parte de los nuevos desarrollos se encuentra comprometida desde etapas tempranas, con porcentajes de </span><span style="font-family:'Times New Roman'; font-size:10pt">prearrendamiento</span><span style="font-family:'Times New Roman'; font-size:10pt"> superiores al 70%–80%, lo que ha reducido significativamente el riesgo de sobreoferta.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">La actividad constructiva se ha mantenido relevante, aunque con una tendencia hacia proyectos más estratégicos y selectivos. Durante 2025, el pipeline de desarrollo industrial en mercados principales superó los 700 mil m² en construcción solo en la zona metropolitana de la Ciudad de México, con entregas mayoritariamente </span><span style="font-family:'Times New Roman'; font-size:10pt">prearrendadas</span><span style="font-family:'Times New Roman'; font-size:10pt">, lo que confirma la continuidad en la expansión del sector bajo condiciones de demanda sólida. Este crecimiento se ha concentrado en corredores logísticos y de manufactura avanzada, particularmente en el norte del país, el Bajío y el centro.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El comportamiento regional continúa siendo un factor determinante en la demanda. Mercados como Monterrey, Guadalajara y el corredor del Bajío concentran una parte significativa de la absorción nacional, impulsados por la inversión extranjera directa, que superó los 36 mil millones de dólares recientes, así como por la integración comercial con Estados Unidos y el fortalecimiento de la manufactura exportadora. Esta </span><span style="font-family:'Times New Roman'; font-size:10pt">dinámica ha favorecido especialmente a los sectores logístico, automotriz, electrónico y de comercio electrónico, que continúan liderando la ocupación de espacios industriales.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El entorno actual ha incentivado a los desarrolladores y propietarios a elevar los estándares de calidad de sus activos, incorporando infraestructura especializada, eficiencia energética y adaptaciones como centros de distribución, espacios de última milla y soluciones para cadena fría, en respuesta a las necesidades de los inquilinos. Al mismo tiempo, el crecimiento del comercio electrónico y la optimización de cadenas de suministro han reforzado la necesidad de ubicaciones estratégicas y espacios funcionales.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El desempeño futuro del mercado industrial dependerá de la continuidad en la inversión productiva, la disponibilidad de infraestructura —especialmente energética— y la estabilidad del comercio internacional, por lo que no es posible garantizar que estos factores no tengan un efecto material en la demanda y desempeño de este segmento inmobiliario.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Conclusiones Generales del Entorno Inmobiliario en México.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Aspectos clave en la evolución y proyección demográfica y económica que impactan en el desempeño del mercado inmobiliario en México.</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El entorno inmobiliario en México se encuentra determinado por la interacción entre variables demográficas, económicas y estructurales que, en conjunto, continúan impulsando la demanda de espacios comerciales, corporativos, industriales y habitacionales. El proceso de urbanización sigue siendo uno de los principales motores de este crecimiento, ya que, de acuerdo con el Instituto Nacional de Estadística y Geografía (INEGI), más del 80% de la población en México reside en zonas urbanas, lo que ha favorecido la consolidación de corredores inmobiliarios y el desarrollo de proyectos verticales y de usos mixtos en las principales ciudades del país.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Esta concentración poblacional se refleja en entidades como Ciudad de México, Estado de México, Nuevo León y Jalisco, que en conjunto generan más del 50% del Producto Interno Bruto nacional, lo que permite la existencia de mercados inmobiliarios más profundos, diversificados y con mayor capacidad de absorción. La densificación urbana en estas regiones ha incrementado la eficiencia en el uso del suelo y ha fortalecido la viabilidad de desarrollos inmobiliarios orientados a distintos segmentos de la población y del sector productivo.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Desde una perspectiva demográfica, las proyecciones del Consejo Nacional de Población (CONAPO) estiman que México superará los 140 millones de habitantes hacia 2030, con un crecimiento promedio cercano al 1% anual, lo que implicará una expansión sostenida en la demanda de vivienda, así como en bienes, servicios y espacios laborales. A esto se suma una transformación en la estructura socioeconómica, donde el crecimiento de la clase media —que actualmente representa más del 50% de los hogares— continúa impulsando el consumo y la demanda de espacios comerciales y habitacionales de mayor calidad.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El crecimiento del parque habitacional también mantiene una tendencia positiva, con estimaciones que sitúan el número de viviendas en más de 43 millones de unidades hacia 2030, lo que representa un incremento promedio anual cercano a 700 mil viviendas, generando una presión constante sobre la demanda de infraestructura urbana, servicios y espacios comerciales y laborales asociados.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En el ámbito macroeconómico, la economía mexicana ha mostrado una recuperación moderada tras los efectos observados en años anteriores. De acuerdo con el Fondo Monetario Internacional (FMI) y el Banco de México, el crecimiento del PIB se ha estabilizado en rangos cercanos al 2%–3% anual, en un entorno caracterizado por retos como la inflación, las tasas de interés elevadas y la desaceleración global. A pesar de ello, el mercado laboral ha mantenido niveles relativamente sólidos, con tasas de desempleo cercanas a 3%–4%, lo que ha contribuido a sostener el consumo interno.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El desempeño del sector inmobiliario se encuentra estrechamente vinculado a esta dinámica económica, ya que el crecimiento del PIB y del empleo impulsa la expansión de las empresas y, en consecuencia, la demanda de espacios industriales y de oficinas, así como el desarrollo de nuevos espacios comerciales y habitacionales. Al mismo tiempo, el fortalecimiento del sector exportador, particularmente en manufactura, ha consolidado a México como un destino relevante para la inversión productiva, generando una demanda adicional de infraestructura inmobiliaria.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">No obstante, el entorno económico continúa presentando retos, entre los que destacan la incertidumbre global, la evolución de las tasas de interés y la dependencia del crecimiento económico de Estados Unidos, lo que podría incidir en el ritmo de expansión del mercado inmobiliario. En este contexto, el desarrollo del sector </span><span style="font-family:'Times New Roman'; font-size:10pt">dependerá de la capacidad de adaptación a cambios estructurales en la economía, la evolución del ingreso de los hogares y la inversión productiva, por lo que no es posible garantizar que estas variables no tengan un efecto material en el desempeño del mercado inmobiliario en México.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Proyecciones y perspectivas generales del mercado inmobiliario en México.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El mercado inmobiliario en México ha evolucionado hacia un entorno de mayor diferenciación entre segmentos, en el que la actividad ya no responde de manera homogénea, sino que depende de los fundamentos específicos de cada tipo de activo. Mientras que el sector industrial se ha consolidado como el más dinámico, con niveles de absorción y ocupación históricamente altos, otros segmentos como oficinas, </span><span style="font-family:'Times New Roman'; font-size:10pt">retail</span><span style="font-family:'Times New Roman'; font-size:10pt"> y hotelería han transitado hacia una fase de ajuste y estabilización tras los cambios estructurales observados en años recientes.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En el caso del sector industrial, la demanda continúa mostrando una fortaleza sostenida, impulsada por el crecimiento del comercio electrónico, la relocalización de cadenas productivas y la inversión extranjera directa. De acuerdo con CBRE, el mercado industrial de la Ciudad de México alcanzó niveles récord de absorción cercanos a 1.6 millones de m² en 2025, con tasas de vacancia en niveles mínimos alrededor de 2%–3%, lo que confirma un entorno de alta demanda y limitada disponibilidad. Esta dinámica ha mantenido el interés de inversionistas institucionales, particularmente en activos con ingresos dolarizados, lo que se refleja en niveles de </span><span style="font-family:'Times New Roman'; font-size:10pt">cap</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">rate</span><span style="font-family:'Times New Roman'; font-size:10pt"> más comprimidos en el sector industrial, que se ubican en rangos aproximados de 6% a 8.5%.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Por su parte, el sector comercial ha mostrado una recuperación gradual, aunque con cambios relevantes en su estructura. De acuerdo con CBRE, el inventario nacional de centros comerciales supera los 25.4 millones de m², y el mercado se encuentra en una etapa de consolidación, donde la demanda se orienta hacia formatos híbridos que integran experiencia física y digital. En este contexto, las ubicaciones premium han mostrado una recuperación más rápida, mientras que otros formatos enfrentan el reto de adaptarse a nuevos hábitos de consumo, particularmente ante el crecimiento del comercio electrónico.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El mercado de oficinas, por su parte, ha experimentado una transformación estructural derivada de la adopción del trabajo híbrido, lo que ha reducido la demanda por grandes superficies tradicionales y ha favorecido espacios más eficientes y flexibles. Este ajuste ha generado una mayor dispersión en el desempeño de los activos, donde los edificios de mayor calidad y mejor ubicación concentran la demanda, mientras que otros enfrentan niveles más elevados de vacancia. Como resultado, los </span><span style="font-family:'Times New Roman'; font-size:10pt">cap</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">rates</span><span style="font-family:'Times New Roman'; font-size:10pt"> en oficinas se mantienen en niveles superiores, generalmente en rangos de 8% a 12%, reflejando un mayor nivel de riesgo percibido por los inversionistas.</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">En el segmento habitacional, particularmente en vivienda en renta, el mercado continúa caracterizándose por una alta fragmentación, con predominio de propietarios individuales y una limitada participación institucional. No obstante, factores como el encarecimiento de la vivienda, las tasas de interés elevadas y la movilidad laboral han impulsado el crecimiento del arrendamiento como alternativa habitacional, generando oportunidades para el desarrollo de portafolios institucionales en el mediano plazo.</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">Desde la perspectiva de inversión, el mercado inmobiliario en México mantiene fundamentos sólidos, con un nivel de confianza relevante por parte de inversionistas. De acuerdo con CBRE, aproximadamente 67% de los inversionistas planean mantener o incrementar su exposición al sector, lo que refleja una percepción positiva sobre el desempeño del mercado en el corto y mediano plazo. Al mismo tiempo, las tasas de capitalización han mostrado estabilidad reciente, con expectativas de ajuste gradual conforme evolucionen las condiciones de financiamiento y el entorno macroeconómico.</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">En conjunto, el mercado inmobiliario en México se encuentra en una fase de consolidación posterior a los ajustes estructurales recientes, en la que el crecimiento estará determinado por factores como la inversión productiva, la evolución del consumo, la integración tecnológica y las condiciones financieras. En consecuencia, no es posible garantizar que estos factores no tengan un efecto material en el desempeño de los distintos segmentos inmobiliarios en el país.</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Opinión sobre oportunidades para nuevos proyectos</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> inmobiliarios de renta.</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">El mercado inmobiliario en México presenta un entorno favorable para el desarrollo de nuevos proyectos de renta, impulsado por cambios estructurales en la economía global y en los patrones de consumo. La reconfiguración de las cadenas de suministro y el crecimiento del fenómeno de </span><span style="font-family:'Times New Roman'; font-size:10pt">nearshoring</span><span style="font-family:'Times New Roman'; font-size:10pt"> han fortalecido </span><span style="font-family:'Times New Roman'; font-size:10pt">el posicionamiento de México como un destino estratégico para la inversión, particularmente en regiones del norte y el Bajío, donde la demanda por espacios industriales y logísticos continúa expandiéndose a tasas superiores al promedio nacional. Este dinamismo ha incrementado el interés de inversionistas internacionales, quienes han mostrado una mayor disposición a participar en el mercado inmobiliario, especialmente en activos vinculados a comercio exterior y manufactura.</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">La consolidación de corredores industriales y logísticos también genera efectos indirectos sobre otros segmentos inmobiliarios, al detonar la demanda de vivienda, comercio y servicios en las zonas donde se concentra la actividad productiva. En este sentido, la expansión del empleo formal y la inversión productiva contribuyen a fortalecer la viabilidad de nuevos desarrollos inmobiliarios en mercados emergentes, particularmente en ciudades medianas que comienzan a integrarse a procesos de tercerización y especialización económica.</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">Este proceso de expansión territorial abre oportunidades relevantes para el desarrollo de nuevos conceptos inmobiliarios adaptados a la escala y características de cada mercado, donde la combinación de formatos tradicionales —como centros comerciales con anclas y </span><span style="font-family:'Times New Roman'; font-size:10pt">subanclas</span><span style="font-family:'Times New Roman'; font-size:10pt">— con propuestas más flexibles y orientadas a servicios permite capturar demanda en ciudades con menor profundidad de mercado, pero con alto potencial de crecimiento.</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">En el segmento habitacional, y particularmente en vivienda en renta, las oportunidades de inversión se ven fortalecidas por factores estructurales como el encarecimiento de la vivienda, el incremento en tasas de interés y las restricciones en el acceso al crédito hipotecario. Estas condiciones han favorecido un cambio en la preferencia de los hogares, donde el arrendamiento se consolida como una alternativa viable frente a la compra de vivienda, especialmente en zonas urbanas con alta concentración de empleo. A esto se suma un déficit habitacional estimado en más de 8 millones de viviendas, lo que refuerza la demanda estructural en este segmento.</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">A pesar de este potencial, el mercado de vivienda en renta continúa caracterizándose por una alta fragmentación, con predominio de propietarios individuales y una limitada participación institucional, lo que genera una falta de estandarización en precios, calidad y condiciones contractuales. Esta situación representa, al mismo tiempo, una oportunidad para el desarrollo de plataformas institucionales capaces de ofrecer productos más estructurados y eficientes.</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">Desde una perspectiva geográfica, entidades como Ciudad de México y Jalisco continúan concentrando una alta demanda y profundidad de mercado, impulsadas por su densidad poblacional, actividad económica y concentración de empleo formal. Sin embargo, el crecimiento futuro también se extenderá hacia otras regiones del país conforme avance la urbanización y se consoliden nuevos polos de desarrollo económico.</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">El aprovechamiento de estas oportunidades dependerá de factores como la formalización del mercado, la disponibilidad de financiamiento, el ordenamiento urbano y la evolución del ingreso de los hogares, así como de la capacidad de los desarrolladores para adaptar sus proyectos a nuevas condiciones de mercado. En consecuencia, no es posible garantizar que estos factores no tengan un efecto material en el desarrollo y desempeño de nuevos proyectos inmobiliarios de renta en México.</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Entorno del Sector de Fibras en México.</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<a name="_Hlk196739868" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt">El sector de Fibras en México se ha consolidado como uno de los principales vehículos de inversión inmobiliaria, con activos superiores a $890 mil millones de pesos y más de 2,200 propiedades en operación, de acuerdo con la AMEFIBRA </span></a>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; text-align:justify; padding-left:7.1pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">• Al cierre de 2025, las Fibras alcanzaron aproximadamente 32.3 millones de m² de Área Bruta Rentable (ABR), con niveles de ocupación promedio cercanos al 96.7%, lo que refleja una alta estabilidad operativa y demanda sostenida </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; text-align:justify; padding-left:7.1pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">• El sector ha mostrado uno de los mejores desempeños históricos recientes, con rendimientos del índice S&P/BMV Fibras cercanos al 29%–30% en 2025, además de distribuciones adicionales superiores al 37%, impulsadas por la recuperación inmobiliaria y la fortaleza del segmento industrial </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; text-align:justify; padding-left:7.1pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">• En los últimos 14 años, las Fibras han acumulado una plusvalía superior al 175%, superando ampliamente el desempeño del índice accionario general (IPC), lo que confirma su atractivo como vehículo de inversión de largo plazo </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; text-align:justify; padding-left:7.1pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">• Las Fibras representan actualmente cerca del 4% de la renta variable nacional y aproximadamente 4.5% del PIB de México, consolidándose como un componente relevante dentro del sistema financiero y del mercado inmobiliario </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; text-align:justify; padding-left:7.1pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">• El crecimiento del sector ha estado impulsado por factores estructurales como el </span><span style="font-family:'Times New Roman'; font-size:10pt">nearshoring</span><span style="font-family:'Times New Roman'; font-size:10pt">, el comercio electrónico y la expansión del sector logístico, siendo el segmento industrial el de mayor dinamismo, con crecimientos superiores al 40% anual en algunos portafolios </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; text-align:justify; padding-left:7.1pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">• El sector mantiene fundamentos sólidos, caracterizados por flujos estables, incremento en rentas —con crecimientos promedio cercanos al 7.8% anual por encima de la inflación— y una alta ocupación en la mayoría de los portafolios </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; text-align:justify; padding-left:7.1pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">• En términos de expansión, durante 2025 se incorporaron más de 2 millones de m² adicionales de ABR, reflejando la continua inversión en activos inmobiliarios y la consolidación de portafolios institucionales </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; text-align:justify; padding-left:7.1pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">• El financiamiento bursátil del sector también ha mostrado dinamismo, con colocaciones superiores a $100 mil millones de pesos en 2025, lo que evidencia la confianza del mercado de capitales en estos instrumentos </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; text-align:justify; padding-left:7.1pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">• Las Fibras han evolucionado hacia esquemas más sofisticados, incorporando criterios ambientales, sociales y de gobernanza (ASG), con más de 8 millones de m² certificados bajo estándares internacionales, fortaleciendo su atractivo para inversionistas institucionales </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; text-align:justify; padding-left:7.1pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">• Desde la perspectiva fiscal, el marco regulatorio establecido por el Servicio de Administración Tributaria ha incentivado su crecimiento mediante beneficios fiscales específicos, lo que ha permitido ampliar la participación de inversionistas tanto institucionales como individuales</span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; text-align:justify; padding-left:7.1pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">• En conjunto, el sector presenta oportunidades relevantes de creación de valor, particularmente en segmentos como industrial, logístico y vivienda en renta; sin embargo, su desempeño futuro dependerá de variables como tasas de interés, condiciones macroeconómicas y demanda inmobiliaria, por lo que no es posible garantizar que estos factores no tengan un efecto material en los rendimientos de las Fibras en México</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:349.7pt">
<thead>
<tr style="height:20.4pt">
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; page-break-after:avoid">
<span style="-aw-bookmark-end:_Toc256000283"></span><span style="-aw-bookmark-end:_Toc256000052"></span><span style="-aw-bookmark-end:_Toc465886067"></span><span style="-aw-bookmark-end:_Toc38371095"></span><span style="-aw-bookmark-end:_Hlk196739868"></span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Fecha</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Número de Fibras</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Capitalización de Mercado (MDP)</span>
</p>
</td>
</tr>
</thead>
<tbody>
<tr style="height:19.95pt">
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">Marzo 2011</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">1</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">$8,036</span>
</p>
</td>
</tr>
<tr style="height:19.95pt">
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">Dic 2012</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">3</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">$74,858</span>
</p>
</td>
</tr>
<tr style="height:20.4pt">
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">Mar 2013</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">5</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">$98,180</span>
</p>
</td>
</tr>
<tr style="height:19.95pt">
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">Dic 2013</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">7</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">$153,881</span>
</p>
</td>
</tr>
<tr style="height:20.4pt">
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">Dic 2014</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">9</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">$257,877</span>
</p>
</td>
</tr>
<tr style="height:19.95pt">
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">Mar 2016</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">10</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">$261,648</span>
</p>
</td>
</tr>
<tr style="height:20.4pt">
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">Dic 2017</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">12</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">$260,326</span>
</p>
</td>
</tr>
<tr style="height:19.95pt">
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">Dic 2018</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">15</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">$237,018</span>
</p>
</td>
</tr>
<tr style="height:19.95pt">
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">Dic 2019</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">17</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">$312,842</span>
</p>
</td>
</tr>
<tr style="height:20.4pt">
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">Dic 2020</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">17</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">$309,722</span>
</p>
</td>
</tr>
<tr style="height:19.95pt">
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">Dic 2021</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">18</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">$311,238</span>
</p>
</td>
</tr>
<tr style="height:20.4pt">
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">Dic 2022</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">18</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">$331,282</span>
</p>
</td>
</tr>
<tr style="height:19.95pt">
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">Dic 2023</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">18</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">$401,325</span>
</p>
</td>
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<tr style="height:20.4pt">
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">Dic </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">2024</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">15</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">≈ $400,000 – $420,000</span>
</p>
</td>
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<tr style="height:2.2pt">
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">Dic </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">2025</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">15</span>
</p>
</td>
<td style="padding:0.75pt; vertical-align:middle">
<p style="margin:12pt 0pt 3pt; text-align:center; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">≈ $420,000 – $450,000</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-style:normal"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">i)</span><span style="font:7.0pt 'Times New Roman'">                    </span><a name="_Toc38371096" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt">Estructura de administración</span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt; color:#ff0000"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Remitirse a “3. Administrador del Patrimonio del Fideicomiso – a) Historia y Desarrollo del Operador o Administrador de los Activos”. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">i)</span><span style="font:7.0pt 'Times New Roman'">                    </span><a name="_Toc38371097" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt">Procesos judiciales, administrativos o arbitrales</span><span style="-aw-bookmark-end:_Toc256000299"></span><span style="-aw-bookmark-end:_Toc256000068"></span><span style="-aw-bookmark-end:_Toc465886082"></span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span></a>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Hasta donde razonablemente tiene conocimiento el Administrador y Fibra Plus, no existen juicios o procedimientos administrativos relevantes que puedan tener un impacto significativo para los Tenedores. Tampoco se tiene conocimiento de la alta probabilidad de que en un futuro existan juicios o procedimientos administrativos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">i)</span><span style="font:7.0pt 'Times New Roman'">                    </span><a name="_Toc38371098" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt">Derechos</span><span style="-aw-bookmark-end:_Toc256000300"></span><span style="-aw-bookmark-end:_Toc256000069"></span><span style="-aw-bookmark-end:_Toc465886083"></span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span></a>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> confieren a los Tenedores, de conformidad con los artículos 63, fracción II, 64 Bis 1 y demás aplicables de la Ley del Mercado de Valores, el derecho a una parte de los frutos, rendimientos y en su caso, al valor residual de los Bienes o derechos afectos con ese propósito al Fideicomiso, por lo que confieren el derecho a recibir Distribuciones de Efectivo del Patrimonio del Fideicomiso, en la medida en que éste sea suficiente para realizar dichas Distribuciones de Efectivo. Lo anterior en el entendido que los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> no otorgan derecho alguno a sus Tenedores sobre la propiedad de los Activos.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Asimismo, los Tenedores tienen el derecho de suscripción preferente respecto de las emisiones de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> que conforme al acuerdo del Comité Técnico o la Asamblea de Tenedores, según sea el caso, deban ser suscritas de manera preferente por los Tenedores.</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">i)</span><span style="font:7.0pt 'Times New Roman'">                    </span><a name="_Toc38371099" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt">Distribuciones</span><span style="-aw-bookmark-end:_Toc256000301"></span><span style="-aw-bookmark-end:_Toc256000070"></span><span style="-aw-bookmark-end:_Toc465886084"></span><span style="font-family:'Book Antiqua'; font-size:10pt">.</span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">E</span><span style="font-family:'Times New Roman'; font-size:10pt">l </span><span style="font-family:'Times New Roman'; font-size:10pt">21 de abril de 2023, Fibra Plus</span><span style="font-family:'Times New Roman'; font-size:10pt"> pagó la primera distribución en efectivo equivalente a</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">$0.0862586055040608 por CBFI por concepto distribución de pago por reembolso de capital</span><span style="font-family:'Times New Roman'; font-size:10pt">, equivalente a aproximadamente </span><span style="font-family:'Times New Roman'; font-size:10pt">55 millones correspondiente a la venta del colegio Piaget</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<p style="margin:0pt; text-indent:35.4pt; text-align:justify; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Durante 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt"> no se realizaron distribuciones. </span>
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<p style="margin:0pt; text-indent:35.4pt; text-align:justify; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus está obligada a distribuir, a más tardar el 15 de marzo de cada año, al menos el 95% (noventa y cinco por ciento) del Resultado Fiscal del Fideicomiso a los Tenedores, por lo que una vez que se apruebe la Distribución de Efectivo correspondiente por parte del Comité Técnico, éste deberá instruir por escrito al Fiduciario la entrega de las Distribuciones de Efectivo a los Tenedores. Será necesario que el Comité Técnico, cuente con el voto favorable de la mayoría de los Miembros Independientes para acordar que las Distribuciones sean mayores al 95% (noventa y cinco por ciento) del Resultado Fiscal del ejercicio que corresponda. Derivado de que los Bienes Inmuebles relacionados con los Activos se encuentran en su mayoría en desarrollo, el Fideicomiso recibirá flujos derivados de los Contratos de Arrendamiento hasta en tanto dichos desarrollos estén estabilizados y generando el pago de Renta, lo cual podría ocurrir en un tiempo considerable. Por lo tanto, no </span><span style="font-family:'Times New Roman'; font-size:10pt">ha</span><span style="font-family:'Times New Roman'; font-size:10pt"> habido Distribuciones de Efectivo, pues no se han generado Utilidades Fiscales. </span>
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<p style="margin:0pt; text-indent:35.4pt; text-align:justify; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Las entregas de las Distribuciones de Efectivo se realizarán a prorrata entre todos los Tenedores en proporción a la tenencia de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> de que cada Tenedor sea titular.</span>
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<p style="margin:0pt; text-indent:35.4pt; text-align:justify; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Las condiciones de entrega de las Distribuciones de Efectivo serán determinadas por el Comité Técnico, el cual podrá considerar, entre otros factores, los siguientes:</span>
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<p style="margin:0pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Resultados reales de operación;</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Nivel de flujos de efectivo retenidos;</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Términos y condiciones de cualquier financiamiento;</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Cualquier requerimiento relacionado con el servicio de la deuda;</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Ingreso gravable;</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Requerimientos de entrega de Distribuciones conforme la Legislación Aplicable;</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Gastos de Operación y,</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">Otros factores que el Comité Técnico pueda considerar como importantes incluyendo el monto de distribuciones efectuadas por empresas similares.</span>
</li>
</ul>
<p style="margin:0pt; text-indent:21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Las Distribuciones de Efectivo se efectuarán siempre y cuando existan recursos líquidos en el Patrimonio del Fideicomiso y siempre y cuando se cumplan con ciertos requisitos previstos en el Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; page-break-after:avoid">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><a name="_Toc38371100" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Descripción de los activos que conforman el Patrimonio del Fideicomiso.</span></a>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="-aw-bookmark-end:_Toc38371100"></span><span style="-aw-bookmark-end:_Toc256000302"></span><span style="-aw-bookmark-end:_Toc256000071"></span><span style="-aw-bookmark-end:_Toc465886085"></span><span style="font-family:'Times New Roman'; font-size:10pt">La información contenida en este apartado no ha sido revisada por algún tercero independiente.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, el portafolio de FPLUS estaba confirmado por 5</span><span style="font-family:'Times New Roman'; font-size:10pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt"> propiedades, con un ABR de 6</span><span style="font-family:'Times New Roman'; font-size:10pt">34,655</span><span style="font-family:'Times New Roman'; font-size:10pt"> m2, de los cuales 4</span><span style="font-family:'Times New Roman'; font-size:10pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt"> estaban en operación (4</span><span style="font-family:'Times New Roman'; font-size:10pt">72,5321</span><span style="font-family:'Times New Roman'; font-size:10pt"> m2), 2 en proceso de estabilización (12,7</span><span style="font-family:'Times New Roman'; font-size:10pt">00</span><span style="font-family:'Times New Roman'; font-size:10pt"> m2), 3 en desarrollo (69,951 m2) y 5 en fase de planeación y/o búsqueda de financiamiento (79,481 m2). </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, la tasa de ocupación del portafolio en operación fue de 9</span><span style="font-family:'Times New Roman'; font-size:10pt">3.1</span><span style="font-family:'Times New Roman'; font-size:10pt">%.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:491.9pt">
<tr style="height:12.65pt">
<td style="background-color:#44546a; border-bottom-color:#333f4f; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#333f4f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:134.55pt">
<p style="margin:0pt">
<span style="font-family:'Roboto Medium'; font-size:10pt; color:#ffffff">Resumen por sector</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#333f4f; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:59.45pt">
<div style="height:100%; overflow:auto">
<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAsAAAALCAYAAACprHcmAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAA9SURBVChTYyAbfJ8m9h8dQ6VQATaFyBiqjLBCEIYqpYFiEKaNYrBCGMCmABlDlUEANgUwDFWCHWBXxMAAAIgmyruHEUziAAAAAElFTkSuQmCC" width="11" height="11" alt="" style="margin-top:1.85pt; margin-left:-3.4pt; -aw-left-pos:-3.4pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:1.85pt; -aw-wrap-type:none; position:absolute; z-index:43" />
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Medium'; font-size:10pt; color:#ffffff">Industrial</span>
</p>
</div>
</td>
<td style="background-color:#44546a; border-bottom-color:#333f4f; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.8pt">
<div style="height:100%; overflow:auto">
<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAsAAAALCAYAAACprHcmAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAA4SURBVChTYyAfbPjwHwNjBdgUwjAKwKYAHcMBNkl0DAfYJLFh2iiGA2yS6BgFYFMAwzgBToUMDAAfpc8S07WHhAAAAABJRU5ErkJggg==" width="11" height="11" alt="" style="margin-top:2.05pt; margin-left:-2.4pt; -aw-left-pos:-2.4pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:2.05pt; -aw-wrap-type:none; position:absolute; z-index:47" />
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Medium'; font-size:10pt; color:#ffffff">Comercial</span>
</p>
</div>
</td>
<td style="background-color:#44546a; border-bottom-color:#333f4f; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:77.15pt">
<div style="height:100%; overflow:auto">
<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAsAAAALCAYAAACprHcmAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAA+SURBVChTYyAbFKx1/4+OoVKoAJtCGIYqgQBsCtAxVCkNFIMwbRSDFYIANkl0DFUKAdgUwDBUCSbArZCBAQAB8LyOujSDuQAAAABJRU5ErkJggg==" width="11" height="11" alt="" style="margin-top:1.95pt; margin-left:7.7pt; -aw-left-pos:7.7pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:1.95pt; -aw-wrap-type:none; position:absolute; z-index:45" />
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Medium'; font-size:10pt; color:#ffffff">Oficinas</span>
</p>
</div>
</td>
<td style="background-color:#44546a; border-bottom-color:#333f4f; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:64.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Medium'; font-size:10pt; color:#ffffff">Educativo</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#333f4f; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#323e4f; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:top; width:56.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Medium'; font-size:10pt; color:#ffffff">Vivienda</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td style="background-color:#ffffff; border-right-color:#333f4f; border-right-style:solid; border-right-width:0.75pt; border-top-color:#333f4f; border-top-style:solid; border-top-width:1.5pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:134.55pt">
<p style="margin:0pt">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a">Número de unidades de negocio</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#333f4f; border-top-style:solid; border-top-width:1.5pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:59.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">13</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#333f4f; border-top-style:solid; border-top-width:1.5pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">22</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#333f4f; border-top-style:solid; border-top-width:1.5pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:77.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">13</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#333f4f; border-top-style:solid; border-top-width:1.5pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:64.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">6</span>
</p>
</td>
<td style="background-color:#ffffff; border-left-color:#323e4f; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#333f4f; border-top-style:solid; border-top-width:1.5pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">2</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td style="background-color:#e7e6e6; border-bottom-color:#333f4f; border-bottom-style:dotted; border-bottom-width:0.75pt; border-right-color:#333f4f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:134.55pt">
<p style="margin:0pt">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a">ABR total (m</span><span style="font-family:'Roboto Light'; font-size:6pt; vertical-align:super; color:#5a5a5a">2</span><span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a">)</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-bottom-color:#333f4f; border-bottom-style:dotted; border-bottom-width:0.75pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:59.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a">248,791</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-bottom-color:#333f4f; border-bottom-style:dotted; border-bottom-width:0.75pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a">219,105</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-bottom-color:#333f4f; border-bottom-style:dotted; border-bottom-width:0.75pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:77.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a">101,122</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-bottom-color:#333f4f; border-bottom-style:dotted; border-bottom-width:0.75pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:64.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a">39,115</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-bottom-color:#333f4f; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#323e4f; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a">26,532</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td style="background-color:#ffffff; border-right-color:#333f4f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:134.55pt">
<p style="margin:0pt">
<span style="font-family:'Roboto Medium'; font-size:9pt; color:#5a5a5a"> 1. ABR en operación (m</span><span style="font-family:'Roboto Medium'; font-size:6pt; vertical-align:super; color:#5a5a5a">2</span><span style="font-family:'Roboto Medium'; font-size:9pt; color:#5a5a5a">)</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:59.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">248,791</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">161,672</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:77.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">22,955</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:64.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">39,115</span>
</p>
</td>
<td style="background-color:#ffffff; border-left-color:#323e4f; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a">-</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td style="background-color:#e7e6e6; border-right-color:#333f4f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:134.55pt">
<p style="margin:0pt">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a"> Tasa de ocupación </span>
</p>
</td>
<td style="background-color:#e7e6e6; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:59.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">95.5%</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">93.4%</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:77.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">51.9%</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:64.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">100.0%</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-left-color:#323e4f; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a">-</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td style="background-color:#ffffff; border-right-color:#333f4f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:134.55pt">
<p style="margin:0pt">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a"> Número de arrendatarios</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:59.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">44</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">466</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:77.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">52</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:64.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">6</span>
</p>
</td>
<td style="background-color:#ffffff; border-left-color:#323e4f; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">-</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td style="background-color:#e7e6e6; border-right-color:#333f4f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:134.55pt">
<p style="margin:0pt">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a"> Renta promedio por m</span><span style="font-family:'Roboto Light'; font-size:6pt; vertical-align:super; color:#5a5a5a">2</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:59.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">USD$ 6.0</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">$207.2</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:77.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">$317.8</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:64.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">$204.0</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-left-color:#323e4f; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a">-</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td style="border-bottom-color:#000000; border-bottom-style:dotted; border-bottom-width:0.75pt; border-right-color:#333f4f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:134.55pt">
<p style="margin:0pt">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a"> Vencimiento promedio (años)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:dotted; border-bottom-width:0.75pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:59.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">4.23</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:dotted; border-bottom-width:0.75pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">3.52</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:dotted; border-bottom-width:0.75pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:77.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">2.07</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:dotted; border-bottom-width:0.75pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:64.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">3.53</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:dotted; border-bottom-width:0.75pt; border-left-color:#323e4f; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a">-</span>
</p>
</td>
</tr>
<tr style="height:3.2pt">
<td style="background-color:#e7e6e6; border-right-color:#333f4f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:134.55pt">
<p style="margin:0pt">
<span style="font-family:'Roboto Medium'; font-size:9pt; color:#5a5a5a"> 2. ABR en estabilización (m</span><span style="font-family:'Roboto Medium'; font-size:6pt; vertical-align:super; color:#5a5a5a">2</span><span style="font-family:'Roboto Medium'; font-size:9pt; color:#5a5a5a">)</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:59.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">-</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">-</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:77.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">12,700</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:64.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#595959">-</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-left-color:#323e4f; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a">-</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td style="border-right-color:#333f4f; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:134.55pt">
<p style="margin:0pt">
<span style="font-family:'Roboto Medium'; font-size:9pt; color:#5a5a5a"> 3. ABR en desarrollo (m</span><span style="font-family:'Roboto Medium'; font-size:6pt; vertical-align:super; color:#5a5a5a">2</span><span style="font-family:'Roboto Medium'; font-size:9pt; color:#5a5a5a">)</span>
</p>
</td>
<td style="border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:59.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a">-</span>
</p>
</td>
<td style="border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a">23,527</span>
</p>
</td>
<td style="border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:77.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a">38,447</span>
</p>
</td>
<td style="border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:64.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a">-</span>
</p>
</td>
<td style="border-left-color:#323e4f; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a">7,977</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td style="background-color:#e7e6e6; border-bottom-color:#323e4f; border-bottom-style:solid; border-bottom-width:2.25pt; border-right-color:#333f4f; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:dotted; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:134.55pt">
<p style="margin:0pt">
<span style="font-family:'Roboto Medium'; font-size:9pt; color:#5a5a5a"> 4. ABR en planeación (m</span><span style="font-family:'Roboto Medium'; font-size:6pt; vertical-align:super; color:#5a5a5a">2</span><span style="font-family:'Roboto Medium'; font-size:9pt; color:#5a5a5a">)</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-bottom-color:#323e4f; border-bottom-style:solid; border-bottom-width:2.25pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#000000; border-top-style:dotted; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:59.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a">-</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-bottom-color:#323e4f; border-bottom-style:solid; border-bottom-width:2.25pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#000000; border-top-style:dotted; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:56.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a">33,906</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-bottom-color:#323e4f; border-bottom-style:solid; border-bottom-width:2.25pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#000000; border-top-style:dotted; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:77.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a">27,020</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-bottom-color:#323e4f; border-bottom-style:solid; border-bottom-width:2.25pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#000000; border-top-style:dotted; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:64.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a">-</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-bottom-color:#323e4f; border-bottom-style:solid; border-bottom-width:2.25pt; border-left-color:#323e4f; border-left-style:dotted; border-left-width:0.75pt; border-right-color:#323e4f; border-right-style:dotted; border-right-width:0.75pt; border-top-color:#000000; border-top-style:dotted; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:56.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:9pt; color:#5a5a5a">18,555</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:7pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">A continuación, se incluye una gráfica en la que se muestra la distribución geográfica de los Activos que integran la Cartera:</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Diversificación geográfica y sectorial</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<img 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" 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width="352" height="264" alt="Gráfico

El contenido generado por IA puede ser incorrecto." style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
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<img 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" 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JZtP27H+D400AFqPIFjmie8H+ftsukM9XPWH5ZWmSU23WW8sLtx9jmbjyTdTk1M4ReOfI/8MsuzByA20kCMhxqzjX+0N50lHSpZAmPGzLt1iAY/mrVLBi/eY7OPz+fvscMtQ01Gkpgy+2EKvxST3w88nOF4PLwgmmOeVIQeGwASGTK2x0ONpuO22vQXJ6UeTr5w61E7bjjdpDDeNv0whV848ht+XmsxoUQGm9QVEDLfdHyxjDORXGbM15zRmfIwjWEW5oHfXAPMmRuPVIoQ/TCFX4opKPjRGzc2YPM+WSMyZHyPwWhXBiRxUjfPeqQq9OBBPPFV+IWjIOHHMElb4x9kCczjY6S/bt4Z0V4Hk1XgY8zzoIOsgwcnQTzxVfilmIKCX201hV84ChJ+tdUUfikmhZ8qCCn8IiOFX1RM4ReOFH6RkcIvKqbwC0cKv8hI4RcVU/iFI4VfZKTwi4op/MKRwi8yUvhFxRR+4UjhFxkp/KJiCr9wpPCLjBR+UTGFXzhS+EVGCr+omMIvHCn8IiOFX1RM4ReOFH6RkcIvKqbwC0cKv8hI4RcVU/iFI4VfZKTwi4op/MKRwi8yUvhFxRR+4UjhFxkp/KJiCr9wpPCLjBR+UTGFXzhS+EVGCr+omMIvHCn8IiOFX1RM4ReOFH6RkcIvKqbwC0cKv8hI4RcVU/iFI4VfZKTwi4op/MKRwi8yUvhFxRR+4UjhFxlFF36Hjn8tT3Yemzb21qBZsSNXBSmFX2QUXfjt3btXzj/vvLSxRx95JHbkqiA1e1WJ6Wwy0srG5q+LHX2kpPCLiin8wtHYjIyk5z/K1rNnz9jRR0oKv3OxC84/X375i1/I9dddJ5dfdlm8/KILL5Qrr7xSLvOUUffiiy6SS3/+83hZEKbwC0cKv8hI4Xcu9utf/UqaNm0qnTp1klatWsm111xjwXfLLbdIu3btpEWLFnEo/vySS+S2W2+Vq6+6qlI7fprCLxwFDb/f/OY38tCDD8pzzz4rd95xh1xy8cXWt2688UZ58okn5PbbbrPz1KVD/c2vf23rJLbjpyn8UkxBwe/CCy6Q+++7T4qLi6Vly5YybNgwaWU+AeKbb74pgwcNkgxzg7z44ovWSW+4/np5yUwna8tPU/iFoyDhh7/UqVNHMjMzJT8/X/p++qncdeedNpugU6UMEF137bU2o7jVdLYPP/yw/NYAM1l7fpnCL8UUFPxIYZ94/HGZPn263HLzzVKvbl15s1kz64CtW7e20z169JDXX3/d9srPPPOMXGWcN1lbfprCLxwFCT+GUjp37iyf9e0r99x9t7Rv317q16sn999/v+1Y6Wy7dOkiT5gI8LLf/U4efughm1Uka8tPU/ilmIJMe6+84goZPHiw9OvXT9555x2b0uK49evXt5Egyx75/e+tAz/22GPyu9/+1gKQqDFZe36Ywi8cBQk/hkjIIoYOGSJ1X35ZXnrpJbnNpLl33H67tGnTRvr06SNdu3aVRx99VB40qfGDDzyQtB2/TeGXYgoSfoy1EPHl5eVJv88+s2mILb/0UvlDzDFJd182znvN1VdLx44dpXnz5nYMJ7Etv0zhF46CHvO7+aabpFu3bpKTk2N9hvG8X/3ylzaTGDN6tC2795575Pcm3WX876knn7QQpPNN1p4fpvBLMQU55ke628s4BE97+/fvb9MTt5yxGFJg0l2WP/vss7JhwwZp366ddO/evUJbfprCLxwFPebHeHLDBg2kd+/eMsREgHffdVeFOi7dJato3KiR5M+da+sBQ289P03hl2IKCn70xDyJy87OtunIH+vUkb59+8aXk7rcY3pmYMQ0A9hZWVny9FNPWVB62/LTFH7hKEj4MUZM2tuxQwe58YYbbKfapEmT+HIyDqK8B4wx1PJely7ywfvvS7OmTe2YoLctP03hl2Las/+g/OzKe3y3f736PrnpmTdkcsEW6dxnsLw/cKw82fy98uVX3SMX3/6YPNW0U3nda+6XW59vJNmrtkrXL0bLa136VmjLT7vvhUaxI1cFqVGZ2UnPvx920e2PS7MPPpMBIzKkYaPG0rZrL3mmeRe77F+Mb139cB25u04DufC2x4yfPSEtuvaVQcNGybvdP5E6LcvrBWHd+g+PHX2kFF347Tr8lfzk5SGB2F/UHSr/0jRD7vlopvy6w+R4+U9N+X9+bYT8r8Zj4mX/sf4wubTtJLnlgxny168Mi5f7bVe/Oy125KogNWDelqTn3y+7oPUEaTtppYxaUiIvDVwgf//GKFv+F/WGyv9vOd4ud3W55r1nbZQ2E1bI/24+Ll7ut3XIXBU7+khJ4RcVU/iFo6DhVxtN4ZdiUvipgpDCLzJS+EXFFH7hSOEXGSn8omIKv3Ck8IuMFH7Vtb+qP0wueXuS/LbDFPnbP42IlzMQ/bOmGXJ5p6nyb2+OlZ+aMpb/ol2mXNhmgl1Ovf9Qd6j8l9dGVFjXT1P4haMg4Idv/dfXR9qHZfiJd9lfvzK8Qjn+9J9eHS5/adbx1qM8scwvU/ilmPyGH+CqO3ihDFlQHH/i9tO6Q+QfGo6WJz+bKx9mrZVmGQXy3xqMkivfmSbvTS+U9pNWyv9tUf4UDuhd1Xma/KPnSbCfpvALR0HA75+aZMgjvWfLA73yLARd+T+bTvXeHjPl+S/myRWdpsjf/Gm4/KbDZHm2f77c+H6W/I2BIPX+zqzzs2YZ1kfdun6awi/F5Df8eI3lvJbjZczSbfJLE9VRRm9LtHdHtxy5pWu2fD53s/yibaa8NGiBNBi5RLpMXWOdmp79ojYTTZ0Zldr1yxR+4SgI+P1rs7Hy7rQ10s/4j3tlBZ+54b0s04Gusq+9dJq82vpdk9EFkrNul/Scud76FPV+Zcp/13GKma4YNfplCr8UUxBjfvTEA/K3xOEHEOl9/6nJGHnm83xpNqbAOu8LAxdIq3HLpUfOenmg5yz5Z9Oz3/1Rrr7nFwEFNeZ3n4nw2oz/4X09Ut3/2Wi0tfuMD+Fft3fLlhcGzJe6QxZaCF5jrjngJNPAxxLb9MsUfimmMOCH/VW9YXK1SWfnbtojH+Wsk39sNMakJDNk0Pwttu7Fb02Ua7tMl0vfZgxwol03iHE/hV84Cgt+GB3rXd1zpNfMDfJc/3l2uOVlk1V0zVorjUctlctMtMdY8y/bTbLjgIwPetv0yxR+Kaaw4Ef09/dvjDTOO0vGL9su15lUhW+A/PcGo+QfTK9NanLrhzPkvFYTpHv2OmltHPzmD7IrtOuHKfzCUZjwI/p7+JM8+XzOJnl9+BL7YO3X7SfbMUDG/H7XYbKB3xT5LeOAn8+TW7tm2zFob7t+mMIvxRQW/JzhqA/2miWP9plt53k6R33SXQax7+yeK5NX7jApzEzpMrWw0vo1NYVfOAoTfs6A26tDF9kHZq6sPN2dajvV5mOXSc7a3dJ5ymoTKeZWWNcPU/ilmPyG31/WGyqXmRQjd91u+3QX2FHG09zrTFp7e7ccaTBiSRyMf/un4aY8y6YqjPXd9mG2TFlVatftOHl1pfZragq/cBQE/PAjOs3OU9bYYRI6Tsp4eksGcWXnqSayy7cPNqhPZ0q6e+nbk+zbA41MCtxi7HL7oK3OF/MrtV9TU/ilmPyGH2MqD5kUZNqanRZepCCMydzePcc6bbtJq+wX0anLu36kwjd9UP50l9QYCI5ZWiLvTSu0oPS27Ycp/MJREPD7HyZVfXXYYhk0v8hmDw56N5nUlgcdPNx4ul++9TfACCDd0106YR6C9MnbKC3HLbcZRrJt1MQUfikmv+GH0zGeQprxf0y0RzQH1HBUfm3D+/4e5eUD0D883aXs714bKf/2ZuW0xg9T+IWjIODHrwAxtvfmmGXyYM8823Hia6TCDUculXs/nhkfy+P1Kt4LxNz6/6/FeHmuf76tzzt/rtwvU/ilmIIY86vNpvALR0GN+dVmU/ilmPYf+1puaj86bezV/rmxI1cFKYVfZBRd+J04cUKmTZuWNrZgwYLYkauC1LQVW+XmDqPTygbNLowdfaSk8IuKKfzCUWlpadLzH2XbvHlz7OgjJYVfVEzhF44UfpGRwi8qpvALRwq/yEjhFxVT+IUjhV9kpPCLiin8wpHCLzJS+FXXpk+fLnl5eTJ79mz7J+TeZczPmTPHWm5urq07a9YsmTlzZoV6lM+YMaNCmV+m8AtHCr/ISOFXXQNay5Ytky1btlgIunKANnfuXFm7dq2sWbNG5s+fb+fXr19vyxwAASTlwNGt66cp/MJREPDDJ5YsWSKLFi1K2jnSqebn58d9DT+cN2+enWc56+Tk5FTqlP0yhV+KKYjID8Ds3bvXOqIrz87OttBbsWKFdV4iw1WrVklRUZFs375dCgoK7LqU4+DeNv00hV84CgJ+wK2kpMT6i7djxYDapk2bLIDoSAsLC6WsrMyWubqsT6eLL3rX9csUfimmIMb8cL4dO3ZUgB9lRINEegAIZwWGOCnly5cvt065ePHiwKI+TOEXjoJKe5cuXSobN26sAD+XLeBzW7dutdEeHevq1autvy1cuND6FOBLhKafpvBLMYUFP2BH1Idz0nsT4eHIzBP94bAYDoqj4qQuXfHTFH7hKEz4MW6M79CJ4k9EeHSqTFMXn2K51x+DMIVfiiks+DkDgjgmaS5jMM4pXbqLU5OqEBWyLHH9mprCLxyFBT+yBec/69ats8DDr6hHp0pGwXI3xsw4IMMuQaS+Cr8UU9jwI0UBajihKwOIgI/1SHsPHz5sUxYg6F3XD1P4haOw4AfU3EO0Xbt2yf79++01dvVdugv4SIX37NljAemt45cp/FJMQTzwAHo4GY4K7CgDcC49AWw4I/UdDDGmgaBbl547sf2amsIvHIUFP/wG6LA9Os1jx47Z4RWWeTMLOtYNGzZYA4KYt10/TOGXYvIbfg5gu3fvtmkIPa97iksKsnLlSmuuPlAk2mOaekCRdXFw6rt6fpnCLxwFAT98BZ/iKS6+kfi6i0t73Tw+R9RHiosx3MKTYjIKIOpd1w9T+KWYgoj8cDqAxlM2N7bCJ2MtLuJzBiy9T3eZZ8AaSNGWt64fpvALR0HAj8wBgDGkwqfXbzA6XRf14TtEhy5CxFyU6H2v1E9T+KWYghjzq82m8AtHQaW9tdkUfikmhZ8qCCn8IiOFX1RM4ReOFH6RUXTh99WJb2XY1PlpY1nzV8eOXBWkikr3Jj3/UbbVm3fEjj5Sii78jp84KR9M2Zw2NnReJB201mnNjqNJz3+Ubf6mg7Gjj5QUflExhV84UvhFRgq/qJjCLxwp/CIjhV9UTOEXjhR+kZHCLyqm8AtHCr/ISOEXFVP4hSOFX2Sk8IuKKfzCkcIvMlL4RcUUfuFI4RcZKfyqa92nb5FRC0tl2so90mtGcby827QtMnxBqeSs2SsTCnZLj6xi6Z1TLFNX7JHxS3fZ9aj34dQt0ie3WD7OKoqv66cp/MJREPD7JLtYRhgfGpy/Pe4v2EfTi2TQ3O0yetFO6ZdXYn2tb+5WGT5/h/SbVSJdp5bXo7yn8Unvun6awi/F5Df8cMSsVXtk58GvZeCcbbasq7HPjBMWlh6TVduPWJtUUCbjluyStaVHZc32ozLEODR1cc7Ri0orgNNPU/iFoyDg99nMEpm74YDkbzwgfUzHSRlgG71wpywpOiSLNh+UnMK9FnqTlu22ZTNW7zWd6VZbt69ZH0h+bHzU265fpvBLMQWR9vbO2Wqc/0gcfkRzwwx0dh8+YZdNXl4m84wDZ5soECeds/6ATFlRZntk4OTWC8IUfuEoCPjhR/jLgk0HDMjKgUZnO2f9flm57YjtNPPW7ZfZZp4OmGl8C9+jUx0yb7t8nhecbyn8UkxhwK+rcdr+xunW7zomWaYnnmjS3mGmdwaCBcWHZXnJEZMq7zSOWWI/E9vz0xR+4SioMb+xJlvI37C/AvwYOlm05aBdNn7pbutfuYX7ZEXJYVlookHXoRL1AdDENv0yhV+KKQz4YThp5vLdsnH3cZv20hMDRFIYUhVSEnpuUhucd7rpuRkT9Lbrhyn8wlFY8MO+mL3NZhKFpUdNBlHuNxMMBJdtPWwjwIFzttvrTj2iwAFmPohxP4VfiimUyM8Y4y487BhvwLZu5zE73ufqu3SXnpnB7KI9X5pe+4hMXVkWr+OXKfzCUVjwY8xvgIEaD9gWmCgPCJJB8HCjR1aR9DG+yHgywONB29KiQ7azHWx8LbHtmprCL8UUBvy6mVSDp3TrDfR4isvTXQajWfahcV7GYUh3gSBQpN6Q/B225/a264cp/MJRWPDDn6auKLOZAn7EOB8ZBsu6GwC6dBefZBlp8AzTCU+O1fHTFH4pJr/hR4+bsXiXfbhBL9wru9iOs9DTMubHADQD0jgr9XvOKJIxi3baNPhDsy5pyeay49aRZhbuq9R+TU3hF46CgB+RXO7afbLR+BEQpLPsYfyHB2fLSw7b6G+2AdzYJeXjxgylcL3xQerlrdtnO+U5Bp4MrSS2X1NT+KWY/IYfvS3wW1p82MLPvZLQfToRX/nrBzkGasCOlAWHHuAZGwSGOLNLX1y5X6bwC0dBwI/obcbqPfZBRubyMus7tmM1aS1PfInqePjBmB++xetVzoeol7F4pywpPmRffwniqa/CL8UURNpbm03hF46CgB9ZBVHcp7lb4xmFW0b6C/TofJlnGfW9dZimcwWarsxPU/ilmBR+qiAU1JhfbTaFX4pJ4acKQgq/yEjhFxVT+IUjhV9kpPCLiin8wpHCLzKqHvwOHjyYcla2d7+Mn78pbSx3eXHS86Dmr60r3pX0/EfZlm8qTXouarN98803MXpVqerBb9++fWpqamopY19//XWMXlUqummvSqVSnUEKP5VKlZZS+KlUqrSUwk+lUqWlFH4qlSotpfBTqVRpKYWfSqVKSyn8VCpVWkrhp1Kp0lIKP5VKlZZS+KlUqrSUwu9s9OWXX8qMGTPk+PHjMn78+KSWk5Nj6x47dixelpuba8sSdeTIEZk5c2ZsTpWuKioqklWrVtlPry95bfXq1bbu5s2b42Vr1qyxZU6bNm2KLyssLIyVqqqQwq+6AnxDhgyRxo0bS1lZmdSrV0/Gjh0rgwYNik8PHDhQmjVrZsE3btw4W4YxnQjAo0eP2votW7aMlajSUQDvgw8+kMGDB9uO9e2337Y+8/7770vbtm3t9HvvvSdDhw6VLVu2VPIrB0DA512WCEZVJSn8qiPAh2M5+BH54aho9+7d0rRpUzsN9LKzs+2niwBRaWmpNG/ePDZXDj7aGzBggMIvjQX48AMHPxcBoqysLOtvCOgR+blPp6lTp8rw4cPt9JQpU6R9+/Ya8VVfCr/qaM+ePRZ67tMrL/yqUiL8duzYIS1atJDt27cr/NJYdJRkDnwCP6+88KtKXvi5lNcbDarOKIXfj4mojzQCB/UDfozz0R5jfQq/9JWL+oj0/ICfk0t/FYA/KoXfmeQFHzoX+JHi0gZjfl7wIYVfesoLPnQu8DsT5CZPniwjR46MzamqkMLvTNq7d6/UrVtXMjIyrJGiMD99+vRYjTPDz4HPwY5095VXXom3179/f3n11VfjcFWlhxgPfuutt+J+wMMNHnSsWLEiVuPM8HPgq2p8T+FXLSn8ziQiv4kTJ8Zt2LBh9smu92FGVfADfDg24GOaByR8etsDpsBv1qxZsbVU6aCtW7dW8IMPP/xQ2rVrV+FhRlXw84Jv48aN8ejRacOGDXb52rVrYyWqKqTwOxslpr081eWJLUD0RoNA7osvvpD69evLmDFj7LT3gYeTpr0qlJj28i4fr7cQDa5cuTJWWg6+Ll262Fdg8Kt3333XjvkBQeYxBV+1pfA7GxEJeqM+Xnlxvbf3PT6g6O3ZsWTRHZDMy8uLzanSVcXFxRWiPuad33jH9Bgr9PoURgTIKzBuXsFXbSn8VCpVWkrhp1Kp0lIKP5VKlZZS+KlUqrSUwk+lUqWlFH4qlSotpfBTqVRpKYWfSqVKSyn8VCpVWkrhp1Kp0lIKP5VKlZZS+KlUqrSUwk+lUqWlFH4qlSotpfBTqVRpqdoHv1OnTsm2bdtk7ty59ldqv/nmG/tbZ7Nnz47bnDlzZPHixbJr1y67zrfffmvL58+fL4cOHbJlTt9//7395dz8/Hz722e0Sd158+bZX2FmXcpYzo9CBiV+C9B7DM4KCgpiNcrFbwSyb/xG29mK3xFkXX737Uziv0TY9tKlS+1vCnrF+ebHNBcsWGDPGzp9+rQcPHhQ1q1bZ+f/nDpx4oTdv2XLltnrd+DAgdiS1NXOnTsr+AS+yC8y4zNVaf/+/fb4qyP8gt8FXLhwof0rBf53mh/mTRS+wL3GfYAfsA3qnjx50i5nHn9l377++mtbdi7at2+f3b5r98+k2gU/QMUNyc/F8zPeABBn4Ofemef/Tfl7Pn5QdPTo0dKzZ097sQAYv6TMz4EDQK+4SCNGjJCPPvrI/kcCjsWv4fbo0cM6HReZHxRlufcHJf0WUOO/Fbp3725/dJIfP500aZL06dMnVqNcgIlf5GXZ2QpAcV7Yzpl0+PBhuw+ffPJJhf+NQDgmP5/er1+/OIABDjfEn/uHMvEP9oH/PuH8cZyZmZmxpakrgISPfvrpp/b/d/F1fqEZv/zuu+9itSqK64T//piAF3+h4P5Ei3sK36LzSBS+xz/CsQ9MAzsgxXkHjAQc3H/4Tk0CBf4bB6PdP6PCgd/3p07LzLX7Ktmc9ftjNcqjC04If7y8aNEieyNz8oEhzs4yAEX0wYUhuuFf7Pkpby4MywcOHCi9evWyNysiiuTiAc/evXvbnpRIgf/VAEKsR10iSSIdAHUuAr7sV6J5IzAudElJiYUdjuN6UXpjr9gfyhL/krA6+uqrryz8R40aFStJLvaFqI7zyjmkA3Dl/IowP7tPB+TOI8s5v24+CBXuPCQNRy5Jal/k/wBhOsPPPvvM7g8dGTdjbdcyc507dexYybJif32A/3Dd6LjIevBRwM41wNeTCSiy3pnEdeMn8vmrBaI17imuO3DjHksU159zyrbJoJjHEPtFVrF+/XobRTJ/riLic+3+GRUO/L49eUo+mLK5kvXIqggHLkiHDh0qnBguINEJERwA438vELAk7G/VqpWN2Kjnekz3py44CD0cjvX555/bMgQEcQqiRYBENPFjjnQm0d60adMqGb2sVzg10Rb/s8By4OO2y77iUDgfxnFQxv7RDjCtymGo51J7QA78XBnHnsxRcW5uAv5kyfXiwJ/zRYRAOWL/gDhtc+5ZDwBRj/8jZjrxT3TORZkrd8hPXh6S1B7pPdvWYV+WLFli/YD/tuD6c36AIv9v4VJ+zhPQ4CalHGMfXarGJ8dMfWBPfY6L+hj+QH2WE+1UN72sSiPMtTz/vPMqWQfT0TtxPETbgIdIjevPXx/QQbOPnH+OHei7NBaf8C4nUGC5E1EfESW+RiCA+CRiZB13XemEiSQRx0t9fIZzwHmiTfaLyJR94rpzvhhGImigPRdouHPIvnEemWZb3KNcB9riWN11wbfxJcAcsmoP/OgNgBEnOFE4fSL8EJFOt27d7A0I/LgwnNC+ffva9lwZvZUXfoCTyIuoB2C6m+JcdTbwIzIFLKQepN6Im4+bmJ6fqJTUgz+0AV6kwOwjy3DURHGcOBf1WBegETHg2JTRFttLdC6cl/ZwPP7m0AHA3USsA0AZX2OadomymAeunGM6K6KwZFHE2ao68HPZAecDULAfXFtuMjoUjpVjXr58ua1HSky6xw3KJ50oPsFNy7G4c0M5Ny5lpPycE25QfIdzybWqquOpjs4GfmxrwoQJ1q/ZHyDO8APX1g3/cJ34JP1kv73L6dQd6PAf4AfEveJY8FnuFdYjMuRYWc/BD3/kmnOOuOfwP4aV6Bhpl3rsK8a5xy9Yh+1xTjkezqPzX7bD8QBa1qEMuNIe9yb76PY7JNUu+HEiSG2TKVnkhxPw72fOqYl66Am5MbkQ9Nhc4GTwI8oBtlxU1+udq84GfuyH601dxOTSVRwQKAMgbgTW5wZmPZyDf/RKFMfBunQAHAfrEFHiXJ07d7Y3L2Ol9MBece6IJDifdAL09PToOLGDH+cS52eMlDrckDg1zg9MOBbaYAyxpqoO/IAx+02kwY0F/AA3NxbGOeWGJW1n3yljPzkuoimuN+cXP2M8zQGSjgbIUIeblcgKw3e4Dh9//LFt71xVXfixr1wHriMQ4zjwXa4xn3Sc7A/7ytAI8ON4WE6kRWfKtWcecW2JIPGNRAEajpGOg3uOISPWc/CjXXyJ84n/MQ2UOfdcf/wCP+Gho4My+43fMCZPW0SeAI9zTQcNJOkouS5cC64Lfsn/FnMtuQ9CVO2BHxeDG69Jkyb2pCAg5VIaL/woZ56L2qxZM3vzOfhxg9C74DhcHOp54ce6nGTAg6PhdFxIbqpz1dnAj/3Cgdyxse84Ezck+0QZjk0EjINwQ1KX3r1Nmzaxln4QNwLORFrBsQJC4I+jkmJzE2Gu03DieDk/OCmwBW60wQ3h4Ee0iPMyTkkbODWD86zDPtJxcIx+OG114Md2iNro7Jy/AD9uUI6bMj55EMY1ocPgOjDNMXI+6RCpz/5TH5/h+DgmjoWbmPPIGBk3LecF4ACDc1V14UdEhI+wX8wDMnwcsPFJhEZkynUB/qSiXA8Axr66MVwX5QNsYE6Z66BoG+jjc5xL2uX4iNjwCQc/pgEV54x1vdP4IvvKdmkPcAFi1uFeokNEbh5/Yp8470y7a8E02+f8A0Z8OUTVHvghnI6LRYTByeGm5uRxU+KUgI7l3ITAjJubOqTF3JwAA0fhRNObccG4UFx8wEE7gJFejvoIZ2OckXVJj85F1YEfdXCY1q1b2x6eKI9jZN9wYJyOtIIygMODH8DHucBpcDDWx9nYZxc1Oli6c0bbHTt2tNvv2rWrdSqA4DoUhJNx49BjAxB6ZY6fc8MNwc1Ab4xzu7bZJ9rh/HLu2Cd6baJLrgkdFPXPVdWBH+eQmx6w4wMAmv3iBsIXiOLcWBmwp7OkIwCWLGeaDo/lLHP1ASCZAvDgWDgnnDduSmDDenSg56ofgx/Xhk6RyJ59AiT4L9vmmtDJcE3wW/aR/XPw4xrQAbAcONIOPo/wFfabdZzPcx8BH9bn2FnmlgNczql7a4JzwTT3hbsvmeZcsY9si0+yC9bl/sKP8Fs6E+adD9IRkYEwzXZpl06K7bLvHGtiBx2wwoHfqVOnZcW2I5Vs9faKqQQRDr0Vjs1FojfDcSkjMsIJKAd43AAsIxoAfg6U3IBEfywjJGfsCxBw0gEGzsQ0NzECuECFi3uu8GN73FSJ5t5DRNy4OB/OhXNwAzIPsIhaARrHBjDZTxwbJ8ZRqY8z0pNyjvh0aSzzpBvOqV0kC4zYBueSc+GNXIAf5bTLNtwAOhEpNwtg4yZkGfvFdeD80zagZDv02myX68C2uSFrAoiS/celT97GpJZV+MP7nERuXDuuFfvFPhLJADDOJ9cXf6Ee55D95tg4HqbZZ8bJACb1gQDHz7XiOOgwOQ9cA9pn/JBIxnstz1abzbUYbgCRaJxDBPw45w7qTGMcG9eafcAv2FfWYf/pLPEdjofyxOVO+Ca+wLWmbSAEvLiu1OVacs4wtsd5BWjM43NM0653mn3Cvzk/nEM6TO5DfIBziJ+4YQOOiTZpj2k6U7bJPYefsoz9oF32KUSFA7+zlYMgJ9A774xyb6rlrU8589wo7qGHdxkQYhroIXpH1y69VVDybsdr7I8Tjsp+8cm+8Ml6btqJMiI+J443cV2OH3PbYB0nBrwp5zzQDsvc+WLeu8ydS9cO7fPJuaQ+5WyP84wFKfaFfcfYlruGyO2XO098un2mnptmn93yxHlvHeY5Rj4x7/nzW+78es17fVnuri3QAdxE+K6z9i6val/dfeC9Ru4cuvUwjpl6fFY17R7+sH7ivLeOd967vpvGOM4z7XeAqp3wU6lUyUVUR3RKpETUpzpn1d7IjzTNDdyqVKpyEVERLRHtqWqk2gU/Bz3GxRjExRgbIDx2y72pjkqlUp2jwoHfyVOnZWTBvko2dkXF1wcYO+KpHPAjrGegmaehPOl04zCE/CqVSlVDhQO/b06ektdGF1WyZuPLfzUEMdjJo3G+ruae+lDG+0i8HsInT+F4lE46TBTIU0s3iOoGiFmH9b3z1AGc3kFklUqV1qo98COy41G8+8qXE2ku7z/xhItXXRo2bGgfkTPmwascvKLC43UetxM58noDT8J4B4n3hniNgBc4+VYFAFWpVCqj2gU/3lsisvOKaI2v9bj3snghmffJiOR4twkw8m4fLwrzPhdpMu8ZAUBeFCV15qVKIKgPUFQqVUy1B348xeJlR76r6969cqltixYtbNRG9Mbb9oj6fAWJMULEO0W86Ew0yHq8lPrKK6/Yl3IBIW+S89KlSqVSGdUe+LknvXwdhtQVeJG28m0MokHgxgue/H4fERyA5C13YOgehvD2Ol/LYmyQ8UO+kE9dXgblyTFfz1GpVCqj2gM/xMMJviLD12AYy+OpL1/zcd9LJQrkFzZ4Ekw6zPcB+V4iUGRdfkWCX+hgPcYF+YoSX9lxvyjB13NUKpXKKBz48UvOC7ceq2RLtpV/fc0rIkDeXGccz/1IgROpLqmr+18B6gBLVwcA8j1P1gOIRIMs46tapMjufUGVSpX2Cgd+KpVKVcuk8FOpVGkphZ9KpUpLKfxUKlVaSuGnUqnSUgo/lUqVllL4qVSqtJTCT6VSpaUUfiqVKi2l8FOpVGkphZ9KpUpLKfxUKlVaSuGnUqnSUgo/lUqVllL4qVSqtJTCT6VSpaXq/+T06dNPqKmpqaWTich5/w5qdBCaosOGaAAAAABJRU5ErkJggg==" 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<span style="font-family:'Times New Roman'; font-size:10pt">Los inmuebles de Fibra Plus se encuentran distribuidos a lo largo de 20 entidades federativas de México, siendo la CDMX donde mayor concentración de ABR tiene el Fideicomiso (18%) seguida por el Estado de México y Sonora (1</span><span style="font-family:'Times New Roman'; font-size:10pt">4</span><span style="font-family:'Times New Roman'; font-size:10pt">% y 13%, respectivamente).</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">De la misma manera, el portafolio de propiedades se encuentra diversificado por segmento, con un 39% enfocado al sector industrial, 3</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">% al comercial, 16% al de oficinas, 6% al educativo y 4% al de vivienda.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Características generales de la Cartera al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Es una cartera diversificada compuesta por 56 Activos, con un 39% enfocado al sector industrial, 35% al comercial, 16% al de oficinas, 6% al educativo y 4% al de vivienda.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">El ABR total, una vez finalizada la construcción de los desarrollos, será de aproximadamente 634,665 metros cuadrados, de los cuales, 46 estaban en operación (472,532 m2), 2 en proceso de estabilización (12,700 m2), 3 en desarrollo (69,951 m2) y 5 en fase de planeación y/o búsqueda de financiamiento (79,481 m2). </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Las propiedades relacionadas con los Activos de la Cartera están ubicadas en 20 estados, predominantemente en la Ciudad de México (47% del ABR total), seguido Estado de México (14% del ABR total), Sonora (13% del ABR total), Baja California (8% del ABR total).</span>
</li>
<li style="margin:0pt 0pt 0pt 31.06pt; text-indent:0pt; text-align:justify; padding-left:4.94pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Dentro de los activos en operación, la ocupación del portafolio consolidado se ubicó en 93.1% y la vigencia promedio de los contratos de arrendamiento fue de 4.04 años, con 568 inquilinos. Durante 2025, la renta por m2 del segmento industrial fue de USD$6.0 aumentando un 11.8% AsA (5.34 USD 2024); las del segmento comercial Ps.207.2 incrementando 6.0% AsA (195.5 en 2024); las del segmento de oficinas totalizaron Ps.317.8 disminuyendo 2.2% AsA (325.1 en 2024) y las del segmento educativo se ubicaron en Ps.204.0, lo que representa un alza de 4.4% AsA (195.5 en 2024) La ocupación se situó en 95.5% en el segmento industrial, 93.4% en el comercial, 51.9% en el de oficinas y 100.0% en el educativo</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">. </span>
</li>
<li style="margin:0pt 0pt 0pt 29.94pt; text-indent:0pt; text-align:justify; padding-left:6.06pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">En el año se firmaron contratos por </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">7,500</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> m2 de Área Bruta Rentable. A la fecha de este reporte, de la superficie total en proceso de comercialización, aproximadamente 153,000 m2 (que representan el 59% del total) pertenecen al portafolio de Fibra HD, mientras que el porcentaje restante corresponde a la cartera de Fibra Plus.</span>
</li>
<li style="margin:0pt 0pt 0pt 28.83pt; text-indent:0pt; text-align:justify; padding-left:7.17pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Continuamos trabajando de forma activa en el proceso de desinversión de activos no estratégicos. El portafolio en desinversión suma 241 mil m2 de ABR, por 3,869 mdp, contenidos en 31 propiedades. Cap Rate Implícito al cierre del 4T25 de 8.6%</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">. </span>
</li>
<li style="margin:0pt 0pt 0pt 30.5pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Las operaciones concluidas y en proceso de cierre suman más de 1,100 mdp , lo que representa el 28% del portafolio total en desinversión. Se finalizó la venta de Niza (55 mdp) y La Roca (128.5 mdp) , activos que forman parte de los 324 mdp desinvertidos durante el ejercicio 2025</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 18pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">a) Cartera Actual.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; color:#1f4e79"> </span>
</p>
<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.85pt; text-indent:0pt; line-height:120%; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Portafolios en operación y estabilización</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre del 2025, el portafolio en operación y estabilización registró un ABR de 485,385 m2. Esta cifra representa una disminución respecto al cierre de 2024, explicada principalmente por la ejecución exitosa de la estrategia de rotación de activos no estratégicos, que incluyó la desinversión de los inmuebles Barrio Reforma (Sevilla y Niza), La Roca, Plaza San Antonio y el componente de oficinas de </span><span style="font-family:'Times New Roman'; font-size:10pt">Héredit</span><span style="font-family:'Times New Roman'; font-size:10pt"> Acueducto. Esta optimización del portafolio permitió capturar plusvalías y concentrar la operación en activos de mayor rentabilidad y potencial de crecimiento</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Principales indicadores por segmento de negocio</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre del año, la renta por m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span><span style="font-family:'Times New Roman'; font-size:10pt"> del segmento industrial fue de USD$6.00, aumentando un de 11.8% contra el cierre de 2024; las del segmento comercial Ps.207.7, incrementando 6.0</span><span style="font-family:'Times New Roman'; font-size:10pt">%;</span><span style="font-family:'Times New Roman'; font-size:10pt"> las del segmento oficinas fueron de Ps.317.</span><span style="font-family:'Times New Roman'; font-size:10pt">8 disminuyendo</span><span style="font-family:'Times New Roman'; font-size:10pt"> 2.2% y las del segmento ocupativo totalizaron Ps.</span><span style="font-family:'Times New Roman'; font-size:10pt">204</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span><span style="font-family:'Times New Roman'; font-size:10pt">0</span><span style="font-family:'Times New Roman'; font-size:10pt">, incrementando 4.</span><span style="font-family:'Times New Roman'; font-size:10pt">4</span><span style="font-family:'Times New Roman'; font-size:10pt">% vs. el 4T24. La ocupación fue de 95.5% en el segmento industrial, 93.4% en el comercial, 51.9% en el de oficinas y 100.0% en el educativo</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Roboto Light'; font-size:10.5pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:484.15pt">
<tr style="height:19.6pt">
<td rowspan="2" style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">Segmento*</span>
</p>
</td>
<td colspan="3" style="background-color:#44546a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:192.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">Renta/m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super; color:#ffffff">2</span>
</p>
</td>
<td colspan="3" style="background-color:#44546a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:192.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">Ocupación</span>
</p>
</td>
</tr>
<tr style="height:19.6pt">
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">4T2</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">5</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">4T2</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">4</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">∆%</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">4T2</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">5</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">4T2</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">4</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">∆ pb</span>
</p>
</td>
</tr>
<tr style="height:11.75pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3d8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3pt; padding-right:3pt; vertical-align:bottom; width:78.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Industrial</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">USD$ 6.0</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">USD$ 5.3</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">11.8%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">95.5%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">99.9%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">(440)</span>
</p>
</td>
</tr>
<tr style="height:11.75pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:bottom; width:78.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Comercial</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">$207.2</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">$195.5</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">6.0%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">93.4%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">91.9%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">150</span>
</p>
</td>
</tr>
<tr style="height:11.75pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:bottom; width:78.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Oficinas</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">$317.8</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">$325.1</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">(</span><span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">2.2)%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">51.9%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">48.8%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">310</span>
</p>
</td>
</tr>
<tr style="height:11.75pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:bottom; width:78.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Educativo</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">$204.0</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">$196.5</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">4.4%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">100.0%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">100.0%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">0</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:85.05pt; border:none">
</td>
<td style="width:66.35pt; border:none">
</td>
<td style="width:66.35pt; border:none">
</td>
<td style="width:66.35pt; border:none">
</td>
<td style="width:66.35pt; border:none">
</td>
<td style="width:66.35pt; border:none">
</td>
<td style="width:66.35pt; border:none">
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Roboto Light'; font-size:6pt">*Excluyendo a las propiedades en estabilización.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Roboto Light'; font-size:6pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Roboto Light'; font-size:6pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Roboto Light'; font-size:6pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Roboto Light'; font-size:6pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Roboto Light'; font-size:6pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Roboto Light'; font-size:6pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Roboto Light'; font-size:6pt"> </span>
</p>
<p style="margin:0pt">
<span style="-aw-bookmark-end:_Hlk70355478"></span><span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; line-height:120%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">b)</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Portafolios en desarrollo y planeación</span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:484.3pt">
<tr style="height:25.6pt">
<td rowspan="2" style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">Portafolio en desarrollo</span>
</p>
</td>
<td rowspan="2" style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:73.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">Segmento</span>
</p>
</td>
<td rowspan="2" style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">Fecha de entrega</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super; color:#ffffff">1</span>
</p>
</td>
<td rowspan="2" style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:77pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">Ubicación</span>
</p>
</td>
<td rowspan="2" style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">ABR (m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super; color:#ffffff">2</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">) esperada</span>
</p>
</td>
<td rowspan="2" style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">% ABR de la cartera total</span>
</p>
</td>
</tr>
<tr style="height:25.6pt">
<td style="width:0pt; height:25.6pt; border:none">
</td>
</tr>
<tr style="height:13.65pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Espacio Condesa</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:73.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Comercial</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">1S26E</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Cuauhtémoc, CDMX</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">23,527</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">3.71%</span>
</p>
</td>
</tr>
<tr style="height:12.25pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Espacio Condesa</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:73.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Vivienda</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Por definir </span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Cuauhtémoc, CDMX</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">7,977</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">1.24%</span>
</p>
</td>
</tr>
<tr style="height:13.3pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Espacio Condesa</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:73.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Oficinas</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">2S26E</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Cuauhtémoc, CDMX</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">38,447</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">6.06%</span>
</p>
</td>
</tr>
<tr style="height:34pt">
<td style="background-color:#44546a; border-bottom-color:#3c8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">Portafolio en planeación</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3c8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:73.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">Segmento</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3c8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">Fecha de entrega</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super; color:#ffffff">2</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3c8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:77pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">Ubicación</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3c8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">ABR (m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super; color:#ffffff">2</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">) esperada</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3c8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">% ABR de la cartera total</span>
</p>
</td>
</tr>
<tr style="height:12.15pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3c8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Bora</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3c8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:73.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Vivienda</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3c8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Por Definir</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3c8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Cuajimalpa, CDMX</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3c8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">18,555</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3c8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">2.</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">92</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">%</span>
</p>
</td>
</tr>
<tr style="height:12.15pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3c8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Manzanillo</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3c8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:73.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Comercial</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3c8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Por definir</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3c8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Manzanillo, Colima</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3c8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">20,829</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3c8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">3.2</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">8</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">%</span>
</p>
</td>
</tr>
<tr style="height:5.45pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Torre Premier (F2)</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:73.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Oficinas</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Por definir</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Villahermosa, Tabasco</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">3,828</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">0.</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">60</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">%</span>
</p>
</td>
</tr>
<tr style="height:5.45pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Vidarte Satélite</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:73.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Comercial</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Por definir</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Tlalnepantla, Edo. de Méx.</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">13,077</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">2.0</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">6</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">.%</span>
</p>
</td>
</tr>
<tr style="height:19.8pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Vidarte Satélite</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:73.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Oficinas</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Por definir</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Tlalnepantla, Edo. de Méx.</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">12,600</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">1.9</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">9</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">%</span>
</p>
</td>
</tr>
<tr style="height:19.8pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Ciudad del Carmen</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:73.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Oficinas</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Por definir</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Cd. del Carmen, Campeche</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">10,592</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">1.6</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">7</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">%</span>
</p>
</td>
</tr>
<tr style="height:13.4pt">
<td colspan="4" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:316.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Total</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a"> de portafolio en desarrollo</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">149,432</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:72.75pt">
<p style="margin:0pt; text-indent:-35.4pt; text-align:center; padding-left:35.4pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">23.</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">55</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">%</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:79.75pt; border:none">
</td>
<td style="width:80.3pt; border:none">
</td>
<td style="width:79.75pt; border:none">
</td>
<td style="width:84pt; border:none">
</td>
<td style="width:79.75pt; border:none">
</td>
<td style="width:79.75pt; border:none">
</td>
</tr>
</table>
<p style="margin:0pt">
<span style="font-family:'Roboto Light'; font-size:4.67pt; vertical-align:super; color:#595959">1</span><span style="font-family:'Roboto Light'; font-size:7pt; color:#595959">Pueden presentarse variaciones en el inicio de operaciones de entre (+/-) 6 meses</span><span style="font-family:'Roboto Light'; font-size:7pt; color:#595959">.</span><span style="font-family:'Roboto Light'; font-size:7pt; color:#595959"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Roboto Light'; font-size:4.67pt; vertical-align:super">2</span><span style="font-family:'Roboto Light'; font-size:7pt; color:#595959">F</span><span style="font-family:'Roboto Light'; font-size:7pt; color:#595959">echa estimada, dado que aún se está en búsqueda de fuentes de financiamiento para su desarrollo.</span><span style="width:7.91pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:justify; line-height:115%; font-size:4pt">
<span style="font-family:'Roboto Light'; font-size:4pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:115%; font-size:4pt">
<span style="font-family:'Roboto Light'; font-size:4pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 2025, el ABR de los proyectos en desarrollo y planeación representa el 23.55% del ABR total y equivale a 149,432 m2. De esta manera, el ABR de este portafolio se mantuvo sin cambios respecto al cierre de 2024</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Incorporación de ABR</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:115%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Se tiene proyectado que para 202</span><span style="font-family:'Times New Roman'; font-size:10pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt"> se culmine el desarrollo de los componentes de oficinas, vivienda y comercial de Espacio Condesa, así como del inmueble de vivienda Bora, lo cual representaría la adición de más de 88 mil m2 de ABR al portafolio en estabilización.</span>
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" width="612" height="418" alt="Interfaz de usuario gráfica

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<span style="font-family:'Calibri Light'; font-size:11pt; font-weight:bold">Incorporación a detalle del ABR, m2</span>
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<span style="font-family:'Roboto Light'; font-size:7pt">*Nota: Los activos de Manzanillo, Satélite y Ciudad del Carmen, </span><span style="font-family:'Roboto Light'; font-size:7pt">no cuentan con una fecha</span><span style="font-family:'Roboto Light'; font-size:7pt"> </span><span style="font-family:'Roboto Light'; font-size:7pt">de </span><span style="font-family:'Roboto Light'; font-size:7pt">entrega</span><span style="font-family:'Roboto Light'; font-size:7pt"> definida</span><span style="font-family:'Roboto Light'; font-size:7pt"> ya que aún estamos en búsqueda de fuentes de capital o financiamiento para su desarrollo.</span><span style="font-family:'Roboto Light'; font-size:7pt"> Torre Premier (F2) </span><span style="font-family:'Roboto Light'; font-size:7pt">y Bora </span><span style="font-family:'Roboto Light'; font-size:7pt">tampoco cuenta con una fecha de entrega establecida.</span><span style="font-family:'Roboto Light'; font-size:7pt"> Los m</span><span style="font-family:'Roboto Light'; font-size:4.67pt; vertical-align:super">2</span><span style="font-family:'Roboto Light'; font-size:7pt"> de las oficinas son BOMA.</span>
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" width="257" height="293" alt="Vista de una ciudad desde lo alto de un edificio

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<span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: Delegación Cuauhtémoc, Ciudad de México</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">ABR proyectado (Comercial): 23,527 </span><span style="font-family:'Times New Roman'; font-size:10pt">m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">ABR proyectado (Oficinas): 38,447 </span><span style="font-family:'Times New Roman'; font-size:10pt">m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Entrega de obra</span><span style="font-family:'Times New Roman'; font-size:10pt"> (Comercial): 2</span><span style="font-family:'Times New Roman'; font-size:10pt">S2</span><span style="font-family:'Times New Roman'; font-size:10pt">6</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Entrega de obra </span><span style="font-family:'Times New Roman'; font-size:10pt">(Oficinas): </span><span style="font-family:'Times New Roman'; font-size:10pt">1S2</span><span style="font-family:'Times New Roman'; font-size:10pt">7</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Espacio Condesa es un proyecto de usos múltiples, que brinda servicios adicionales para satisfacer las necesidades de los ocupantes del edificio de oficinas a través de la incorporación del centro comercial y las suites de larga estancia en una misma ubicación. No existe otro edificio de oficinas de este nivel comparable en la zona, que ofrezca, además, otros servicios. El centro comercial estará situado a corta distancia de algunos de los principales corredores corporativos de la Ciudad, lo que hace que se incentive la comercialización del espacio. La </span><span style="font-family:'Times New Roman'; font-size:10pt">torre de Oficinas Espacio Condesa está pensada para ser un edificio vanguardista que ofrezca un excelente espacio laboral, un alto nivel de confort y conveniencia.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Este proyecto experimentó una modificación en ABR aprobada por el Comité Técnico del Fideicomiso en julio 2017, por lo que al cierre del 4T18, cuenta con un ABR esperado de 23,527 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Durante el</span><span style="font-family:'Times New Roman'; font-size:10pt"> 2025, Espacio Condesa se consolida como el activo más relevante en desarrollo para el Fideicomiso, representando en conjunto (Comercial y Oficinas) aproximadamente el 22.1% del Área Bruta Rentable (ABR) total del portafolio.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Componente Comercial: Durante el segundo semestre de 2025 (2S25), se cumplió el hito de terminación de obra civil, iniciando formalmente la entrega de locales a los arrendatarios para el inicio de sus adecuaciones (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">build-out</span><span style="font-family:'Times New Roman'; font-size:10pt">). Se espera que la apertura al público y la generación de flujo operativo comiencen durante el primer</span><span style="font-family:'Times New Roman'; font-size:10pt"> y segundo</span><span style="font-family:'Times New Roman'; font-size:10pt"> semestre de 2026.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Componente de Oficinas: La torre corporativa se encuentra en su fase final de acabados e instalaciones. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">VIDARTE SATÉLITE (COMERCIAL Y OFICINAS) </span>
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<img 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" width="266" height="130" alt="Vista de un edificio

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<span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: Tlalnepantla, Estado de México</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt">ABR proyectado (comercial): 13,077 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">ABR proyectado (oficinas): 12,600 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Inicio de operaciones estimado (comercial): </span><span style="font-family:'Times New Roman'; font-size:10pt">En etapa de planeación y trámites operativos</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Inicio de operaciones estimado (oficinas): Por definir</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Vidarte Satélite es un desarrollo inmobiliario de usos mixtos ubicado en Ciudad Satélite, Estado de México, dentro del complejo habitacional que contendrá aproximadamente 1,080 departamentos. El inmueble se ubica en una zona con fácil acceso y movilidad. El centro comercial contará con restaurantes, cafés y bancos y se planea que tenga servicios complementarios a los ofrecidos por otros centros comerciales. El complejo de oficinas está pensado para corporativos industriales de la zona que buscan concentrar sus operaciones. En su desarrollo se incorporarán prácticas de diseño y construcción sustentables. También se tiene planeado agregar una azotea verde que fungirá como área de convivencia. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre de </span><span style="font-family:'Times New Roman'; font-size:10pt">2025:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Estrategia de Desarrollo: Fibra Plus ha mantenido una postura de prudencia financiera, priorizando la consolidación y estabilización de activos maduros (como la cartera de Fibra HD) y la culminación de Espacio Condesa. Por ello, Vidarte Satélite se mantiene como un activo de valor a largo plazo dentro del pipeline, cuya construcción se activará conforme las condiciones de mercado y el costo de capital sean óptimos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Desempeño Operativo de Referencia: El proyecto forma parte de una cartera que al cierre de año reportó una ocupación consolidada del 94.36% y un 96.48% en el portafolio estabilizado. La solidez de estos indicadores operativos permite al Fideicomiso mantener activos en desarrollo sin comprometer la estabilidad del flujo de efectivo actual.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Perspectiva de Sustentabilidad: El diseño original se ha reforzado para cumplir con los estándares ESG (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Environmental</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">, Social, and </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Governance</span><span style="font-family:'Times New Roman'; font-size:10pt">) que la Fibra ha impulsado durante 2025, asegurando que, al momento de su ejecución, el inmueble cumpla con las exigencias de eficiencia energética y bajo impacto ambiental que demandan los arrendatarios institucionales hoy en día.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">ELITE ACUEDUCTO (COMERCIAL Y OFICINAS)</span>
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4kndBJL2yKxoh1i8whNwiqRkCnpPoCfr4Bwy6Jb4g+HnfBhXE4knGIL6jBg6lqMEoAIHgFouCBEGMkJjTYA+t4PHe4TABCXwwgWSesBAI3cQte0+XduJ5wIrmHbqa3X6Ha+w1DGqWHrLuP1Vafw4vJjeGXVCYxZdxajN17D8PXcnyAaKbdFCWSjCLCRfG7ugR+xigBa8/ENQuhnOhpCZ8e3mMPtkwiOCXQ1k3ddIzguG0e0YNdZTHrnEMZRs3Z8iZUnf8Lyj36h6/kN8w7/wOO+wwq6rOWMaQuO/Y4pjGUBAC0igOSApuz6BosIoMV0QFN2XsbMneex6QsCiBGLpzd1GQOeAGSMCIqmEcy/XWCR22lwPv8GQHdTEwAdYORi9GoCnwmSAZAAIxE8qw4yjh0kgCg+nijxeYFo0vKdeHn8Sjz58nR06f0k+gx6Bp26DURRYSUqy2uQ6XQjzZ6BssoaRqx0OAmhiupagigNMQnJBkLOTO6Tmo6MdCfy8hirCJgEgsrucCG/kL+qBE8i97OlZhBW6chiHEuy2YxbSiNYXNl0VwW5pt5jz0iHjxDLZDRL5j4ZTifdl52xL5bHJvEYG9cTYOe+zpx8xNosAMUzSkQyJkTxFzs2jaCkQxCEbFlFyCCAitsPQEG7AXQ4XY2yK3tRvZFd0QvucgKntDs8XDaooreRm897KBfXHYKToMT4pmUKHVAigZJMh5OaRzdEpRUwyhV2hS2vE+yEVKqpM3WgE6ozkIrMqGDcolNy82/YxCXFM2IpqsVlK6JZxexYwYjbogUgV1u0sRfSBVWYAm6oIwet6VCa8cIXBO6nS2lBdxPKCz+MribElYsIuRj++7Xmv1urOBvaxBNAKjATPG3SnIRFDhIKShjp8hDmzEYYQSXXE0SQt+DfsTldU3Oe//7oFOOumvE1mstt0Tm1scvhZFvPK74l87yuHMQWVSAirwSx/AFLqqxDIt1PdHaxcUYt6Lzi+W/irelC98f3muJGFP+dEjwldIal3K8Ekb626DfxPbof1WQIHspaCkZ0NNsIH78DGrGVTkew8UvwUXQaQcdjALSNEYxwGkGADGP8Grn5e3PMcO1LJyQ3NHzjt4QNoxk15K2v8PqaTzFkzcd4lTAaue4cRm35hq7qGs9JIBFYOv9obptC4MxW0Vjw2fMj5u39HqtO/ooFR3/CDEaqqXuuYcL2C3QudD6HvmE8+wazt33OeHYSMzd9gllbP8Pq44xnR78n0L7Fyk/oquiCVGievP0Kpu/9jvHrdzqg3836pB1XsJDuZ5EBEAG1/Wts/PzPBgDtJjwaYPO/yICGMkVnQSUAnyYKPGc5pdu179xNgujmnQA6SLAIMBSjmVmadQtAU1YfohOyNHkNtxs3ZLmlkQu3YvKy7RjJ+PXIs8NQ17EfPL4yFBJCKbzAVUTOKSpBEqHipvMpruSvZHQcwhixFLOi6XSiImNhS7ajIJ9fJoIplc7HQ0AUlJQhOlY1nkRGtiRkuOlmHA4kEi5qLbOl2YyryXQ7zLo7241sn8cUoOWCsjwugkcF61Q4XOlISuE5VLwurkCqOw/R/NVN4oUTz19kASiSF2NMmgdJzjykMH6k8Jc1w1eN/JpeyCzuTLfTA3kEUW5tfyNfTT9kVwk0PeGt6mOUrSVjmuQRpCRucxE83up+Rql5HQieOuOcnHRFDjqhzJIejHNySz0MhALFbhtBFe2oQDTBk8RjbHREyYROCt2RTYVvPp9ASMULRjmdTaucWspUsNY204rmaYfILP4t3ZWMc/z787PJBQXxQm7G2NmcbkS1lojsAlOnCXMw2qRnIYTQD0+l6yGEWvPfrw0fR7i8sJVUID6fkZr/tuEON/fLJEzokgQ0RrtmatEShBLSjQtqFsvYxr+twKNWsNBMH2NgNlrw7x9EtxRK6MUVlRMgxQjLKUQCf7ziC1Xn8RI8fG2+x9aMaLF8366KeoSnewniXH6uQiTSHcX4SgnEErqwWvQb9w5Gbv+R8FBt5xfjdAQUuaFRWwUgQoaO5E4NlwPa8J0FIAMaAshA6kfGLh5jAMTn/I7JOKVNdDiKXHQ3Qzdft4C07iJeX/0pnl98CC+tIIjWnsOYzQQRIabXGLHluolmo/k+xm76hrGMcNn9Ddac+hUrTv1uXMq8Qz8QUpcwc+83mEfAzN13DXP2XMacXeexaO8FzCKEJr57FDM2fYyF+85j9ce/Yfknf5qCtYrXM/YwchE+ixnTZtENCUqLjv6CxUd/w9Sd32DaNgLoiz+wk5AQfBoARED8RQY8d8CJ2+/mbgIyrWFGBM5fdAP7Ltz4dwASdAJSixgjmETwNIXQRDoiuabhC7cbNzR19V5MeWM7Rs16E08PmQRfQRXSM9woKSOI6G5SbHZk5+YTIJmIiU8iDFIRR6hERkQbZdgd8Hi8SEgUgDL8LVxOREXH0i0lItlOB+X1MjalIMGWTJA4kZ3n5TIDSWlJjGV2U/NJ5noKI5bDReeUksBzJRtAqe6T6fGhtKYDiqo7IibVhRheeMlNIpi2xdr5mDEkxW3FsJTscjgL2hMkPZHTtl8DfALKadufUOl72+OAtN3H2CYJVC66o7R8xitGODddlJfbvTxnFgGmVjYVut0EViZBp2VqQSdGrBokZLcllOiKCjvTJXWEnc4o3XQFYEyjW0r0QyhQW0okmBIIKhWtpVgCKCjZZwAU7arAAwmZjDwehGUWoKXdi9CsAl7AdEhZuXQXqsmkIZSuJIEuJ56KoEsNdbroiFyIzyEgctXqRADQtQQzljWPTTYxTfWkB2K5ZDySw5IbUrSS62mlmpDDi9b8e4cQcsGEUGseH55XjNhCxqfcEgMtFaejc4vRRnBSNCPE5KwieGwcI5qnmmDN1nsoNUXuuNwyAqgMkdl0Qb4a9B3zJsHzg4lWo0wRmTCRtjNyCT5yJATAcIkwkAQFwUPF5uEGNHRQckECkVq55IwCABJ4mgBoxAY6pE10N9QwwWgTIbeBjmntBbz+9hd4iRHtVbqioe98hlFrv8a4TVcIoGs8/luCSRD6FhM3XaIjYgw7+AMWHP4J84/8QFBcxOIjP2LxYcapg99h9j6CY+cFzN93CcsOf4PF+y5i2oaPMOn9Y5iz8wyW0A0t/ehXuiY6oF1XsEQAOkYA0WVNCgDomAB0DVO2nMWGz//xnwHISM81lb9G1AQ6Tes7ewkfS9znwp26iX0X6YDUDK8i9L8HkOCjCOYH0JuHMPXNw0ZT+FiF6dGLt/EYtZrRFa05gFFLtuCRVycjNTMfbn5JC4tKEUdXk5KUhjz+asbGJyNB0cvtoZNJRRQdkI2/rrm+PMa0NCSnqI7DOFbMX7T4BO6fSLdDp+P1IYXuJzw21gDIm5sDt89tgJPFGObJ9SDNkWqA5CRwBJ8kup9UewpfJwVpjH+ltV1QVtcLdm85IpKyTOQSgJIzPIi2KX65Ecdf1wQ5IE8xkt2lSGJs8ZR3h4+ORhARTHLofOR+AkuzbqDTdF0A6oNcLgUme2EHOp/2dEUEWS3PQeUz2uXV9Sd4epnHvrZ9Gdl60gkRLrlyO+0Imk50Rd3gZMyTsggxU2cq64OM4h5IpVtKJoSS86WOluiwBCDBSFCSC2qemE1oVNPd8EJXs7Zpti4lCPK5FFAYuXjRt4pPRUhCqnE9kQROdLYP4fy3asN/kzb8IYl151KMcEnqo5NCh2KjGKNipTRGNA+C6SJbEu4t1UrmJGgImyD+jQWdNlQo3WcYI15UAb8bdKMRfG25pebqj2XnaxFYLeLSTPE6PJ3v2824TOhInrb6nOVIpGJzSpCQX4E4XznCCdNwZyl6DX+DF/h3GM2YZVq91MKlOpCa3Rm/RvCiNwAidIYRKpIBkIrIG68SJnpe/XsstyNHNEzOZjMdkmntsiAkAKmuM4LQsSKW4MYYR43YeA2vE1qv69x0OcPeP4Ohb3+KV5YewJDlBzF23Zemv844up8xEqE0fsc1jN35PSbvvs4Y9i0m7zyHZR/+iNV0Rm+c/AnzCKKpOy9h7v6rWHDwKubtu4z5e/l4xzks3P01pm84hcnvH8XUzacxbcdZAojwOv4rZhNqE7dfJnx+xZJjv5sWsSlbzmDd6d8bAWQcjgWWgBrhovXbFQCQXE6gxasROk3F/fxqdEAEECH0N6sP0L+KYIf8OkywHKELOoxJAo4ckOBDCUhqqrea7HkMY9p4Pj96+Q60H/Ccuahz84uQ5fIgIcEGl9MDN+17LN2Pw5GFDKea6+2Ejh1O2nifNw/xccmm+d7FX12XNxdhimexccYtqX9RdGIiQqKikJhEx+Og80lORBrdjmKX+hHZM+yEHmOaPdVEMqfHSZhlIJ2vW1zbDQXtesJdRieRU8P45SV0GMH4PhP4C2sAlOpGgkPN8CXcpwqJrjIkZ9f46zmWg1FNR9FKy0C8aohdWuc2OR/BScDScxlFnQmfOoKoLwpUT6JMYbu94KRjehJwOl9PRjLGKHc17Pn1BB+dEN2Qq0y1JtWc6Jgq+3Gb3g+dU3kfpPshlGLUGSl0TQJQUm49bFxPKeiKpLyOCHUUEUq1iONnj6DbifaV0NHkUoxchEQbdSJMtCMkyY7W/JFQ5IoifOIKCxHmyUZwOmMQY7Jav1oTUs1jktGc8AkirJrH2qhUE78EoFY2F/fnMTpvlg8tM71oTjcsCCluReQUIYqOJyavlODIoWtiTPMXrFXfaZVEEKoJXj8I7iJGyWI6njLEcmkvaUu3pz5B5Yjj8XE56nxZxMioOFiM3sOX+wH0A8Zsu265IFMHYiQTgExNhsAhPIapkEzJ5QwjNIZtuMLnCBvVfRTL5HgEHT1HCA2j49H+gtJIia5nxAYBzF+k5vI1gYqvMZznGr7pKkU3RKk/0fD15/DaWx/j1TeO4fWVxzB+w+cYTzcybus5TGQ0Grv9e4zf/h1jFKMZY9LsPd9g6dGfsezErwTQT6YwvfAQ49URxrL9lzFr93nMJKgW0BUtPsCItv0rjHnrMEbRCCzcSwd1+DvMpXuavJ3rfgDNNAA6i7Wf/uoH0C0CiFDxR6sGABFMlizYNFUAQAJUQ7O71gmn23WTz3F5m7hNAJpAAEnjCZoJ1ETCRsAJgMfIgCcAIEuT3zzilyCkOCZIaf0wHdBhvDbrfRTVdCUAHKYVLJG/pOnpLuTRticlMj4lJCEtjfY+ga4kXfUbL0rKqwmKLCTyy2y3ZyKH+6rzolrCUuwZcGS5GKsyEBFDGKUSRlmZhFACkm2JBJzTgEedEdPS02HjMj4xARmZGXRE6cj0FaKyQx8U1fUzF7errDsyCuoRY2eE4Bc82elFIl9T9aB4fokdebUobNcPRR0Gw1HS1RSSTUuWWrqK6TxKVHTu1Sg6EY8RwURAqSjtrbKUTtcjkLgrehBKvemG6HpUQ+Iyl24pj0ufollZN7oaAiSHjof7Z5Z04fGMaBLB5yFoPBV9CCkCq2ageSwYecoZ2bju5Pty8n2phuQs6YF0Nf/ndzY9tlOLuhlXFONhFC5sj+SiWhO3wgifVoxKrdQMrvpMMqNOiiCTjtaMw5H8QUgsrURUXiGC+QPRkpFMMUsup4ViVqzdLNU8/wDVMknFaTdCMnwIcdDlOBizuGxNEDWjE7o/NROhai3LL0M0nUuUp4jndOCByCQ8EJVsjg+m+2lN9xScTtflyjeKJayS8soJ1QpGyzJGVn638iv5mSoIJjq3rHxE8kcj3JGHaE85eg1bgrHbCCCCZ6zpeEi3ImmdcBihgjJBMULgUd1GPaAJpKHcPnTDVfOccUdyOgYyqg1dtcAld6P+QnQ2pjVNtSE9J+hwm1zScMLKwGbDJR5LoOn1zLGE0kY+3nAZY6jh732FYe+dxutvfojXaAQmbPgMk3Zcxbjt1ywYbbmICVsvYfrua5i1/zpmH/ge0+mAlhz6DiuP/0QIfY+5dEGzdp7HPDqhOfuuEC6KaecxdcPHmEMnNPmDE5jMmDZ96xdYfuwHvEGYzdt7DVPpgN7/pAmAmkLFr0DHwUAPZvWINr2iAzUgqQmArP15nKBjdMPoAIFjROhIgs9+RrG/Gbcj50N4SJMIE0vcfpsC2y0Z8JCykxnHFMkk44a07+p9eHzYTOQWVzF6lSCbIImnVc/NK6EryTRRTM3oqvMk0hWl8le1pLIKuYXM8kk2Op00ZHm88PhyERUTjxjGL4fLTTfkM3WgkIhIUzdKtCUhOi6W50yDnZCxpaX4l6k8Jo7P00mlpcHJ85TX9yR8+iKzuItpKleEySAYotJ8iKbjSWYkSMigA0p1Id5RAF9lD1T3eBJlXZ9gRHoIhR0fMU3m6XQYqrtkFHaHo6iHUUYRYaZ1uhBTSDYRqTvcld1hJ+QSPFV83I2xrA9chJDH1H1UnJaLEqzUbN8NaXnat4bw6Wha1hTDpICDcnGbQKgakY/gUn3IW6U+SXJZfZFFQFouifvSHemxo7g7wdkLTjooOx1YXDZdVXEHuqIaXuhuwkeOJwNtEhwIlvPgv1PrVIIo043wnDxECjx0ji3TCSk745RqPUmEUKI1ZKK5ms9VYKbUn6gNXWSow4uwrByEEDqt1UxOmDRTXYiAC6bTiS8iRIoqCYoCtGZEeyA6mUCzoTXdlwrOoXRjwQRjBOEUTbejaBabW0w3xyjsLUESXVtxx978d6hGMiEWS0BF8phIxshYXxlSyzoygi3GuB3fYcyun60hEATRKD+AVHMZRTiMJjxG0dkYJ8R1ORcTv9ZfwUhBxGzT84xwhM5wgYkAEYxuBxDBItekYxS3uNS2kQZAl7m/nM+3/mO1fhkj1l/CaEJpNOE0ZjPXN53Ha2sIoZWHMGTVEYxfxwi19SLG87nxhNDEHVcwWdDYfRVTt53H/D2Xsfzw91h29DoWHryG2bvOE0rfmvWZu7nv1vMEzleYu/Ms5pAw0zd8grFv7sPsTR/hjcNXsHD/JZ7nDN775BfwUOymUwkAqGkdJyC5I0lN9ZIim8ATaOkKAMjaX+e4ycgl3cDeC38ybv1VxgFNNfAgNAiUu4PnDnF/ycDHiMf7NZnnkca/sRPdHnoB+SXlKKuoZATKQxZ/pRy8yKPjkgijVNMz2kY4ZLk9KCotR2FpGV2LnTAJdDK0Oi9Gx8XT7aQhg+5HiiV4tC08OhqhEREIDg9nRIsyioqNMb2ho+JiEE1QpTgykV1YitL2PZFTxQuRTkYXsVqiBKDMkk6ITsuh63EhkRdNjFrBuJ7kLkNpx8Go6fUsijs9jqoez6Go42MI9HIOSM7CqIDwoLRuxoqV8HFhRyTn1nG/Dsig43LS3chJ2fU8AaUCs/ZTJ8ZUAichuxbxnrZc70RwMG7xPapzoyCi2OcmgDIFKsUxAYlRzxStVZNSEZty8bEkMLkIN63rdV2EnNYdJeq1zTiZQ0eTmWea3sMIjDBCVz2a29CJhDESx+QWMHKVIIyutCVh1JJ/l9Z0r6HqOCgIpWp4hlyQmtat2CUX08buQhvGqzYOxi9G7TaMW4p1LVKcCOLxkdn5iGdcilL8Uh1ItSbCrCWh14quK4THhvA11A0glDCJ9qnATKkjogrO2QVIpGtL4uOCOv69Gb+SFcvc6gmtHtelSC6pRVpFJ3R7bS4BdI0A+gnjdv2I8Tu43KExYD9iHAE0mi5kDOPSGAJktJrkFcsoE5nWX8YoU8tRzYeAkeSACCYLQtzXdFgUiASbb8wxckbqxKhlAEDDCBo5IdWDAgAauZHb1l8kBK9YINzEYzcTYOvOYsKms3RFpzH0zZMY+eZRDGfKGPX+J5i45QIm8/NM3sFYtvk8Jm+7iJm7rmLOnmuYu/cqAXQBKz78ga7oRyzYfw3T+PzkzWcImbOMXucxewf33/w5xr1zFJPXnsTE949z+RHePfkDdpy7iZ1nb/57AHG7tMuvBrfE55rK2p/PCT4EzN4LBNBFAufSHeK2/Rdv4G/T3zkEaerbFkxuB06j4wlo8luMXdSUt4/yGOlIg6YQSNLYpdtR0+NRZNPx5BdXwE27neXlFyjJzliUyshkNwNRNQBVTezFFVWmz48txY6MjEwzQNWj2k9EtIlfGsLhyck1MUy9o9VzWgXlxORkOqRYA6I2oaFoHRyMViFtEBQShtDYJLiLqlBaT8dA96F4Y9Vo1BJluYmsUl783nITweIzshGVmoXI1GxGlzpU93wKVT2fQUW3Z9Gu76so6fykcTn2ArkagoSSE0qnE7LnM+LkdWHcIZQK1HGwPeJcVaalS03s2pZeyCjEpWm5MscSZmq5yq7jr3el6cOTwufV9G5X50QeZzopcqkOjOo35FD/I0JLnR4FJQFKNSFPpVV/MmBVy5lclkDEZaYARDeWWabXrWO8ykYIHV8oXUkEY1IUnUMoP796IEe7CX0CO4kKz1L/HBuCEu0IIxgiNWQikwBS7YdACiKw7mdkeiAmhfDINM3qIYRNK3UwJGxU84mi843KLURINmMugZZQWIbQdA/uJ7SsHtVZCLerqZ+RjeAL5zGmDsUIFpyRQ9dTjgQqloCJpDOKpiuK47ottww5tfw7FVYR2OVIkYqrkVpay2jZFol51ejy0nS6hm8s+Oz8gXHmR0ykG5rAx+qJPH7TVYzf+i3dhSDEqEaN2kpwEEAjGZvGbKFjEYQEGAJoFJcCkHFHdwKIUBGATAHbQMjvdhTn1l3ic4pcVgSzAHSRr3HBwMeSzklIrT+HsZu4fbMAeBnj1n+NEW99gpeWHjTOaPzajzF929cE0NcYJ1e0/Sqm8DNOozuaRsgs2H8VyxjJFh24hhm7rjBifYWZO77mPhcxafM5Aukcpm+/gJl0PpPeP4lRK/Zh2d7zFoAoweNOoAR0W/N7QHcBkNTQ9E4Aqal9P3XgIqMXdfDSLaMDhM+BSwZABzHDQOgIplFT3qaboSwYNa35SKr5kKDUlLeaiNtNUdoPpokr9+H5sUvQY9AzKK6qpwupoItRp8AM2PkL6nS4uHSgiPAprWqLhJR0JBBKyVxmMAb5fIVIS8s0g1CjolXjsVuj5m2EF92Q+v+k2u3IysoyPacTkxIRGxuL8MgItA4PQzhjXWZBJfLb9oC3ghcgHYfpe8OY4uOFqniTwSjmoiPIrepqOh3G8oKMTvUgJiMPXsavml7PoLTLE2jb52XU9R+C0s5PwVmqQjKdBCOXg+DJoOuRBBQ7AZSa28l0KEx01/JxRziLNCyDACJo0gsFAAIqjxDK78x96Xq4X5SGXvAYG7dJGtyqYnIq4Wat85deEY/xzk7A6bWcXM8q5Wfgdi2tuCWg9kQWgeUuU4dIwUnPq6c2j8uvQ3J2BR2PF4mMMTFZeQi1exHuYHRx5pkhDhG8+MMJjxDVeRiJ7otJRLP4FLRU3GKEEihaMiYJPuqT01zDMWx0R4RPa4KlNUEVxFgXor5VuSWI4LKl6mo+Oh53DuMeoRWZRHDpnE6E8fVVtwnl8aYTo4MQI3xaJmtYhw9xhE8MnU1EOiMdnWmMqwDJ/He10+V4CaAMLh1l7eCsrEN6eS3Bw2jnI4zyatD5+SlmOMJEAmfSrh8wiQCSJu783vS5GUfXMaEBQN8aaUzXSEUmupaxhJSBEh3SKEY0RbJhhMywdYTFRsvpNHVAwwgauRzBR0tT8yFchq69aI5RR0XTLK/tGy4SSOcbHNAoQYlRTJ0Wx208jzGbLlIX6Izkkvh4/RmMfp+uaOVRjFxzDOPePYUxH5zGpC1fY+r2y3RFl/lZL3D9PGbtvGCkpvrpBM1SRrJ5+76hC/qaEPoKUzd/SSidwZzdckVfY9WRa9hx9gYd0I3Gms7dROD8RdpOt9NU+yhrPBiXps5D0HB58CLBI10KQOgGDl4mgGa8cxgz6H6mUzPePWKBiACaRgBN9UsRbepbFLfL9QgyU+R4KOOIVh3ElFX7rcdyUm/TPa3ah2dHzUNhFX/l07IQy9ilIRcOp8v0as4rKEZlbR23pSMkMhrhMYRNbCJjWQZy+ZyimupFeuzmL2gK90shfDRiPiE5wXQwdGQ5YNdwiswMM4YsgWBKyfQgr7oDCuv6mgtPTiDQ8U8FXDddQgZhYM/tAB8v0LL6foi35yAq2cUoRifkKERR3UA6n6dQ3u1ptO//CtoPoANiFMvkhW7qPARLBiEhGahQNp4vNqvGLNOLuJ1y0qFomIWet+s1qRQ1jWe3ZQSq4C97NWwElUAjqRndWieA6LRsdFYpBFwK11O5NM8LXnxdDeNI5noa3486KgbinFxSFoErx+cq03tsT/BUIsVbRSh1JnzKkKRBnQSQOgFGuvIRxxgTzBgWpJ7Q0UloEZWE5pGET2QCHohIQAv1UqaCGJdaEUCCUbCa1jXUgks5oOaMZC0Yo8IZt6O8BWa/+yOTDXAEMNV57otINMM+NDwjmC4sjGCJJPjMYFRCSJFMg1Vb2RzGKcV5isw+YfyBiKRbs9HRZtZ2hL28HXztCdfKDvDUEPQVdD6MdvHcPy6TccxZiPaPjsZ0OoMpu3/CxN1yPr9SXBJAGnOl2sqkbd8SQtcxjs5nDDVK/YNUn6EDGsvHYwmgsQSQpEhmYhZhonqQWrwkuSS5GgFopIrLBIpi3AizfsUAaPg61Xz42K+R6wigdQQQX2cUwTNqM52RXA8dzzi6I9WExmy+iLGMaqMJqrGbzhOal4zGrDuDUe9+gteWH8LQN+iKPvgUk7ecJYyorV8TNBf4+Si6pEmbvsL8/Vcwf9+3hJIi2VeYvvUsZhFUMxnZ5KbWHP2e8FGs0hgwy9kE4lZTaXsjeOh0VGwWbG5r2QrodgAJOocuEzoEzgHGLy0PX7mBI1dv0QERKpKgM4PwEYS0FJBuE0ElOE1nhpQU2aZIbx7CkJnrMHzuBj+AjmDSm/vx2rwPUD/weaSpBSMh1TiZuPgkJCdrjFY2KmramZHwil0JjFgxsQmmt7Mj041MT7bp+2NLS4ed+7izcxjDko3ziU2Ih91hN318UtNtcHkyTU9nuzOTUa8YxXXdUNxB9RAVgXvBw8gVkOopikJp+Z3oIrrQ/fRCZadBSHWVIJ7OIM7uQ2JmMco6DqbjeZzu5yXUEz6SakFqYbIGmdJR8GLXBa9Ogcm59aajoGo5qvNkEAKSaj0GQE3gozFfkY5ygqCdeZzC92I5nq6mr47lhAg0wkeDVpPprGz5avGxnhd0tI9gpE6HNsFKQDKfS50TO/E96PVUg6pFdGYpP3M98mpVsO7O1y+m42LE4oUflV2IaE8hI5bXDIdornqOwBMRj/vD4qhYricaAAUl2E30ChF0uGxDNxSa5kKrhHQz0FR1olAPQS7Xw233hicY4KhOpBqRljqHIBPm8PI8jFxOL6Ky6IB4nuBktcJZgNNrxLnz6RLLGBO9iFDhOqcEzpoOcFTVEUR0tx17IqcdXSwf20sIWDXH0yFFpnPfrCK0G/QqZvECnL7jKibLAe39GZP3/oQJexjJtl9jjLmEKds0APQ7E8XGUuqVPJIAkkMZx/WxEh2ONJrxaQQhM5oAUhHbDOXgdoFJLmY4QSP3pBauYVwGAPT6ugumDqRi9HCeWxq5/gJGrP3aAEjQGrmZDqgJgMZuuWw0njKPNzJ2CUDcR1BSTBu/4Qwj2ad4/Y2DeH3ZQbqik5i48TSBquZ8HXcBYzd8iYn8G0ymU5qxnTGMkWzOrkuYt+cK5uxlbNtyDisOfYPthMqOszcbajt3UyBuNa0LyfHcCR9BSfEr0My+/8Kf/ujlF+Fz6MpNHL56E0f/JYD8EGqqme8dxaz3jmHO+x8azeQ+0wiliSv3oMcTE/Dk8AWYRhipFjR26VZ0eXQI0nMr6FK8cDLfOzKykJGeiQxHFsoZu9Kz3KZXsyMjE6mm9uNEeroDBYWEgVrC6HZU71ExWh0SbVyPS1LPaRsyMtWjOZnHM4oRRqmZWcgpq0FZB3UQVIGZ8Knuw1/HvqbFSGOw5EYECAFBYHCWdjPN3xWdB8FV1A42/nImOvOR5q0kgB5CVQ+5n1fRYeAQgnSIAZBiUDqdh3EbpqBMCGTX0vXUc3tnpBd3NgBSAVo9lgPwUWE5yae5e6roktqagaWayEw1IC0DDkgdBk1nQvVsNsDRqHlJ7ojuxXQoVCdDC0CJBkgClOpOhBnfhzouJnirEZ1VRgC1MyDK5N/DU90T2TU96bjaUnwf7mJe/JpWw2WavltoCo4oOhZC596QGLN8IDwe9xFE6ols3AndThDdiWAj92NcT1I6wcP4lsuo5M0nZOh2IuSi1DeIxxmHRLikZhlXoxgXSaAIQIp8MQRWMGOcAKQ+SKHcHuct5N+2EtmV9YhnlLOVVCOpqAIpVBql5wo7qhjfHu6KdvwhqITN3xqmWBdqz0Vpz2cwdsVejH5jL0at5nd78xeYteM8pu/6BpN2KHpdZkz5DlN30gVtYyTbes3EMBWER/PincDH4/lYBWtTtFaNhs5lLF3QODoWwUoao6gm2Hzw9V0BNFQAImiaQmjEnQBSBPMDaOwGgkPg2XqFr3+FwLmAMRvOEUAXKUKJQBrPWDaODmfiVr5Pwmjce19g9FsnMXz1fry+ci9h9BEmrPsK49adJqg+I5i+IojO8rjPCaLzdETfYD6j2dSt57B0/2VsZfzaphhGyPwrCKmwrE6F/zuAbppOhgY+F29QdwKI8DEAumUByEQwiUARZP6VZr1/DLM/OIZ5fs2l5nxwFMPmrkVVtyfR78nRmLZqN6bwj/DY0NnIKWlPl5IHrzcHDocTmXQ2bo/PDEjN1FCL5BS43F6k2wkeRi0pm19kjXqPNkM07Mh0+5CTrz5EacYlafCpmVyMkUt9fpxuOqgMB3yl1QRJf9PsLTC4VJAlgNzVKtCqU183/pry15OxSHUS9SR2MKLk1fVDeZdByKnkhZxV6O//0xalHR5Euz4vGPB0GPSaWaoVTADKEIAoRa9ED10cQeAskdNRUbSzWQo4kjVkojMv9hozeDTRyziU05Gw6EzwCBpSwPUINBaAAs5H47kCANJSjieRMi5IwDLLrhbAGOVsOe0ZVXghZpUyinWEq1xFc4KQsM0imN10QWlFmtqjgpEnF0Gaf4fAUE2nWVQKYZNg4HNfaKxxQFr+PSTWNLkb+BA8LWwZpnVLTfItqMi8IkRTAlJLDSqlg1LcUgub4BOquo6TchA+dDyaJVHxL9pdYAAYl81jCSC1hgk+sb4i2IorkV5Wi9wOPWGvoMOpbI8oOjU1uWcWV/Hfshi5jGLuylr+7av5b1CGGDqpNuq8aGOUpqOtfvB1LNxzEcvUUW/jJxi5YjeGLdmBiW8dxuzNn2Hqps8xe/dlzNz9DaH0LSZt/44gotshgHTRT6JLUkSbSMhIYwmg0esJAcarCXrcoG+4P13NB+f8xWSrs2EAQMPWEjyMYE1j2Eiex0QwupmmADJxy++AFMPGcds41YOaAkgidCYylk3eeokQumQeT9h4zoBm/PsfYzhd0dClezFWrdVrT2Lyhi8waeMZuqLPCZ2zmEv3s+DI92Z90d6L2HzmBrafu4kdBIpmKbwdPH7g/IcRLACfA4SN4taBS380RLBDhI/lfm7hyDe3cOwb4G+zCJfZ7wYA86GR1s1jOh1pJp2P3I/lgAgfbpvL5Yy39mPQi1NR2fFh1Pd6CiNnvY2Xxi1GYQ0dRlYOcvmr6CVs3B4PY5cbRWVV8OTmI95MwUo3ZNxPBgHlpjMioNTpzWZHTHwyUuiW8ovKkE73FBEdTwAlm+k6UuxpdEM2OiuCy+1BHn8ByzupxtPLDFVwVfbmF1NN1HRCFarBdDbOR67FOB81f5epZSkAoAfphLohkbZd/X+yijugpvsTdD6voOODr6HT4KHoSAiVEECBCGbLqfe7HsYsRS25KtV96HZM6xZBolHuyXQ6cVm1iM2s4cWjYzRboqIRoWNAQzVAxhpAasmCjiYukxqe91nHC1aqBdlMfNOynr/+VXRY5XRXbfkZGU38Te9m7BgjmZN/n8yqnrzwGWucRQhJ9Zr5fzQFR/NoxiQ6FsUtOZ97gqON7g2hCKGW6hlN2LShwulo22QwMjk9iKLjiXTnEFBpuD8iwXQmbBHHOEaXFExICT5hhE5Yps/AJ5xLxSuBJtzhQwQBFEMAhTtzuJ6D6JwiJJdVI7WyLTKq61HS60FktOX7J4DivCVIIYDs6kuWU4wcTfFaUM6/Ld2Uje+NwFPLXngGz0snW9LnRUzfeh5z91/HwgPSt6bvzOytX2DyO0cxahlhJPe/4VPM2nYOs3ddxbQd3/ACp8PgxT1l21Ve3N9QjGvU2C0EEN3JeDogTSimmtF4up/xdEPjCJFRdECjCZRRBJUpKBsAETxr6XYIn5GaG2jDVboe7svzjKTbGb2J+xM4o7TcrAh33rgvE8EIICMCaPS6c2Zd0WqsJBgxlk1RUzs1act50zI2QbUibp+4kW7ng0/oiA5h2Mr9GLXmCKau+9RAd96eS1iu4RlHr2MaAbRg93lsofvZTpgIQFrKCQW0i/CRVB+yAESHQ1gZmR7Ot8t0NJTjofs5qHoPdfgydcXSkas36HwUv24SQDfxtwBM5sjVrD1uNIcQMqD54ITR7PcIIkoAEozmvKt1/iMu3IiOA19FbbdHUNVxEPo/NQwVHfrATpjk5xciv6DIzPPschEUXM8tLkOs4MPIpP4/aRpYSsC4PTnG6SSkarZCG5JTMwijXFOM1mPNA+TIykSaplW1JUHTr6Zonmc/fFTvUS9lV6VqPf3MgE7NVmhciGo1qsUQPBkCD12BAJRR2hW57fqhrPOD8FXSTbhKkeyuQEn9QHQa+BI6D34VXR9+Hd0eGYpOBJFqQgKNps5Iyas3ES5Q65HS1cQuIMiJaM4eTQzmqDYj1TViPYUAkeuxIpalwBgtCzgCUKMCAEo0AGIEkwgnOSZN1yF3pfeR4G2LCEcplzUmbglG+oyZhI+TAE4p4OsTwml0fLaijohyEUCZhWiV7Ma9kQRPjB1B6tUcbWN0YuQKjSF0Gl3Q/eFxdDSJdErqaMj9ErlMtjNWaZpWB+6LomuKiEPz2BRGuQxTHwomZMIyCR4H4xBjl/r8mFYuup9W6vOTlIZQAirSnYtoxq1IbwGSywmetu1hb1uP1PK2SC1ti4o+DyGtUrMqFvNYH/+WxXR06oyoWk+2mX+6DeOjBR6v6VYQol7Ydh8K+zyP6dsuYPre65i5/yfM2vMdZtDtzNh5FXN3XMKCrWew5uAlTF93HMOX78KoFQcwV0XaLV9hyga1FF3GpF10RTuuYzydkcZqybEIQJMYyQx8uM006dPxjFkrePiLyn6pnjSCEUytamoRE5RGcZsANGoD4xahYrV40fVwfZQfQOMIIEmwGcftApAckXm8Ta7HckATuT6JDmjSNq5v+Zrr5xs0RYVoup7ZOy5gwa7zGLP6MF3RLkynG1xy+BoWH/4eUxjB5u86ZyKYwCNtI1i23wYgS43DNKxpNCSNaFeRuakEoEME0CEC6JCBzw0cufJHg45e/ZMShG5YAFq49kNIC9ZJxzGfUryay3g1jyCSBCkBaTZlXJAfQCMXbED3h4ehvsfjqKrvjeIaXuz8VfMwalVUVCA3rwCFJWUoLK1AQUkFEu0OJBIy6ZkuRijN/czY5ctBVU2tGWZh+vakaAIxJ1xer6n7RMbGwZaqns6ET7LNRK4sTdHB/F/WqT+hQ1fDC85V1ddI06UKPqb+Qvg4y3vygpQIHsqAiEBKZ1TLqe1HZzOIAOqGlOwKpHqr0Y5OrtvDQwie19H90WEGQJ0ffBXFdHlJXkYuQkbnlvsJFJetArOiFSOSr84UmjW7oaZYlQKxy+YHUNJdAHQ3ad5nOSJTiFZk88NMBefUgnrjeKIz+b4L1NlRcwhxX8YwBz+jU10NSnsQSHRchFCyxoblt0dYuuDjwQOxGbifai7RBak3sxzMvXRA9xMoAk/z6CQExdnQKkEj3NPQLN6G/4mMQ2vCp1WS3YBHAAqKT2H8UfGYridd7saCTbDqRnQm2q6BperprCEeYXRSUa4cAigP8YxPCXTGKbV1BFAdbIzTUXQ1CXRGJd37mVkVBbCYzFzEe/IJGrcpVqsuFZxCd+ygAyKMNPwjWPAh8BTtyns/jeV7LmAZL7QlR37GgkM/YfY+xo7d3/OCvYJJvIDn7/8OS4/+hFUf/oCFO85h0ltHMXb1PoxduQ8zN36GaXRG03deJsi4PzVm8xWM3SAAySld9QOIImzGrAs4oNsBNJIAMq1dAfhonyYAMhCi+xGEBCA1uxv4aLtARHd0NwDJ6Uyg+5m4VS6IkZHQ0VLDMOYe+B7zD/7A9/k15uy9hmX8jEuP/IAZjGAjVx3E6LePYsa2rzBh3SeYu/1LbDnzpwFPQAZAckJ++BhxmxXL1F/Ikno5/+8Akv4NgJasPwFp8YYTWLT+OBYRQAvXHsOCtUcNmAycBKL3jxJCjGvGMR2nIzqKySt34aGXpqHbgOdQrWZRXwEjkwvVlVUoKSkxvaAr+KUq4K9bfKoTcbY0OBnJNKxC8PHl5qKytp1p9VIfH/WETiOkHHRMjix+kWIZveiYNFQjPikFsbZ0pPFLWKphFe3VmbAHsjSGSoVmuh53lTXkQHUXFZ1Nb+cGAFkQEoDSVbOhctsNRB4hVFjbF9mMLVK3wS+jx6OvU8PQ8/ER6PnYCDqgV82odnUClAtSIVqyM25JciSKZTGZVYh0ELR0SUl0QRZgBBGCqAE6FnhM3YfHqbjcGMHudEIWnASglHw5ICv6xXt0kZYSdrXG5QWa/PWeFO0ySnuZWRdNyxrBmGxkNf+3SsxGsM2LFgku3B+nOXs0Ab2DF7TDtGbdF0kXRCekieZbEjytCZqW/kGn99EJ3R+bZCCifkIPEFACU3Caxm9l0dV46HqyTauWwKMWMkUjgUcF5nACIipDzzsJCR/iGLlUYE6tqEVSaRXC6Yh0jnBCJMHD+F6rO4gwotmz0YpuR3Ui03pGZxWcys9BtUkl3FIY6wghgUdDMqIY7/JrumPm8vV4Z9dH2HLyKjZ/9hNWn/gW8w58g6mEykTGlll7vsfsPT9gNl3SrH3fElDXsPDgN5i/7Szmbf4Co1fvx3DdeIHuf/rmz01kmbDhrOVQGNFUJJYmbLpMAKkToaBhjWwfvVmORwCi+2DMsorbEtcDANriB5Bi1iZtuxNAjF0GQF83AoiOZwLf+/gN5/gZLmDy9sv8HNcwVfMGET7LTvyOpSd+M3M/C0CzuG3phxqA+qvVYZGffcHBbzFr+xkMpfMbsWIvNn7+D2w9c6MBQIpiDeDxy9SDJIHHP6WGOhruJ2ykho6GBj43cfjSDSoAIEYvxS8qAB/pw2sE0NINxyEt2Xgci9d/SBBJ3MbHSzeeNFpMKC0ilOabwvNxwkjRjLHs3UN4dfIqdOz7LONVW6RkZJkicnlpGYqKitCufT1q6vmL7fIhlgBKcbiQRkDZ0tPpfOiSqqvhcHtNn5+4BBtSBBh+OZ0urylCh0XGmjmDYhNTEE3r7/AVET50WvV0Pmrpottx1zBymWZ2wqeUboSux8SxCoKJUi1IbsCIEAo4oIzSnvDV9Ede234oIIRyKnugotOD6PnIEPR+fBh6PzECfZ4czeVo1PV9EUUdHoEmCzO9n4vooCgzBCO/q3ElcVnVjFyVsHkJHm+dKTir1UqK99U3tGBpjh5TSCYoBCEBKDlPU2lo1kMLNlbR2ZKeU1+g1IKuZqiG+g8l5dQSSHWMZXV0XgJQN8K2t3lPyXwNjYg3YBPA6KLMaxFAce4qQsGD0BQfIZCL5kkeNE/Iwv0xchRW/x5NrSGotJIInzaMTAGno+0t+W/UIiHFgCk4RYVmwic9C23SGbucXjNnjxxKa8InNDkTkXYLKBECBBWSrFoNf4yy85GQp17XlWaoRRj3U20oxpVnTbvhLuD7L+O5NDWIA2HJLtMkL5djZkZM1B07rFH3mpgsktCJpBsKI6w0wX1JXS+seGcLtQlz3vgAy9btxbsHv8CyXV9g4W7ChxFs8cHrmH/gR8zdd92ankKTdG3nhbzlHJYSSHJPC3ZfxJQPPqVzOGSi2oQ3D2Pqpi/oiFSovkIHQhEO4wgEwUIdGMdutQBknNB69eORw1Fh2Q8WxizBpiFqcZsBEOETiGBmP8JGhegxOof2VcvYNsKTrmfiZn6GvZof6DoW0uHNotPRXELLT/4Dy05qErKfCaizjJ2X/QD6jfCRk7uA2Rqqod7RG7/E1PWfYMPnvxNAfzbEsH8FoMCo+IaBp00BpN7N6mB48RYBdAtHLt+0dAd45HoCMgBatoGQofuR5ITM+sYTWK5Ba5tPGS3fdIrbTxJCx+mMTjCWHacbUoH6GKa/dQC9nhqNFFcJ3YqDbiUL6Q43o1cl6jp2RQYBE8MvayS/2LGEiGCiGlFZZS08hFUsf10FGt37Kz4mAanJaXQ/2QY8mq41MiYJEfy1TfeWoJhfKjWzq8Aq6GRX9yOE+hEyuvgY/zRMQZ0NKy1pXc9ZBele1nAGdQ6k+3GWqZ9QDzqpAWaQanZ5Z0a6Qej20Mvo99Qw9H96BPpR3RnHOvR/AeVdHodGwlvRS66HDoYXe5xbk8HT4bnleuhQFLcEGUYvNZNL1i16BCM5GkuB4rOJV/l0Lmp2b+J2FNlUrNaYM50riu4qxl3Nc9T7C886dz1jVUc6OtWjBEOdl06HjifBwE6RUOBpy+iiu2aU8WIt5vsto1MpMvf6uj/KjmbRhA1hEa65nTXwlP9ezaIS0SI62XRMvD+SMYvwkdMRcIKSCR86nmC7+gVlMta56HAII7qcVmox4/Hh3C5FZ2rWQi/3cSOS7iaC349gm91AKELPZeUyrvE5OidNbh9tWrOy+B40Ip/nT2HMElS41NzPISkehND5aHZFOZ8I9aJO5ZLgiyKcoikNrUklwPo/8iwmzlyIle9twlvrt2PV2m1YuXYXFry5HQvf3YM393yBN49dw5rjP5gJvzSx+7Rd3xh3NHP3NToKuaLvzHirObuvYN4OOop1H9ERHcWwN3ab2+dMYoyZoQ6AG9UZUHCw4plgoaLxaEJFfXhMi5bAwvUxjH+jBSxCZoKgomgnF0RXNIZSa5cApOPVY3ssI9zEbYSGbt9z8GfM3Pu9mfN50bHfMe/QLwTQr5jDeDmL7/eNE//E8hP/wJIPf8GEzWeNM5p38HvT2qeYpvg279CPRlPliAji9V/+s8H5WLpptYb5W8AaBpwaEUB0P1Yfn0ZZzeyKXXI+Nwgfv64QNnI7AQk8twFo40cGLgEto+ORBJ03Nn/sl7WufZes/4hR7STmryOIJMa2IdPXmOlKHZ5i6L5g6bTXVe0ZafKLGbl8Bjhp/OLFJ2kYRbqBkze3CCn8EupGg5rrOSnRBltiEpwZ6v3sMKBK4vOJ/GJlF1WjvANdSnUPwqcHstsSGOrjQ/ejMV26+AQHrasAHZBaxMzgU780ADQwoZf67Og+X8UdBjCGabqLrnRWA9CRcVIAGvAMAfTUcHTo9yx6PPI6yro8al3kpmldxeAOZn7mhonkeaGbJnW/kkyLlVxIIEpZwAlsMzIAUidDP4B0LIGTVkgRcMk8b0xWlZmGNTmPzooScDRmzOoXxGiX34GPrWb/FD7W+wrUlzRfdHhaOV1Bmel1rXmAIgmfyMwSAiGfbkc3/tMAVB/CXIwu/EFoTWjcS+D8PTTGFKUFIkUwzQEdwn9DSaPlQzIIA8GE262Yxrim0fQEURi3h6UzZvHfPSwti9Bx0R0SFFwPT6NrIYDa8HsgcKnPT7Q7h87Hx3NlmrgmR6PCcgjBEkLIhDFmBdPxtGRUDCN8QmxuU4AOsRFyKRJfKzWL4HEZxfI8sdymOZ4yCLXimno8/NTzGDd1NpaueR/vbd6L97YcwOq1O7D0XbqkLUfw5v4zeOPABSzYdxWTeZHKXSiiqYl+Op3RFPWqlntgPFt+8CqW7LtomvdHr9yPoUt2YtzqQ5i87jSmb79oXNQUOpXJimkbCSdFJY3dUpO5cTWKZXJMFwifywQOgUXojCGsxtIZTSR4JvD4CYTMxK18jq5o9v6fsPCYNcH87P0/mkGpi479wwBo/uFfMGf/dTNlx1ICSLMgakbF8ZvOEqZfm2g2j25v5h5+tm3nzV0xJM2YOI2fZ90XfxBAjXUfA6DzjFt0Oer7E3A8jT2cAwDyLxW71MSuToaUCs9W8dnqbCjgHL9DARfUACCrFqQ41hRCHxkQWW6IINr0MZZv/JgOiRDifou4z0K6pWmrd/PCfRHeknp4C6tQXtMRvqIKuHLy4PblwOXOhsuVTWfjRXFZNXILSgkZCz5qCcvIcMDpzKIyzeT0MbT4ulNFMrN+XmUnVHYiJNqqV3MvCzwGQNbo8PRiRS6CqUKjwAWg3kZa14hwNcWrI54cT2CpYq0Kt3JAmgzMW9UN+Tx/SUe1gD2Hvk8ONRCSG+r64Mt8PAKlnR8xLkvTo8Zn6y4Uum9XO3PBm4ueDqdBhJGKz6amcyeAAmoCIYHHAEU1HgGGUgdHwSfB2850I7ARNBaABBw5IEY0Op3EPLkg6z2o7qSm/8RsFahr6DgqjTvTLX3MfNEEULC9EOFO9dvRwNFsM/+zaSa3u9Aszob/DovBPeFxaBGTjCA6z5ZxaimjE6J7NfDhv0sL/pC0SWc0SmV047pim2JXCCGg5nrNIx1qZ9QiqIKTMxBKGAg8GmMWkpzO95WFWH4XogmdSMJPxwharWx8ngBRS5YGxwYxEgpC0YxWckC6bU+bRMIvmecjqCJ53ki+hygqmnEwhoql4nge3WggnusJBGQiz2/ja2Z6clBc0Rbd+w3Gs6+OwPjp8/DGO+uxdscBvLvtIFZv2o8Vmw9j3tqDWLj1E0LmMoHEaMM4NpXuwkyJQRehC1d1lwXcvpjAWrSLF/naU5j87lGMf/swxjCmTXzvFGbJgWw8Y7XGCUqMbKYfD2Gk3s1jVe9Rx0I6ILkhOSP16ZlB8M1iNJxDsMzce50R7GvMOfCTuQXPQjO96g90RJpg/nezffaBH7ifJhy7bKZz1T3C5hz4nuc9awrTBjjHdOcNuqBtX/PxT9DteWbskQM6iw8+/we2naUDOic1AohJ9f8aQAY8fh0NAOjqXwFknJAc0IotnxiHs9RfjL7NDVEGPoTQCgJoJbXCAInAInyWcLmYAFIL2gsTljLGdEF5bXfkl9QggzEqp6AQnhwfcnLzzPCLUv7jFxRXIIlfYkU1O78UDocDmYRPptMFN38J5ZAU15L5i1navjsquw42fXy8NYQKwePRPDjVgo81WrzR9VjgaQogAyE+L8cjSMnB6GJWE7ajtCuB1hO5bXsbZ1VQ25sR7EF0GvS8cT59nhjK6PUs+j4xjAAaaQAk56NOhZIKwgKFcR50HAH4yP1YAFIEsgATWFp1ncB6o6yCtNbr6QhqGEsqDUwEFbWumfPnKdLV3QYgU2MKAEjPE4i6Y0ZYqjrmtTXxS+BRHEsi4BK4b4SrDFHZZYjwFSPcW2Cm2XiAMbdZdCLui4hlJEs007FKphDtB5BimQDUXM3wAhCdkqKYABRM0Gg6jSD+qIRkeRCfrzFcmWZyszCCJ5QQCCcE5IRinNmMq6rXuAkpgketZdqH527Dc6gOpOZ01XLUSzuK8InRRGMEkByPbgcUSYcTRcDE8PzRjOxRtjSupyGW7ydOSkqn2yZ8CCkpkcckElbJghGPFZQS+NoprlyUtOuMwU+9gMmz5uOtD9Zj88492LBjH1auZ1T7YC8WbeZ3fOfn5p5cmvRrOh3DTM3Jw0gzdedVU1eZTc3hhb5kzyWsPEQg7Thj9TVavgcjKNVZ5uw4z/0u03GobkQAbfqagBB8rNim8WkaYjF1xzUsPv5Pc0PBRSf+IFx+Mq7IAOj4Hw0OSLFO7keAmko3NFVDTuiadNvlxcd+o34lbKyWMQFoyYeMafvVqZIAInwU0WbtvUownsPaz3+3OiIayQXBmiOI+guALkgBCGlUO0zt5z8B0IlrtxoA1OCAVpH0K7fQ2RA0ckOW4zll1i03xO3a5q8HrTBA4na/lhoIfYQZa3aiy4PPo7ia0Ya/qgWFxeZ+7DmUptLILy4z8LHxH1/gsasYnZaBLIcTGXYn3IxtWe5cRPILn8hf5uK2XVDVdZC5GaDmX9ak7R5GLhWd5WLUsdCt2QCr1O+HUh8gyd8U31ADKrfuy2XiEy9cLa3I1sU4oOyq7mbgaj5jWEmHgWjf72n0evx1guhF0yLW5/GhpiidV9sfid5aM4YrAAbB598BKOBwGms+VjS6bcljUxm5EnPaI8pVicgsAjq3PZ2W+v7oOOu8ckcJPgKIoFH9R89pm/YVrFSgjkjX2KkKrlt3T1XdKYbPxfG1ElSU5nFxOXRWuitqVh5a8AK+NyLBxKxmsYloHpuElurPE2MzDsg4H/57mIIz/91U82nJC1wRLNThQUv1ilYth1CJ1CBUzXxZSngWlSLcQeAwpsV5+G/K56P57ysJPOGEU6SToPLpFkG5jHMalqE6kccUoTUOTAXnMMYw1XfCU7Lodng+QiSCkBJ8ovk+Ygm/aMb3qOQUxKiVlNItnmITCSO6pzhCKJ5uKT6ZrogOLSaBP25xqQjnZ4qhG0vNZERzeZHpzYOvsBRVdR3w2HMvYdz0OZi9dBVWvLcJ727ejeXvb+W1sB/LtnyI+euPYMkOAmn/Jczd+w1mEj4zFM+2nDfLuXRKC+malh9iHGJMm772GMas3IWxaw5g6gcfYcr7H2P82s8wadMZU5fR3UvnHvoVc3XH022XMIMxaonu5UX4LDz+J5//BWM2MIId+BkLP/wTC47+g/t8b2LZ9F3fGWDpGBWgp9FhLWX8kiwAWc3zuhXPYgOg702HxUVHfyWAfjMubuq2c/jgs98MgAIRTPCxAHSLACJoGnQ3AFnF50YA/Un4WLIARKfT4ICsOCbwHG0A0JZTWEUAyQlZbsiq+xgIMXIt2/QJIcPYZdQIIi2lpdRCRrfXpixHTWcCgpm+uKQcpSXFKC4sQnFxOYr4pcwtKkcyv6yp/LXTzQlTCJ8MwsepqTb4i5idVwwbv9R2TyGdSF+UdVQLVW9Go/7UQDqg/gYsqvVohj83YZNdrYncud2Axw8hP5AaAdSLjkctRZoUzIpgGq7hJICyyroSQD1Q1IGvVdcbhVzW9n0a9QNfRG2fZ9Hz0WHo9QhhNPAlmBkL8zWGy7ppoJreAxOTBW4eGABQo7S9cwOcVCDWwFUVrwPORs4lxlODaNVoctoZl6PisgUoHRMQHY6X2w3crMiXoFvtZFbRXZQy0vB4jwBJUPE1A4rh43jCzwCIinGpIF1M4GRAwyYEmVaMvC0TCJzoBDMYtTmBZNwPL+RWdKRyKKbeIwDpMddDNTcQHY3m8EnML0VcYRkSSioRzws5wu1FrIfbc/OpIoTzQg9l3I7kxR5O8ISpNsRtMTmMf9k+xsA8xGZrPmcPP4sbkWpqF2zoXqIIvijFtqRURJrWUEsxfKwZFgSegNTJNTZZDR3czvcenUB3RDcdTocXHBFvpMdJ/DwpdF6p+r7xfaTz+2inBCMn34sntwQ5/LGsojt6/JmXMXn2Aqxeuwnrdh7EO5v3440PdmLx+oOYv4mpYedXWL7/MmZv0xQXjEBqzt9zFbN2C0wECh3TXFqKRYTRPDqjSe8cw7Cle/D6kh2YvfU0lh77HitP/YrlJ37CjJ0XedxlLDtJAJ28YQAk8CiuTd/9LWYyes3acx0zdtHJMLLNO/gz5tEZqQA9dz9hxJgnp7OUcFmie3+ZjooXsPCIIhchx6hmAUgOiAAitCZuPYf3zLzQNwgdf4sXl5b7aTKwVGoCHgMfSi1ehwigw0Y3ceTSHzh62ZLAI50geCz43DLgOeKXAdAKAkQOaCXhIzUAqClk6HoaRTDx+WWbPzHStrEL1qLzwGfhLaggfCrQvq4dKsr4i1JVhdLyGhSUtzWRKp5f3gzCJoM2XYNTHerxTCeUxy9tKr/IGd4SVHbqh9JOA5BT0xMF7Qif2oHINfDpY4GDcUqzAXqqe1u3s6EUucw2/1IK3NbGtI6pTlSuybksADn9AFKzva9tLwOg/PZ9DIDa9nkS1T2fRAdCp/sjQ+mChqC21zOMgX2gQaaW61GRWGO+mkBIwCEUBKM7FWgZSyZE1I/Hck+ECt1JVKbmA2pnYpQiWCIdje5+alqwKFNMFojkaJrchFB3Qw1P9xeYCRU1+8d72iGe+wg4AcXqOL6HREJTAIoksCIyStAqyWU68wXxItXtdJrHJTF+xaMZL1bT/M6YbPXvseATSjcjyfGEESIhBFAwnU2cbiCYU8To5TPSvNFR/DdOoKuI8+SYaKVzRPAY3TtM5xB8dEPDGDOANRdhPE4DU0NVpFZdh68dRacTSdcSwfcXzvcXHpOACL7H6ASbpSYwiiZAA4ohfLRUy2koQdo6LBatQmMQQvgISsl8jWS7y8hGgKrrSECpfH+CkhpS0vjZ0rNy4PKpBz+/01164OmXh2LynCVY9vYGvLVpN1Zt3ImF727GkvX7sGjdESzf9SVWHCRAGMPm7dcYsyt0GHRB2y8SGpfMCPRFB77BQtVe1p7CmNV7MerNfZix4Thj2xeYs/ULzKP1WPnR73RA/8Q8QmI6gTZ2wxnTYmVavI7+xjimCEagHfrZKkD7b808aTthQ/AsIoTUDD+FjzVFx0Ld1oexS61hE7acNTUggUq1LQHo3U9+IYD+NADS1Kx7uNxDp7OvATSCT6OM66E03MLq76PIpaZ3AobO59gVS4G4dfIal9fUAnaDAKI78ssASC5HwFnhd0GNAKK2WlpGl7R0cwBAH2MxtYTPS+oLpE57nuJ6ZOeXo7K6FuUVlYRPDWrrO6GQ8LFpulNlcH75UmjN7ZRqPl7+UhbSISXzH92ZX4nSjgNQVE/41PYxt6rJbz/QdADUXSg09EGAEXACkAmoKYA0XalqP4poApZqRVkB+PAcApAcke7prlaw3HYCTz8DoHxGsYpuj6Cy++Om93NnwqdtL82I+AJy6gYhlTAz02f4AZSmpR9AAddzNwAFHJAkACnGqfVMxWw5INWA1KKVwEilWBWAj6Tb6qgfkVl6NKK+hlFL90SvYqRpizgBRyKU4vh8PIHTFEBxfE0BKIFuS90AYumS1IM6JDWH8HGiWZzuBa+ZD9NMPSdIDofAEGhCVJvhv5mGXWib1mMZqUIFEgJIsStYUYwXtfoAKUapOd1MapbC8/A4nce4Jh4fy/11P7HE/GK+nyLE+dTLmY7ITvCkElJ0O5HcN4xuLCQmEaHRSQiNjKfiEB4Vh0hCKJIQkqLik40i45INbMLp5MK0f1QCnU6cgU6rkGgDIBPr9f3j60gCj2StNwLIkqsBQhmuHDgYEZ38zFkEqpugzaGTr6jrhG79HsYzr4zE1PmLsXLdRrzFqLZ6I+Pa+j28Rg5j6Y5P6Iy+xpzt5zBzxwXM3HsVU+mMJu7UBGKarZDOaMdZAucMFu38AvM3Hse0t9QLeyemrz+JebQgC49ex5yD32H85jOYte87LGYs011P5xy8TpCcZ3T7EfOP/GwKznMEF8Yt3fVUcUvAmcLXncBjFxz5wQBp3iGrML3w6I9YelyO6FvGtHN4++OfCB8/gAx87gagG7BGt2siMc3tI+fT2NHw6BXChTpGHVfkaohdErdRDQC61gRAizcQKhvpdOhsAhAyIJK2ftog43YMdD4lgD5pkMaRDXh2PIpqe8PpLeevRj6Vh6LKetR06gGbvpS0vdH8gifyy2jjl9LJf3TdpqegrBwp/OVLcOSgrveTyGs/CDntBqGg/kECYRBj0UADE421Uqzy1vSjYxlglgFpuo2AAvUf9Qq2muWtZnjNnSwHJACZ4Qq+drAXdGD86snXaARQDj9Dfl0/AudZdBz0ihmQWtntaTMi3ltLABV3Q0qhBZymAJLMeC9e6AFH1FQBMMkBRdPxRGdV+Z1QBwLN36ROUDQ4Hv+6KSD7pXt6hRM8oWlljF26SWEAPLrzqaW4bMGKwGkSweL52k0BFOmsQqi9CC2TPKYznzr1qXdxCC9IFZZbpmluZ7oe/lu1sRE8dCICiOCjAnTAxTSnS2qRnIFWBEd4pqZ29ZlZC9VxMYTHhdLdhjN2hTPWtOGFrUGrtqIywqcESZSpDWnYhh884XyNkHgbWkcTHuFRaBMRg2CCx4IPIcLtkbECkKCTZByRJOCERCSgTXg8WmvgbHA0WrSJRFBwFI9NYEyzm8iVREj+VZmE0J0ShOSELBdkJ2jT+fky6IbSXT7YqTQ6PDsdnMNbwKhWhc69B+LlEWMwc/FyvLVxO97cvAeL3tuKBYxqc9/bjcVbT2DV4QtYclBzN182tRoBaPrWM2Yu5/m7L2DZvgtYefACZm84gYlvHcCoFbsx7t2jmMYf+8kbP8GCA1cYzRitjv9mmtRVTNadUxWv5tD9aPiF6j2KV0u5j+6sql7PaorXPio6LzhM57T5nHmsfXQetYq9depHwucG+DYa4LPXAMiq91gDTP+ENbr9T3+95+bt9Z5AR0OqETx+mT5AVsvXUULoiF8GQAvXn2KeJYQIIqvYTHIb0f00gdDyLYQQtWTzaQOhJZssLSa8lqw7hlmrdmPY5FV47KWJptm8uB0BkFvGXxLdItlhpltNJIRS+eXMyvIir7iMsctDZ+RCYbveppXJR/jktR9MGDyIXMJHE6476WCsu0AMtFRj1YMC9Z9sgklw0roKzk7Nn+yvEUmCkOCj0e+Cjy3PmrvHqVawSt1imQCq74cCAshb1QMFdf0JnhcIoJfphJ4ijF4kgIYgm1EwTa1oDQASeDQJmKBj1YAaXU/juvZVfFI8inO3Q6xbrodOyC8Nk7AK1RZ4VJgWfDRNq6S7mUZkVtNdVNNdVPPCZUQTaOh24jxqNSN4jDoiVrdhNp0eCRy/4jWiXjDiexGAYlSsziwjZHIpTfaVZ6bHEERUz9G0GZp4PoSgCSgut4DH5fo7IGYyxnmhGxLq3mDhjDLhBImaxlsnqG+OwzigSDobHRebQ5fDC1bTssr16C6qUXyNKL6GCsphOkZ1qEjCIzwarcIEn2i6GAIoIpZwiSVIYq3OqoyIilUhkYkIDo8zah1GYIXEEjgxCGpDcdmG2+SK4glItXolEnBaWiDS44CcfOyXXQ7JApCNn0cQSuEyVbWijGwDJCmFUTIlk3DidzfDo5pRAbJyiuHOLUFuaQ069x2Mx18cilfHTMHMJWvwxvubsOTdjVi15QB/1I9i4YajWLT9M8zdchqLdp/Dgr0XMX/PJXNXC02VOnPrZ1i0h5CgM5q58SNMevcgxjGmTWTSmEZntNA/vk0zGy6ko5HTUevWfDqgyYxbixi3BBsVnhUBx288g4UEj4AkAE3cxHMfJoAY78x4MR6z5sR17Pq6EUDWUIuAAyJ86H4OXiB4CKGDVMD5WD2cLZlmdb8s6DRK8BFspL/UgOav+wQL132MhYTQ4g2EiUbL0tksUdGZEFpGCC0XgOSCCKClhI60rEF0RQTXIh63cN1JjJ77Hur7PQVnbjntK21rdi6ymfM114+LX/Js/moUlFQhlb8uKYxmxW27MXoROIROQYfBxv3k1PY30FA/HkUrxa4cAkDS8AnJcj9yQQKROiT2NrFLtZ/GljDLAQk+AfCoHmTuMKoCdHVP5Lfri6L2fQnBPnCXdUF554cInxdR2+85lHd/kvB5FR0fHMLXHmCcWNMBqGqWlwItYQJRKi90FZkDLWSJ3jqCo5zQaIfUArkdOjABigCzhmLwsX8ZGLoRAFCE3Ep6OaIJLcWwpm4noMCUHVIcAWQNYBXQLCV41eJGCKqjI99PPKNnjI8wc+tmgPmIdOk+8LkETbaZq0eORvEqni4linEproBL/huGEiphdD5R/PEQYORcjHuhkzB9fBhx1KyuQnMcoSPwJGhyOZ5Dd1BV8VkDSSO5v2o8YQmpaEOYtGRUahkSxchkqbUARBAFh8c2QCYggcUAR06H8UoKouMxaqPHhFS0DTGJ6Ujg+0kg4BIIRMWvpjLb/WoKJlMXaqLGuOZukFW8Joz4N0rj38JOoKYR3Fqm8/ue4SlgEihCpq8I+WW16PXgY3h93GTMeeNNrNm4E2+s3Y75b2/BnLd38Lo5gjX7v8SbRy5g8b6zmLXzczqjjzFnN2PT/gtYeugyVh65jKX7zpmYNptAGr/mAMa/eQjj3z6CxXvPY/Xx77HgkPoEqQgtAMntaCzYr5hJtzVxw5dYfOg6lhFIixjZJmwUuH7AMsY0Lads4zmOfW8NMDXOJ1Bk9rufSxpmcQOHLxIe1BEC6MjFP3D00h/4UHUeOR6jAHD8DqjhMUEj+YHTKL8Dmr/2YyxYd4r6iBA6RUITRtQiytR61ApG8CzfetpyQAZOimMEESmupWpB8zedxJilG9Fl8MvILqw1TfHZeQXw5uYhl/J6fFwvRq5mtHPlIiHNDU9+Ner6PIGKro/S+TxopOb2QCdCrQcKzTntBhjpfliSt63VNC93FOhgqPqPqQPxWMFHtR8BR7fGEXxUBzJRzCy7E2S9LQdE5Vb3gK+yO4rqB6Jdv2dR1vUx1A2Q+2EUI4R8bfv/BUDqlCipP5AKyxaQ5HxU75FTqeUvfhUhpLFbdDwqPKugTKkfTwBGZtwWt5k6D8ETlVWDMEclI0yliV7W9v8EQKoVCUByUZYS6IyaAighr70FIE8pIrIKqXzCx4sgXpiteBGaeXk8eQjlD4QmHdM0GopgqtNE0LlEyBXRMYRqX0GJ20PoJFRkjlJhmU4nLrcQ0boTBhXN46Pkkrh/mKIZ43grxqoWhI3A05JRqWVIJEFkqZWRYEQ3pDpOEwk4ild3SttV91GtJy453a8Mo3i+ZjwhZC2bPrYkUFlQogtqAqOAU1JUMyDyQ0muSBCy8e+gVlsphZ9RQDISlAjcDP4NnfyxdeWVwF1QiuKa9uj36FMYOn4qJs9djCVvrcXS9zZhwTubsWrbISzdegRzNx7CrE0f0gF9hbl0QLN3foV5dElzdp7FzO10Mvsum17Yi/jchLcPYuzqPZjDyDZ780nu/znd0xdYduQ63jjxOwHzC2bTWU3a8DkWH/yO2wkg44AINzqnZR/+TABdN/cYW3nkmrmNTgOAzv8VQIcuMmIJQlw/etmq9XxI53M8IAKlUf8ZgD68dgN/W0AHJM1fb2keYTR/PaG0gY6GoJEWKWpt+QxLqMWqATXRIkJq4YaTGL9sEzo99AJchdUETxkKi8pMB8SCwkL4vDnw8RfRV1zOf7BsRCQ4kOouQW33R1A/8CVU9nwKefWDkU2gqF4TgIycUMN6A4As96OliWh0M4KNKT43AMhqAUsheAQNAxxKQNL5TVG6vBty2vaheps+QNkVXVFQy8eEUmnnh1HF99Rx8Kv8TK8ZB6Tak5n3RxOP+RVwQJYL6gBN0SogxbmrzdAHQSfwnGT1ZlbsshyQllbNRyCpZ2ypNo5HANLjQE3IglNHAodLyiwFncDyDgA17eSox2awqya152vG59XRndQQEOUIdcj5+BDnKzFF5GgPHREB1CrZgRbx1uhzc68wXozqbGia4xlT1IxuWrPkiFw+Rr88xHrzLQDR6Ta4JO4bLThpVH10AqGjiBSFFiERCKJaBkegFaWlgVATBRFOQYRQCy5bBBM0fgXdJjomnlOxTE3usYyFsXzP1rJRApG1ro6KugOL5Yz+VwlODRAKtJxZTihZ4t8hma4uiZ9VSwtGdEZ0Q5YjykVGdj4cPoIotwg5/P6XVLVFRW096rr0wJMvvobxM+dj2Tvr8damnVj2noC0BfPf283r7wij2mksIIRmbfsC07d/ZSaSn0XN2HYG07d8jnk71AWA7mnbp5jylqaf3YEpHxzFkgMX8MaH17DgwEVM2fwZFhJaAtKiIz9g4uavoNHwAtBiwmrqtq/xxqGrdwXQwUtAYCZD44AIo2Nct+BDuNwGnabic//XANrwqdE8QUgwMo+1tLRg02ks3MzcShdkJPhQ8zeewrQ1u03v4eLKjuYuqLlFJXQ7+SjML0SuLw/ZlLewFDb+SkYmpCPK5kExY4/uHd/hoddR2u1J08kwi+DwtVPU6t+gRhgNMvLWqJVsoKn7qNaj+KX6j+o9TYvQikTWlBxWEbqprJax7mZGxDxCx1vZ1dy4MJ/ruYJSbV/U9n0WHR789wBSj2rLDXVGWqEg057goePxtTX1JuOSTI3IimPqQPgXAPkLzBHOSgMfrTcUoAmh/xRAiltyRIk+gidHA1sJndxufMzXye9O+EhdCIlqRq5Suh0fWtgIEN3QT3cfJXjUIbANLzgNqQjXKPZUQsamnsyq+2QjxptHUHEfgkUtYbF0O4l5ul97EWL4q6/ajno8R/JCjU5zITTRjtZR8XQ20WhOqDQnNASXFiHhRkFUq2Au76LmhJKOacZjmnFdamHckuKXmtbjEBKRiIiYFEQl2Amg9CbSY6sfkKTm9xi+FwMgP5D+EzU4JD+EAm5ISpIIHilRS8I4mc5IZYXUzByjNEZbuzsf6UwDTh9/iOWEKqpRUVWDqpp2aN+xM7p074X+Ax/CC6++hmnz5mPl++uwct0WLHxrPeas3oD57+zg9XkIC7d+hCV7vsD8PefojM5h2pYvrVvsaDZHuqQlhy7hjQPnMf29wxi3YhvG0R3NojuaoVENBy5hxfGfsPTYD5i89YyZD3r5iZ+x5Oh1TNn6NV3VFexuGsH+YwBJVh+fRvm3/68AukkA3SKA1n+KBQSOtSRQGkQQbSSQ/JpPAEkL/Zq/kWDa+DGmMpP2fOR1kr0T8oorUdWuHuVV1aiqrEJ5SQVy80tNkS6RkSsiNoW/hpnwlnZBuz7PoiMv7vrBryGnPcFSO8DUgXLbDyYYuGw3iBKM1OolEKlJXgXoAYSHnI5V/zE1IEozIWq7uU1yscaGWU5INSDFOVNTCkBI64xb+e37I9e4n86MYb2MA/JogGrHwYxhzxM8r5r4Vdf/JfM6mg9aULEmoO9iICOHoxatwKDUwDzQckIWgAQfq9+PollSTr0pPguQ6rsT7pDjqUK8rx3hRODkBVxPZ55PS7kkK05ZzfEWmCypqZ7PEUDG7RBIApGZPdE/lYdxQrrDBiGk+aMTvHWIdlXSvRQQeBoD5jUjzIOTCQwN7FSfHwImhI4njEv1XI50ZSOaLjY2Jw9xlJrONYg0KUdFZR8iMuiK7HQ6dDthyXa00ZzQpjAsJ2O5nRZN4NKiDR//L2rWJpzQIYh4bEBBdDutwuLRhuAJ03cpLg0R8alUCsLjbGYZkZBitbrSwd0mQYnwaaqoxEapZ7QUq97TAdH9xduciCOE4vi3keIJowSCKJGQbZS7QUnpKlTnGFkQyqMbokwky0NOQQkqeG3U13dAt27d0L17D/To0QNdu3dDt57d0aNvHzz81FN4ZfhITJ23GG+8swHL39+Mpe8TSoxr897fg8VbT2Lh9k8xm0Zg7o4zmKXiNd3QrO0E1E7GsL1nsWg34bTuOMav2Ydxq/Zi0rt0VLsIK7qn+XsJpBM/Ycmx65i27SvTSVKtYHsZs/Zd/IPwUavXHUMsGL0a4XOH25EaYKPaTkBNYfNXHf/2JgFEp6O41SjFr4/pej7GPDkiKQCgjY3S9rmMaq/NWotiOgZvfiUKSmpQWFqNkrJKVFbUIJ/515dfhkT+MkTySxAZm45UVynqej/NeENnQfdT3ec55HV4yBJjWF59YxO8iV10Qar1KHJpIKqGVVhAChSi/a6HkUsj1RW9An2BzO2JNTfyXwCkepEARIhV6e4YGgvWE3k1hBHBpH5Adf1foPsZgvpBL6Md1/UeVOQOdGw0MxAWdOQFXYs4T415beOQqFRuV+Sy4pdgo6EbVidE1YY0jkzjySIIH3VCTNJAUkFH7sjUiSygCC4GIEZ+ANEZBVrMrFYzOR4VsTVth/YPTO9hSc/bBJ/CHkglnFMJT1teO77nMsYqD0LS+G+TnkO346HT0ayFaQSQE1HqLOh00Zm5EOmm+xF8NJ93DmOa3BAdk9xOWEoGwtXnhxd+UGQ8mpk6TRRaUUGtCY0G6IT5pXWrdtO8NQHDfQJLCz7+5yQBLCzatI6ZFrIIup6YJDOUIqAwgic0Nhmh3B4Wl2yBiIokmP4iuqGmikggvPwyUGI80/iygAOK1bqN6ymOO+REPOOoQHSnBCT1a5NUbkjJ9CGVTiiNccyRnYu8ojK0bx+AT3d07twZnTp1QteuXdC9R3eCiNsIpU7de0KdH7v0HmA6QE6aQxi9t5ExbQvmrtmAmas2YtbbO7Fi58dYsf8sFu75CrO3f4bpW08TSIxrXJ8pQFFv7CV46ITGrdiJ4Ys3Ysp7R7Hi8FWs/PA6j/mSzuocHZDAQxFA1uRi/ymAAo9VB1LfnqZqhJHi1p36vwbQPIHnDumOqE+MWIABT49GW1647oL2cLgKGcFKkFdQjjT+CsTyix2bnEU7WobqLg+bwm6nh4ei7YCXUdP3eRR1eRT5fgjld1AzfCOAFL8EGquw3As+TR7m3x4oOBsglHQxgHFXWSPiLQAJPhaABJ6mAJIDUr+fnBrCpx3hQwh5yruYsWdNAdR+wIsWgPgezL3dFa14ESfl1EEzDGpeZrkhbdP7MM5IAPIrJV/QqSN81Iu5ztwdQ4r31BoQCT5WIbpRAQDdXs9h1BJ8CCrTM9ostb8GuBI6dDtyP5rWw7qZoSUdm1JI8JT0gL1UNzMkxLzVhIvujOomRLLNiHPdmUKF5MgsDzSMItLh70yopve0DIRlMla5vYQmoUN3FM54Eprkr+2EMSYRLs0NXMLRkkBpRZgENUDnTlmwad7qrwAKIngkAaiFWrnCYtHC1IIIILWEMdK1joxDMF/XdFYkeNSMHyrF2uiMLIXLFTUVoSRgGZd0F0UxogUUzagWkICkkfV/gRD/BgmEkJnpk+vaFm+2OU0sU7lBUk0olbC2q0OjN58/0JWo79CpATxdunSxYERpvUOHDqjj89W17ZkkalDKyFbCH/OCsmq079YbDz35PJ5/Te5oKZYopq18H4veVd1oO2a9twsLtpyk0/kSs6hp2z7HZJqE6bxOZzOyLVRRm0CabG7FfsjcWmvsmr2Masex79w/cMDcw0tN7ZrbRxHMDyBC5yiXH165RcnpNAXQnwRQYzH6mOQH0N2g01QGQAv55u6mBYIOlw0SgKi5mz6/TXM2crnxM7P/Qn7YMXM/QJc+TyC3pC3szlxE6pa+san8h81EES/u+gEvocvjI9Fh8Ouo6vUc2mu+5S6PIb/jw5YEIX8MM83ujGCq48jpmMdtBZ8Bpu6jmBVwPZobSE5I+0mmMG0iGGVgZMkASFO5VnTjfpqOoy+dj25l3MkUogvr+qOqx+MGPJ0ZEdsTkm37vGDOqbtqyMXoDhSCjHUTwi5+MMkVWVO1mv5BJoJZ9R8NudDUGqF23buq2pzDGtCqsWFqEetqJJhYQBFwNCn97QAK1IMEoACoAsdK2k/LVAInrYiOsKin9bi4J+x0jullckD1iMsuh+442pIXlyYWi85mrPLk+luwKF+u6UjYmq6mTTwdBvcL0SRi6pDIZQjdRCuC4f6WoXigZTBatA6l26EIl6Zqzm0B/TsAWY+tonKgxSsoRCJ8jGLQMizOgCUiPs0AJzgqEW0iE+mKEgimBLMeHEUYRdv4PN8zYXObGNkU28IV3fj+71QkI5oUITGSBaThINHGDREyDXFMDkg1ICt2KZaZbYxoCfyx1XZbRrYlh9e4IBWm5YC8eUUmggk0Ak/Pnj3pfroyktWjtrYWFVVVKCorR35pOYrLKlBeSQhR+ZpDq6AMnvxSePJK4SuuQNuO3fH4C0MwjVFtxbvrsHDNWsxetRZz3tzMdHIAi3ac4vV5AnM0YmHbF2Ye6Olbv8DMzXJFZ7F631ks2HoKU945iJ1f/kr3cwv7CB3L+aj+QxE6upXOUS6PX4WJWbcBiI8/JKACzfFNI9jdYxfP49eJ727hbwHALCREpAVcl7RtwSY+pgL1HwtAX9ymOdKG05iz9iNMXbMfj7wyBSU13Uj7EjqhAjqgXMaufGQX1aE9nUTXx0eg86PD0bbfS+jwIC9wAajr4xZ4FMEEn3aDkdvuQboOq96jpQUkFaL9dSCCRRe7q1JDMBjDqgkgScVo0wkxMCsiAVQu90MAcZlFWGWWaZhGR56np+mEKBeUVdIB+W170w31a3BAagVr3/8ltCUo3RV9oAnCNOWFYpaZ1IxxzIpk3WAvYPwqJIjUQ5pgSCN4VAtSB0Q5nugsgYeOiGooSsv98HEgLlkAopMhfKT/DEDq4yQABeKWBSB7cS+kl/SiC+J7KuZ7VUQtUYyrpNMpgLkzKn+V1TM5Ib8Y4XQ36u+jeo8imJk0LIEXMiEUTqcTRrWi42jOSHR/6zCCJxTNqBatQul4/CJcJAFJat4qpEEN23hsM0LHiADSMgAf0/LlVwv1aCZ4WoXHN4AlijBIYMSJ50UuKIQTHMHc3io80YCqpepDURrGYUHIgCiG8GmiMP4YhpsR8WlGpo5EmRIBFSElED5+mUYT/ohGJzkIoUw6IqdRQhpdjuDi9DUAyKoRKYaplYwxzC9FsVRBKMtrhnUUl5Q1AEjRq66uztzEobi0FPnFJXRJhI8fPBrInVMg6BSboSDunEJk5xbDk1tEFRoJTO279MZjzw3B8MmzMfuNtwmi9xnTCKO3t2HBuoOmbrRkJ6/x7Z8SSKcwbxuTzVY+5rble7/CrjO/0/3cwn7CxzgfA6Gb1k0ECRhFr0Cdx6r7CEB6HHBFlm4H0F8l12PpBgF0QwD6nLD5HAs3WwrARlpIuDTVgrtoHl3QjPdOYPyibRj43HgUCj7ZRab/g/r9+PLLUVjVGe37PYOuj41El0dHoG3/lxnBhqEj1f6hoSjq+iQK6H4ah2AMJjAsgKgYLfgECtMqPmfwghJ4zHzQjGLuGkJHSwIo0AM60CLmJoA8BI+HAJIy5Epy6+haOvB8fVDQXsd0s3pBt+trAFTV4wkLQA++gvp+L6Ks86MESgdzz/VMIw3r0HAPTeuhiep5gQtABYxfhEKq6jPZtYjKLDP1ITkeqzWMgDBw4n5NhmiYe78X9mgEieo5fln9dyh/XyEpcGPCwC2cA8eZ+aN5njSCJ0P3sS/p6QdhR8S6K/h+igi1cu5fBVthNeLz+f74RQ5h3GpJ4LRWfx9eSKa/joZdJBM8CcmMQZG4l07nvlaW7g8KRjO/7m/eGg+0aNPw+H+VXFPryAY1axOF5oSP6j0PMIrdTzWTIyKEWjNyGddC0ITRxWhUvFqcEjMIIcYf1Wwi6VJCY9PQUkMxIhPoWlLNpGSChNxSqEBESLWOoGMSyChtCyjMgInxTGDyK4KAkuSWpEieR4XqaLkhSuuq96jZXTHMvB7/dlYNiXFN8xARRJZcSCKQ5IYEKxWkfbwuamraoa5dHSoreH0UFaKgqAgldDyCTjEjV15JhZkiRMBx0Zk2iG5VcjPOZRNIPoIpj9daLl1Rdi73zyuDq6AcFR174tEXh2Hy/JVYzng2b+UGzF2zCfPf34X56w9i+e7PsHj3l5i7g9f6jk+x/atfLehQGtl+VPLXfDSw1KrzEBxNZaAjZ9Qojfe6Ezoffst49p2lE98TPEZa/xN/s0DSCKAFm+l6JDqfuwFo/ubbNYdOafTSHejz6DCUVndDlo+0zqFFzCehfYWMYnWo6fY448zr6PHkGBO92tP5dCaIOj0y/C8AyqsbYIrIKjhrOIakelBuuwEESh/Ti1lxyHRYvANAaspXz+nAwNSmUj8g3RdetZis8m6ETlfktO1lIORi9MqtlfvpYwbDVve0ANSBAGrX93lCiuDjOdV6ponMAgNbFb0CUg1IF7rOH+ksZ+Sq5Lo1cbwK0YHR8wZAckmUBR/VbP4NgPh8cqHVh8f0mPbLAIiyaj1W3cdM51qsSfd7UoyDhZ0Q6yxDlKOEMbAazjLVqzQUhO8tvxJR6nDIi1mOJyTFjuAkO50OIZSYhuDYRIInyoDn3qA2uIeguY9LIwJH0JHua9aqAUL/To0ACjGgMSJo1LxuwSgC97UMI+DorlT/CY0lUBIRxotfCiUQomwOJBBAAelGB9GMRuHx6YxiAkwiIWVHtGDgr9+oPqNl64hYPp9gCtbB0YprCaaO1IbrbbgMpruTVOQOibUUzHVtU6Fbheoo/l103khTtLbT8WgGRsYzAlvPhXN7uArc/Btq8LUlRrc0Aik9C8mqC2VlMxnkoIDOs7i4FIUFhSgtK0NlVTVKyyuRX1QKLx2p7jCjeYqcdKVaNoiPswQhAkguSN1evASRx1tAd5WPdHc+4x7Ff9t0L+FFGNV17Y8nXhyJ6YtWYx6d0YwV72H66nWY/d42pp5jdEensJMAOkAns4+w0e2TAwCyIGPFq78AyLig2/V/DaCFm78keAgYP4AaJCj9GwDJ+UiapPvJcYtQ3rE/snJK4KFdVHO8sm52fgWquwwmfIai51PjjPsRfLSUOj8yAnUEUmFnRrD6h/x1nD7w1Wp+Hj982jNyES666BWjtB5oGWsEkAUhyZorumkNSEVqXfAdDTTUGmaK0ISOJiPz0P2oN7SGZGhisuIOA00NqLbvc6YOpB7R1b2fsd6DARDP0QRApuWLYNO931XniafjUdFZxWndu0tDQKwOiZbr0VANwcdOqAhIdwJIIEn2ux4ByOpAqG1cZ+wKgMdyQCow87yMoroFj8aVpfC9xHnbEYJljIy1SMmphbOY7o2OL7OMQOSPQ1xWPqL5a6ym9jaMViHJqQhNSkEbXnRB4bGEAUHQUqBphfuat8K9go/Uwi+uCzr/iZoCqDnh04yRLQAgAxw6ovsZxR5oFUVZrkj1nhA6kWDFIzqZSHUP4DJa8YaRJinDSxeUTbgoiqmjYwZhZQFDLkQQitSUHGqSpyOKiFdMizWP1dolgEQKJgSVwNI6Mh4tCSj1WRKkDKD8QBKcQjXi3hSrrZY0FbX1WFO9ahiGzZltgCRQyamFE5hyZlH+ljVJsFR8lINLYXxzZ+WgpIjgqahCGZ1PQSFBkptHuOQYyGQwqjk8OYSKJW2TVEeS1KSvuYv0XAajXXqmf9AsHVYGAZQuAPEc6gipoSFOGgNNl1xR1wWd+w3Gc8PHYeqSVXRFH2Du21uw89NvoNkMBR85oGOSARCdzV/AE9D/K4BuGvicvH43AG3xyzzWc3eXYtu8DZ/htbkbUd71YWTmtUUmv9yFVbWmqbGorBaltd3RadALhM9YdH9iLNoPeg1dHx+Fbn7JBbUfPBR5HR9BtgrLBEdenRW5NCBV6yo4O8vUsiXXYzW/q2+QitMeNc1TWgYApNYqSfur/mMv6GwAofqPR4Vo1YMIEoHHTQhpWVDfjwBiHCOEijsMQnm3xwyAKro/QRg9hXqCyMdzWtOCqBOjBrxaU7yq0BznaosYJ2ONrx52QsHcIVXQMZ0TqQK5ni5WfYggEXx0Cx0DJIFITeSU4GOWheo0aIHHxv2M5ITuBJD6GxUJQIQTXy/GXUNHU4aY7LZ0Qp0JTL1OPTKozOI6OItqGA0LEWH3ICSJ8OHFF5xgM26nWWgE7qG7+Xuz1riHrua+5i3xQPMgQqSlBR9J2+/Q3aDTVA3wIXiM+wkKwT0tQvD35sFmKQg90DqKsSuGijZL1XTC6GrCkzMRoXt+ETKt1ZihWozqMDZJ8FEMyyJwMi1gxSSbmGYgIcdkWrQIGQKhdUS8iVrqla1tMXROgTgVbArYiSZqKaJpPVhA47J1BAGkiMbzmdY1RTNKANLQCxfjlIZcyAWpJS7M7OuHlUCUYEdUgvV6cXzfimXJjGVORzby6V4KC4rh89HReLzI8mQjU/fNc/sIn0YAaRlQBpWuGz24NQ4t2wzoTsv0mAnV7IRhehahk0X4uHINgBzqiS0AeUvooPzKKUNWvm700Bv9n34VYxeuIYCuNU6tQfB8eBmm1evfAsg4Iy2bbDOF5jv0XcD1BOBzFwAt2vKlUQOI7gqgRlApoqmJ/tERS+Au5C+vo5QZtwgpWQW0gIXILmyPDv2eQc8nRxr30/Fhup7HR6MbQdTt8THUaHR9dBRq1cmPkLFqPZby2z9sCs6ZZXIxcjQD4FXx2S8fn5MsAFkgMiIkFM/M5GV0JgKEajaq/bjVUqalACSIaDQ8L9A8Rq8ijYYXgGr7oLjjIFQwMlb2eNK4n44DX0bHAS/BJ6Cp/uOfkVF1qASPdf8vW04HU1y2CzJyJASQwGfFMqtDotlOiKRynzRCJ41Q0e13UuVeTP8cPqaL0XZtS+E+pqBstlvxSg4nVT2w1drG96Hb86g7QJSzwtyyJ8HXDja9llxfhXUjxrQiQVBOqByxjhxE8iII5wWhKKKxV/f7nc69hM09zVrgngcs3cf1BhkItcS9zYKM7rn/LnqgEVT30DUZlyT3Q+DcT93XnDGumV+Ez73cdm9QKO5twegVFE0QMe7RBbWMTEYI35/uHxbM9xpM0ISluenWPIix+xhjcumAfHQ/bgOgsHgHQqU4HhNL8BAokQKPohjdneaMjuGyjepDhIIAFMbPLjdkRJAojrWmQ9IxAkVMEl0XARipWz8r2hFQBi6aGI37y0GF0W1pPJiHUcpNkCSpd7jim+Ykita+qiv5geV/XTki1YjUuVHjzxx0TpoN1JXlRmamG06CRDfk1AyN6S4vnUw2nASNg2BxuCiNMeM2O/fXTI6aKiTNabWymab+TIInMx8ZmQXIcBJYhJDqsQ5vKZw5lUwndfAWd0Qlv+NPD5+JGSu3YsW2k9h08jIOa4ApgWOmUGUU+/CKH0BNezff0ev5BLf9RQTQSULnRFMZ52Pp5PUbDfroBzXD++GyaMtXRk2BE9jWKG373GihqROdxrS3j+DFiavQdfAweEt70mKWMfMWo4wOpsdjw9HnuQno9Ijczhh0f3o8uj85jm5oHLrxcacHh6GSDqOww0N0If7mdx6nli41vStCmWZ39YZW3592hE8Tyf14GceyA1Ico8tRPFK9RutyK6oByb24eWG61Aqm2ERnkl+rojNdDwFUqHmBtM5/nPKuj6Kk8yNo3/9FMzOipmfN1jnkeuQ2curN6Ha1YgXgolYtLdUqZoZoaCl3wvV0/9CNNAJGUUmQSSPAAi1UAek5LQ2ECB09r/XAc+pXpPvaa2xbGuGmeYViXNXcr6O52aJeT44onZ/VQbg6y7ogyVuFyPRcOokshPMXP4QXhVqcFK3uub85/n5fM9xL4DSIwDFqus0v7d8oCzz3EjwNInSM/FHNetymQffR8QhGpojdJpwAUgSLxr2t4/AAXY9uZtg8JgXN6WbULyksPRu6M2oSo31ERq75zJn8N3QU8fPmVSPVVcBY4yGMXAjjscG6VQ/jWAiXikFq5VIUUktWGzqaMLkixSLViGxyQqrlaD8168ebZcC9yCWpdSuEMBG8VOOJoctRnNI+IYxp6vBoZ/zJ9Km1N9tAR3UoU+ymE5JzatoVwNSH+H7kvGJ4fs2P7nS4zE0ZnE66IsLH3BXYnY0MykHQ6C4xGYRNhuYiMqPu1aQv9yO3k2egk2Za2PR8LkXH4yZ0ssvgyquhOahDTkU3dH/oFQyfsRLLNhzCpg/PY//XKjr/wbglx2MNMLWa2QmXgKtp6mzuIgFHsx3eJgLno+9ucdlEfrcjffSDwGPp1I8EUAAui+/Q7eAJ6Ess3hqQXBNFN7RIMFp/ClPe2IVXJq1GryfHosvDw9H7mfF0PWPR8TG6nqcmoscz1FPj0e2xMXx+JOr6vYJ2vMiLGMEK6tX0PsjvYDTDoeYAsuo9Oe0IGsqnpeo//sce3Z6nlq6HclX35pfTGmzadFS8eexfCkyKRBpKkVXS1bR4yfkIQNaUHFYNqLB+ENoSOp0GaxjGCyhnFFPdJ1mdCeUyzNQeFmwsyekQOgZAFmzUVK/n/h2ABJl03W2V4JZUy7GrwyDdjTX3kOV2dI93AUZ1pSRfLSX4adrW9mZ/3fFVUHKoQ6RiX147JLrLEe8sRJSN7oEXZEt/beceOhlB5+/3W/qf+x5oWBdY7g4bC1SN65L2sQBk4hhhY6BjwNMKf3+AgOL2e+V2KIFHfX6CQui6WoWheUgc7guOR8uoNDwQnYoguo5Qhw8tVPPhhZVA6MR5ChDFCyzCoZkW89DzpRl4delePD71PQwYvgQ9X5yBsj4vmP5NMVnliEwrQLyjyIw1jGBcUz8e07mQMUgtYWGqKRFGVudENetbcUxuUEBRa1asjdGMTkjPKVbJ0QhAJkqZ81mRTvFMg2sV0QxsYlNMITwoPAFB3NY6iuCKUlcAwsovvb7cp/rGCYoal2bPIHiM+3EZ4DiytLTWs+h+PN5cxjLLAQk0in0pcj6ZdDyKWkwc6QSxnakj3VsOd3E9yvkj+vjQmRg1913MXLMLq3d8il2fXsfh8wTOhT9wkG7nUEPcUiuXWrsIlQCA7qjrBHQiIILGqMl6I3AEIImQYdSS/jWAbuBvS7aewd10J4QWa9vWr7Bk25e3izBaQhgt3koQbf0EM98/godHLEDv5yaj+5Pj6XxGo8fTk+h+JqKnH0Bdua227yvoOGgo6hhvCjs8bOBjOZ7+XLfGgFlDMbSk46mjA6IMfAghrcvxyPlkEi5q9XEROmbKVkqtVsb5+Os+6sEs+OgiVQ3Iy+15BJgGoBa172e5IALIuKL2A00TvPoBqRakrgGawlUAkLsxLV/+InRAFoj88KEU/xQD5UoC2+yUgYxxPIxHXJoWK0U6So8FIgHHzvepYRPpfB07zx+XrTuwVhjwBByegRz3VT0qS7elzm2L2IwCxiwPf+HdvFDS0SokhnAIxn/f25ywoQSd+x+g7m8AT1M1BU6D9NwdAGrqfgQgU6g2zkdOR3WklgY66mSoaTc0al0dDFuGxqN5mA2x6UV0ZpqZ0Y37+D6DGRkiPUWIztbg1nLEED66Q6o6TOreYXGeEvQZugjjN53DuI1fY9T6s+b+6kPf/QwvLD6AwePeQvdnp6H9g0P5d+mEyIx8RKTx2JRMRCbZ6UZUQHYSKi7CJaOhWKyIpI6NWpr4pWZ007vZUjhdjiJYOONdsKBCJxUUGofmwTFoFhJr9ECwX4Rqs7AENONnbKG+SXJ1kXJFNgQTsiExjH+MiiqaS4JZij2LcYkux5HFSOZCFl2Qi3IzhrkJnWy1dvkKGcXyCRo5HrocKs1J55Ol7i41yKvojs506q9PfQOL1h7CuqMXTM9m3SbZulf7LUasWzhCmdatS2rlIngInw+N4xF4Aro7gASbgMv5iKCRGkCkbd/BL4GHoDHSOo/7dw5IYLkrgO7Qkm1nrefuAJDc0EIuF2pCbbqgV6a/h34vTEfvZ6cY+PR8agJ6EUCCT8+nJ5hidD3BUz/wdXR9eAQ046DVubCfAU9+ndULOk81oXb+pfoAUTmUZk00qh1E19OXv/605GWMWar/aGAqwaMWKwFI8Mnkxaq+Pw5ezIpQpk8Q5SOc8mpUeBaArEnJ1BHRW9WTEewRdH5oCB3QEFT3eJr7M9bxYncKLASK+gBp5kVN+yoFitEB0EhWDcoCkG4ZLcnNGMjI9VAWcORuBB26IG5zEET6PCoim1vu5LW3BqqqLxEdlkMRkjIxTFBl/ErNrUViVgmiU7y8qBzmQtHMgPc1a4P/uYfQ+XszAqgZ/uueB7ik7rvfSO6nqQNqeEzY/A/3k/77Xu7HpYFTgzvS0g8eLgWj/1EkkxMKamN6RwtIzel0WofFmOlS1ZlQF3l0qg8JWTVIy9PQkQ4ISstFCH/FQ6lWdi9CM3IQqrFpXOoOqTH8dY+lorMK0ePV+eZuorqh32hCaPSG8wTR1xi5/hxGvP85hqz5EKPeP4WXluxGHzqkjvzelfR+ztQHU3NqYfdWw+YqRQLPH5vqRjzjmwraApF668sdKaJJgQ6J+lu2ikiiktEyjA4nlA6HoGlu4BNvYGOW1AN8rhn3EYSaEz7NdVxkCiEkd2Qzy+BodSlQJ0pCiI5II+0FoZQ0B3K8BaipqEVddQfUlNehsKAKOfm60WdXlLXthpziOvjkcPiD2W3Qi3j81WmYuGg9Vm07he0fX8PB84SOGc+lqVNvNszdfPjyTZj7dHGpli25niOKXlfuBiDqjlqPVe+hu7kGo4++DUgw8ouxy1IAPn/i4+s3jT6SfrAk6DTqVhMACTBNtfUslt2hpdSd+y3edobOR830pzFSnRFfno0BtMY9Hh+Hnk+MQ7/npqDfs5PRlw6ol4rRg4fS+byGro+M4AU+FBVdn0Q+gVJU/xD1MArbP4TCOi7rHkJBgwbTmTzI/RjT2g5CTs1AeCrVL0f1ncCMiXRGBE/AASlymfFZlArPgY6Ilnoil/DRbX/y2vYkfPrw9QgfZuV8xjLdFaPLw68ZABWa16Y7K2PEE3AIEQFIg2LvBFCg8G11UNR2wcjqKW0GslKaV9rO4wWeNO4j6AhmFtDUubEnodLZFJXjsnnR6PX4/jP4eipAO8r4uITnLKxHvKDDCzXarjmW7GYCdlPsvV8xqwXBQfhQBjoEiYGJHzJNFXA6/30P96EMcPzbAm4noIDrCQBIMk3tamJvE8aLM5yOJwLNgtTqxfUwwieWzsJRbCKsFT97MTb1g40RNNxVjpb2HLSkW2lNBdG9haXnETwliHUzhrmLEa2e244CdHtlDt3POXNf9TGbLxBGFzFm4wVz//XhH5zBK2+ewpj1X2H02i/wwvLDGPneJxjx7sd4bfUxPL9wF56dtRlPTnoHPZ+fimJ+7+SUErMr6ZRy0YbgDmcMVLN/KOHThpGpNWObiuJGUSloSQgFESyKWS3k5Aic5gROi/Ako2bc3ozxSwqK5jGMZiGmOJ5OF6RWOsHHehxMhdAVxSTyb0PQ2TOyUVbaFh3re6FTp4Ho0vNxPPrSZExashHv7PoU7+4+jVlrNMf0frx78Cy2fvwd9p75Bw5dsKbKOHyRUOHyCB3OEcJHS8vt3LJatKjjalZX1BJ4GL+OE0QnCKCThE6j+LhJbadpxGp0OQE1hc0Nv27iE4LG0i2jUxJhc7v4/G0O6A6w/McA4rGLGL+mvnkIj4xYggEvzUTvZyah1xPjDXQGPDe1AUDdHxsFTfDe7dGRBkDt+r2EKjqMIkYw1YEUxQoNiCwVtCd01CTvV66K0WoOJ0QCsySqz1CgVmT6/9DZqL+O4KOYorhl+gTxGDMcw0gA6m36/uS362UAlFvT3QBIHRFrej1pHJAK5NZ7e9gc5xRY5IT+AwCpud5Ah9sMkPg4nbJrmwGQ5X6cPI9Aqv01XYdmUdSUGaZ/j84nt8Pn1QEyrYAXcD7dkKcMMem5iEpxI4w2vjnBcw/BY2LWPYJGC6P/CEB6zg+e/7rnPiNtC8StgNsJSBAKnD8AJfXvaRUcidYaMErHo4nENCq+dVQaHU8RUvh5HMX8DIRORll/ArgPMsr7m06Wre2FaM3PEuzIM3MUhXA9OquYkauUECJ8MgsRw6gR6ylH91fn0f2cNXcVHWsAdIkAukgAXTAAetUPoFFrP8fzyw5h2LufYOQHn5nHQ9+hO195jI8/wSjq9bdP4DlC6ZGJ76ETo1th92eQxe9OgpdR11mK8JQ8QsiJVuFyL8l0L5q32oZWjHKtYuwETApacFsLOpuWVKtwG9f5mI6pOWOa4NNaNackOiyqDeETTPhEKQLy3y0qOYtuyA47IZtf2gGlVd3RoedjeHrYdExbuQVv7/8C20//iH1f/4G95/5gpLJ04Ot/4sB5Li/8SbejmQoFnEbYNIpux6/jdEHSh2peNy1cil9/muVtBWe/bisuN9R2Ag6nqe4GoBuEzu06ZeJWQI0OyAAoELnuBMv/BiArmqk29CXmrD2BZ8avwqBXZhvH0+vJcQY8A/hLo2V/xrHujGOd6Xh6EELdCaC6fi8bGNX2fQGFvMANgLhUi1h+/SC/CB7/UoDRyHZFK9WFVJdRR0UBSM7HuB5TFwmMirdu1WOm5qAUx6wR8lpq9Lt6PfcngOiCahXNOpsWsbJOg40DUu2npvczqOnzLIo7P2KOFQR0fhPBCAaBRdHK1HcIjKbuR89L2ia4BI7RrYJUM1IdR3UrDWa1MWZpYKo1Z7VuJWQ5HruBF89b1BHJ3irEOnIR58jhlziTF0SiKeYq9vxPADaMWAJQA3i4bqkRQHeVAMSlwBNwPvc8QPhITQAk2MjxBDoVSnqspRkLpmk3QuN4gToQaS8y/aLSC/V3Uk/0fgRpf0K3L51fbwMg9fAOzypHm4w8BKVmowXdT6tUxjC77qZaiCiCJ8pdhJjsUsT6KtH15TnmHllj6IIEIN0xdDQ1qgmARq37ksD5As8uPYjhBNDw9z7FyPc/w+vvfoqX1pzEUK4PI5SGrz2NYXxuxHt8zOdeeOMQnl2yH4/O3oLBUz/AgDGrUPf4BHjaP2aGuEQ7qxCcmIPWMfrbq+e1Fa3amEiVbrmmOLpQrrcibFoKOAkZiCRsIhn31Dqnfk2x6T7E0bXGCbSpuSip64/pS9ZjzJz3MPOdfdj+xc/Ye/4GwXMT+ynrxoCBScJuET6MVnQ9h+R6CBqpKYCOXYJfAo+lE1cYoUyfHj72t2CZoRVNHptWrWuq6/yr2o7Wbxid+p4AMfqzQQ0AEnQIGi0//oHbqUb4cNtPjGUS4fNpI4BUXG4CH7+Wbzt3m5ZRS7dbChSnF2w8jaHzNmDQkDmMXzPQ+6nxBM4kDHphupEA1OepCYTPcPR8fLQBkCJYh4FD/C7oRRR3ehTFBJBUpCb59pqc3ro7hpY56utT0ZsOaKC/NjTIuCMNzzA9ogkHc9PCsu5mPVCE1tIMzWBM89AFaann1SFRxebiDgQZAeSp6AxfVTfGrX5mUvrKbo+hoscT6PLI69A9wUr4/jwVfawxYISL3I9xQASLZKKW3ArhE4CNXI1kbbPqNpKj2LojRwaXidltkeyjO+AxGvem/QUfgUq1o5TcOtiyqxDv5EVIdxCR7OCvbXwTt2M5mAbw3CPoNAXPfwggykCnwfX44UP9nesBxyMIKW4JOGYQaptwsx7UOszMeqiIEpWWj7Rc9fzmZyVsLPBYclDpZX3+4oBapGSjeYoHzZPdCKKC0wjZTLqe7DLE5pQj2kfHRwB1fnGWiWByQOO2XLIcEGPY6E0XMHLtGQx5+xOMVgRb1wigEe+fxpA1J+h4PsHLaz4idD434LEkCH2G1979DM+uPIFX3vkMr3D9FW57lVB6/e2P6Zo+xJOzt+OJqevR+9WFqOjzKv+N+iDeVU3IFjK+5SEk2YPWjHCt4zIIIS5jtcxAcDwjHQEUQQCFEj5RaR4kZOYhgf+e8ZllSMurN6MENh67iC2ffIcdX/5K8NygyyFozlFcHiR4pEOEj5EKygSMJX99h7AJACgQt+R2TsjNNFFTlxOQVVy2FKjnqCUroNsA5C8qN3U7ATXGLksWgLS0YNMAHr8+oU7/dAt/M67mbg7oXwLoawtCfH7xli8xctEOPDx0Pga9Ogt9npmI/s9NxqAXpxE+UzGQ6sc41vWRkehB+PR6YoxxQQKQXFB3DcWgEyrp9BjlB5Dil+pAXOYwbnkJjdyaAQZKqg+ZepC/OC3AKG5JavEK1H+0lIw70no1t6tWFBABpPpPsW6CWK0Oil3ofjQWjA6o82C+h0FmIrJujw5Duz4voNQASP2AeiGLMiPsGckMMBqiGEFDcChSaannXOUqgnOd29SvSREu1bidOl6g6kPUEVmKhNWMlX4AqdidRvAkuMv5S1nIX8lshND2N28TbTrx/de9LRiTBJvG6CTA/NffmzXIAOc2BfZTzPKvC1z3yi1ZdR6Bpil4AlLHw/uatTZOx+rZ3NrvgFTj0Yj2aITGpJtWrSSvHI+g2wepRYqZmrN7AKPXAAJoIJwVg2Av64tUOqD0iv5IyO+MZsk+tCBcg+w+tErPQUt+3jBHASNXGeJzKhCfV2EgFMXH7emkx28+R13AeAOgiwZAYzYTQuutFrFxqg8RQs8vP2Kcz9B3PqG7OYrX3zqFl1adwGvvnMarhNAr1Kvvfk74fMltjGwrTmLIW5+a5wWkIZSWr3G/F3jckHc+xvD3Ca13PsKLyw8QShvRb9RyU5dq+8hoRrjnGOH6It5bgzBCODTZS8fjQTQ/V1QaP1OyCxFcT3AX89++C/I7PImez0/HsIWbsffsPwmeP+ly/iR0KDkg3QiQjw/5ZdV5LJlaD3WUsUqFZStuWcMn/h2ApJN36ps/CR/GKALoFIFjJJdD4NwmOp5AUfkTvwx8DGjuANCPt4w+9cs8JmwswehTAyDjgL4mgBqdTVMt3/H1bVpmdN6sL6VrWrDuY7ww8U088vo89Gfc6sv4NejlmRj0Et3Pi4peE029R86nD51Rd4Ko84Ovo+ejo9DrMbohLtsJQF0eRymlqFPUke5H47+q1Zenl1kv6fwwXZLimTVZWcM9wxhhBBw5ISkwUZlpvm/6WHUiwkwSjHRuAaiofX8zB1BgPa+twNQHZV0eJjSHottjw+mAnudjAshfR5KDMtN88LERYSQICTpNt2kUvru8N7JK1EROR5OngqfVf0dzUguYpm+Saks8Rs36abntkJRZjoSMAsTwl1N1Bw1X+G9Gn/8ysLCi1V8jVlPdDhwDnb9LgpQl7afjAzWcgKz+PVYEM/2B/L2g1XHwfoLnAS5b0O0EabbD4HgERzsISf6S56qrQS9Gxt5GAk8qQaRlRmk/I0dZf0JogHE/KSpC0w0lMbYGO0sQwouydVYB2mQWICQzH1GMXHG+cgKoHLHeEsJHd1GtQIcXCKAtZwmgi0bjNp8ngCiuj1UMe+8LRrSvMXb9GULiCOPVp3iZDua1tz7G0LdP4+XVpwgSQof7CSxDCJvXuRzKxy+sPIlX3yaACJ3X5YooPaf1l+igXnvvY65/wuet5TDCaMia43jtzRN0WYp5dEyrjuDp2RvQ7eVZqBowBN66QXBV9eTfoh669bavw8Po9dIUPDtjLV4jxLT/pHWnsNvAR/EK0P3WA83nhwmio34d4zbp6EWuqwmdCtR2murEFfh1F/gwZn2kWNVEJ7/5g0sC6NsAdLRkbPLrYzkevwLg+fQHgsUUmK249VcJQpbDuVOf/Qx89ot00+hvi7d9jcXG2fzfAOgclmz5AqMXbcejwxbhwVdmmdrPYLogrQtAA/llUYfEnnQ9/Z6ZYCAk96OltskNKY7V9XsJFd2eRHnXx+mC5HwGmTtV5Lbrx/WBKGUkKu/2KJ2JBac8ZmZvDV0MIZLbToNW6Y64X2AWRW3TLZ21Xcqt7Ue31J/nJIja0hXxWN35Qv1/fFW6EWFfs65hGF7CSOttez9NAA2ja2NE7POcAZDPOCn1LbIinYl1clNyVwSI4BSIe8ZtcV2A1CBYTcOqPkgCjmpQgk824ZpZatV30tRx0MWLLj0PUUkutApPInhC8V/3t6RTEWzkeBoB9FfoNNVfAWSpcZ9ApAqoEUCNHRDvk/NpTtfTopVpVteQigfoeFpqMvjodL7XIjgLOtHxKH4qAmumAgFHS00Up+4FAivh00T2kl5INa1gfWEr6ooIdwUisksQ6spH6wzdGFHzFCl+lSLCZd02KD63nMfUof1zk+h6zmACoWNc0CbFMatFTM3yQ+loxqw7h9EffI5nF+02cHhp1XECRm7mNF5a/RGdjYBzhrD6CsO4PvyDLzCCenE1HdA7hAj3HSbnpHimehH1impHhM7rhI+WI9Z+htEb5JwY6Qie8VvOYdK285i68xJGrvuM0DuE4W/Sda3YjyFLd+DJGe/h+fmbMeSNPRj3wUmMWXsKIz84RWiexrTNn2GPYpdqOyZuyeUoZvldjoGOFa+sGs9N426kRvBo3VKg3nPiilq4/Ar046HuBJDgc6oBPhaAPvIXlqXbotZf3M6d4Ano/wJAS7afJ2yagGYnAfMvtGwnAUQt33kWCzbS/Ux5Cw8xfvV/YZoBz0NDZmMwlw++MhO9n1Iz/BgMeH4y+jw93jih3gSStkuCkwCk+XaqezyF8i6PmFapog4DUdb1IcLoQZR0fpDweQiVPQigToQP3UlBXT+UdBzEuPYgo9JA7j/IHKNBpHqsO5ua7VpvTzjxcT6VR6Dl1qq53rrzhbeyu4lcJR0GmNpPdnkXeMo6o4Lup7b3MyZ+9Xh8JGp6PWPu2qoWOEkgy6Xy6Kq0zNcUsYIagZPHx+pflFnSxcw5pNHwugGipon18bV1LzPVnzwV3eEsbI9kdxkdTwHiaNGDo1PMwEz1p/lv02GQkiNRRJIIjv8XAJkakXE1jbAJrAfO19i6JRC1xH0PqHldg0kJnhaMW601ubzm5nEi3VsND6NkdoU+C6FCoKi+k8VI5arQgF3dHKAvocQ4SgBlETSWuF2tYASUXFIGt6lDZmRWOcKzCtHK7kGzJAdC071mrupWNt32Jwe2Amvuomh3CSoeGo4JGwkgwmb8RjqhjV9iHDWGUBq57jRGvnMC0zZ8hknvn8CTM9fjZbqMoYxOgsoQwuPlN+mG6IqGfvAlhn3wFcGjgvWXGLn2C7xKyKgYPVx6/7QpXstBBWpIowSd9V+aWyJP0+2Vd182MBJwpvLxlJ0XMX3vNxjBxy+tOcbXPIWh7wsyhOJ6vjeuDyGUtD5mw6cYtf5TnutLzNj8OfadvYHDdD6H1aTO6GXuvaV+OmbpBw9jlaR41ehyAmoCmwbHczfYEDDf3vILfgXAQ2h8f4tOh+uETUCBpvTbI9ZfdVfYGND8K/kBtJTkXkoX9J8DiM5o5xkz9OLZiaswkLARcB5+ba7R4FdnE0hTjcMRfPrzV0vF5t5PjkN/OqG+jGJ9ud77CQKIUKpnxKkkfEoIjKquD6Om52Oo7vWoAU8FVdaFIOpIR0NXVKpxWoRSRZfBKCeQ9FgqI6zKOw9GGddLBDDCSXdbVY1HLV0FjFe657vm/vHVaExYVzMQVc9rfwHITfgoglV3fwy1fRoBVN3zKeOA8jVQlpFO4Cmgo9LUrWYpF0ag+Sp1Y8OesBM8ilI+QidXrqq6J3zV6jbQkxdsd2TkW+BJdPCXPdWN4Ai6nWbBjFhWzPqvexmX1FHQDyAB4u/qTCj9pwC6S3G5KXAC+wacj2o7qvHcc786FhI8zdpQqvMwbgXHIjrJA0dOW3jLuhPcco6qzRHalPovuQyM6EyrFHUVnwfQ3TGqcru3Sg0IjLqVA4yyCKgMAiizvD9dUjeEO0vRknGzeWIGgggg3Y+sZUI62hBAwSkexNIF6a4dLRNdKB34Gsav/wITN5zFxI1fYSydxIh3D2Poml14aeF7mPXednx07hscOPklVq7fgyVr92HplhNYsOkjTP/gOMasOYTR75wkDOhiPjhtmufHUHJMrxIyptWMoBr1wacYvU5u6guMo9MZ+tZHmLLtAqZtv4RZu69iBjV952UTvUZxv2l0PlO3X8DMvVcJM0U9uh/CcMQHH9OxKRaqKwDj25vHMHYdHROdz5gNpzFx61eYTgDtPmcB6KikGwAa+PxhxS1/9PrwEuFDHf9fAdSoj765dbuuBeDzrwH0iWo9TWJXIG7dTU1h9P8MoOUE0DICyIpX/x5Ay437OYc3CKD5607i8VFLMXjIHDw2dB4efX0OHn1tNuPXNPR6aiwj2GQTw7rzIu7zzFgMeG4iBjwzHv34XN8nGcE0O+Lg14zzUc9j9b2p7fMUano/gaqej6KU4CkgPASMkk4aIMooRkBVcFnR7WHrsUBEVWg7t5klI1tFF0rRjZAybknFZp4nq6STWcppaRhGIcFUQueUTUcieAhEVd0fNRHMAtAIAyC9xyLGukIzdkyuidFQjkvuivDJLOqA9Jwac3dVgTKnphfjn/oYCUDd+DwjmLccKa4S2DLyERZjx/1BEVZR2d9qpcKyeitbfXa0bASO1bplQaOpVNv5P3+/l+tNHY+cEh3P/U1cjuD1d27/O90Ql/dw2z18Tk7HOB4C6N4WgUGjIbiP703NzEmZxXAVdUIuXVsOnZ3l8gjhtoLuAH52wqVcz8kFaptgrg6j/JuW9yao6BJrBvHvwh8QgimHSy9BlVmm+DoQmkakVWoOWgswCU4EJWSY0e+6O0cooRSc7EZYmpePqfQclA16GWPfP4xhq3fg+blvYfC42Xh43HQMGj0BD44Yjflvv4tf/vE7bt64iT/+vIFff/8nfvr1d1z/+Tdcvf4zTp+7jB1HT+O93R/jjc0fYe76k5j8wQlM/OAjDF2tjot0LHQ6kzafJWzoaLZfxvQdBM07pzBn7xXM2HWJ8LmC2Qe+Z+xi5KNDUj+jSdvOYc7+y1j1yU8EjmB2nHFNrukTxsTP6YIItLWqQx0jQOl8CJ/xGz4ngM5iMmG05+w/G2GjQrJilsQIdpzbpJMEjSU6GUrLBhnY3ClGKOqUissNYqT61i/Vd6hPGsBDqBjdxKd0Pp8yXllSzYeAoT4jdJrqNJ8/zcglff7TzUb9fMvSLwHxeb++aKpfb+Fvy3ZcsOo6Bi7/G4DOEz5fYwUj2Nz3j+PxkUvx2LCFeGLYPDxGAD38qhW9BJ7BL09hBBuF3k/TCb1A+Dw/Ef2fVedExrAn1Rw/ghf6s+Zi1wRgApBU1VMF6cH8de1Ox6HpMeho+FixTBJ4GgDUsLRU0ZUwEpD8YJIrUnFZcUvFZq0LMsYVCUK1VjE6hy5FcCkyALIcUI/Hh0NTiSiCVXR9zHJUjHTaRwAS1DKLOyI9v47uqRPya3rwub6mpiSnlUs3lVXaAcmeUiTxVzxe9Y2YNNzbLIxwaW0cz38TAreB5t/obgAKxK1Ap0LL7TTGLO0TOP6ee7mdupcx6wHGK6k549W9XBrwaG6eoFC0DE9EbJoPPjlC3bq6RjGTAK9ifKUEnYJ2jLjt9fcYTLhoDJ0gz9hc/zC3PcS/w2B4K/g3oBPKb0sgtR2EAvVk59JHR5TFGJZNAGmAbbSn3ACoRTwBFJ+BcN2rLM2FiIxssx7jZkT1lSK9vA4Vg55Cv5FT0X84v0tD+b0aOgoDh43EwJGjCKCRmPfmW/iVALp16ybu/O/WzVsE0y38weXPf/yJ73/7By7++CtOXvwBW0+cwaodx/HGjo+wYvcXWLD1U8zd+gXmEDhz9n5rotjMPVcwnY9n7rlqaj3jCSm5qIlbzmLe/itYcfI63v78F0zicUPeOoGhBNCY9Z8QMl9y388wluvD3zlO50Zg0RFN2PAFJm/9GpO5vvvcP+h4Gluy5HKM06FO+vUR4WPJApDRVboaIzqYb+6U4CPY0Mk0SMC5XZ/S5Zy+TsA0USN8KLqbgP7qcnisX5/9TED9S/1Jt2PpNhj9eoMRjABaagD0n6kBQPzleHb8SjwxYpEB0CNDZplis+Dz0CvT0YegkfMZ9NJkahK3T0S/58abbWpdqh/4iulnEwCQpFsim6ik6VHb80Kn8ynqOMAAqYxwsWSBqJRRzGyn5Jb0WHGtgirvPIigEQTodmp7GVgEVMjzWlLdRpGiK4o79Odz/Q1cKujG9J56PjEcvQyA+P66PU439RCK+by3vCsvoE5wl3cx4LKgpjtr9OSFqV/9boRSLVKyy5DkzENEogPNQ2LwP7zQ/w8B8H8IBUlxS7WepkBpCpyAmj5/pyynY0UstVpZLVi3HysQCUj3GrdjSbWdQH0n4Hg0LEC3y/aWq08U4a/iPcFTQLgUMX7mVMs16rPqMWMxgWMAREAJRnpc0uFhIwFI8ycVtlMM5n5mXwtMeYSQiw7IRzCpy0LrtFw0S3SiRWImQeRGy2QnwnR30eJK+Oq7oHrgQ+j45LPo8eIr6PnSK+j/2lCCZxgBNBT9Xn8d/YcNx4DhIw2A5r75pnFAdwMQbnLbzRsE0Q3cvPWHX//kvn/gxs0/8I9//hO//P47vv/5V1z87kd8dul7HD37HXZ+ehWrd39KMH2GxTt1q+Qvzf3adYvkcZu+JJQuY96Bb7D85A9487NfCaCv8Nrbp/Aao94YwmXydsZFQmnchk8bADSZMgBi+pi0/jR2nvndckAGQo3F5RPUSb8+uhJQI4BOET6W7oSP9J8C6E9CRxBq1L8C0KeEzu3i8z9bOs04FVAgXjWqEUCfETqWCKPf/qQD2nkRy3ZeaAQM/7D/Tit2ncfKXecwb+0JPD9xNZ4atQRPDp+Pgc+r/89UAyLFLwFo4AuT8OBLUwyEAg6oFyNZx0GvGgfUnSCq6fUUHc2jpsVLt0RWQbmoA50GwVMsAHE9AJsG8bGeKyFoBB8Vq/VYHQsFAx/BIndTpn24LeBYBAs5H7kUDUIVRAQjAUgj4vW8Ilg7OiDBp9eTo4xLq+r+OC/AXqZ+k0XXY47xuyjjpBTvCusYwyqR4i5GkiPHjCW6JygM/8UL/v8QBgY6cix0Kv9NUFgiJPyw+Fe6EzoB6TlrnFajVHCWK7Kes+KXajsaH3ZvsxDc80Aw5V+n7m0ZgaBwG+zZlSioJvRrrWK9Whjz26mA/yD/noP5WQUOft5a/R0ZazvwB4CguRNAxXJAfheUV6O/t/ZVre5hSzyuqP5BeAknzf+UVdnDGv+lUe9ZubAVVcLTriPaP/wYer3wEvq8/Cp6vfwKer36Knq+wu8M1/u/LvgMR1+qD9f7EUD9CaDBI0Zg7po1fgDd8lOn8b+buMH//8SNWwSQ+f9Ww//mMaF1k8cJXre4p3STYLpxQ3D6HT/TMV375R/48ttfcOirq9h4ktfM7tNYdfBrrD5yGe989C3eP/0DZm77gpHtJIa+c8LUfqbsOEcIqeXuMwx/+0NMInx0S+VJm89g2o5LmMhItuvMr6bu86FGp1PWeC21aDFKBUTIWCJwvsEduoWPr90pRqtv79B3hIXqOne4ns+ayHJAjdD5jKCRmoLn9M/wS3AJiPsZ3W1bADp0Pr8xohkJQHRAy00EuxuAtN5UtwNo7vsf4rkJq/D06CWMW9MNgB5hBJMDUqvXoBcJnhcnWwDiciAB1IeRTHWfnoRPb653f2QoXYtcj77sBIVchlq3AgBi/FIdyMAloI6Ckubs4XY+rwK1nFI+oaLai4rLKg4X13O/9jze1G2s2o3uA6/I5aNzMbMhcl3QUR1Iy2KqRvcE6/8cHdAI9KAquz/B8/Y1+xcSkLp7qnWeXqblzF3SAXZfFRIy8hDLKBEcZTPg+f8xYv1/lJYCkKnxGADd3wRAd49g2hbYHgCOgNJUpuXqAUYtFZiNCCU5II1WJ3TupbSfKTDL6bQIxT3NJd2XS/MjO5GaXc733wkFbQmEWv4NGa1y1XmzWnNk628nJ6m/zSADmgI6IgMgKgAVbRd8yjs/iorOj9GBPkbwP0rnSVgRQGUdH+Fj7at9uOz8kPmhKaXTLOr6IBxV9cjr0gNtBz2K7s++SPC8jN4vvYSeL7xIvWQBiPAxAHrpVfQfQgC9RvBQfYfIBQ1HP8JoEEE0e/Vq/Pz7b3Q5dDsBBvmXN7mtQQYygf/5nAFPQHJPFoBu3fyT+1u6Qeck/cHn/8nlr3/+ieu//wPfEEpnvvsNn1z5CScv/YCNx8/xGjmNRVtPYd7mjzB72/+ftf+OjupKt77R/vPe95y3u+1u2+0cAJOzcs4555xzzllIApEkJFBAIECABEhCEQEi55xzztk4ZxuD3fPOZ5UKY7e7z/nG/ewxx9q1a1dRkmr/9pzPCvsaFu0hiHZcxVwCqGHb9d8AaMHgJey7+e2v4JGu9KFerPO/AZBW4m7+3wYQITGkq9QfAegqt7XS7pN4dV0rAkejf6razq/1H00N6Ne6zy/PdfOHf+JPnYxfawmetQd+p/2MWi+oS4FnSIxgzetOoLC2ExmVLQo6Uv/5FT4LkUKlTpPR0I2qNyw6pxphhE8MHZAoKnMOfGKKCBBeTYMzXhAtPN2QgMiJspfoJIVkrQgLe6nFyH6CSpyOrOts6SljesSVSFd8spKcRLaEkXS7W6mu9ygYOQZDzy6AESFKvd6OUc0pSLru6WoIIO+oHAKoWNWAwjIreULGK0hKl74loWPqHgFjl1DoWHmqyDJZFswaq6PGyLz0qkyReJvx6i1V4/lVAiANhP5Cl6Lp7RIA/bEDevH5l16lk5GCsvRYKei8RchQ/3gLLxFAmjV++Bwfi9QdLN6iy2Erx6g1et58j5KF4Mdg5CRzmNgFwspdRo4n8OeR8VSa6S3W3okKKDKuSeo+8ru096MjlZsDEMJ2/F040cGIxM24EEDijARE7qGZ8AgTZcGV2/L7dyJ8PMLzVIR1C8+AW0QqPGLS4ZWYhfB8wqa4DLGMVZFFJYRPCaKKBUCEDhVJSeSKKZ+OmIoZiKUi+ThueqVSfEUlEgmgBAIojjBKqpyJJV3d+PqHH5i0BB6EjFYCFbbcUFKPtZL/hEJK8rzsE0BpXdEQsJ4DSvMeWsljAZjoGcH0E8H0w5Nn+O77n/DFVz/gxuOvcOjGR9hw4jpW7bqElbuvY8nOG1i4/ToW776NRiaJA7e/VeA5L/AhiAQ8WvhcJHRElwke0SWRAIe6TNBcoS4LbP5AV4Z07XPCgrrKGHaVsUv0ouu5pgrMIh4nxeUXYPNrvYevGdLzOs63sq3VUF2HELpJAN0keFSr9DNuPdcvz3X7x18IIMJHQeXg73RAoPOrugml5xIA9R9HLuNXStliFbtSpzU9h49sa5U8BCWZ8yKRJiZvHt3FXAQklsEvvpRfzBxeFaXXSyuZFS+wofUPljlhPAHEFQ1JnrOjA7KiozGjkxEgqB4nwkMGKcpgRO1tfESaWzjLVAiZsR5IeMjdMKJUpJJeME30klUR43hiJT4HUFhGJTykByw8SxXHLSSCOQRiipUHJps5YayeJeSmeFK8/esrMmDwLcasNwiON9X2X6V9RSM1fULpV7j8zwASsBA84nIEPISJAo+S7NNKnpNCskavyFo8b1NvaRZ+f/XtEfhgxCRM1rGCkaWnpiBPGJsTMGbqBo8yuZfwoWORniwrT/6+3MTlCZyHHJDAnL9HcUDOKlJpCvxudDTSmygxyy0kA+5KdEIEkdxiSf5ebpHp8I7Pgn9qLsJy6CyLCZjSMkRP06oUEcXFCC8sQkRRsXI/ouhSTQSLI4BE8dNnKDcUP4PwIYASqSRCKZquKSQzD57xSUgvm4GdB4/i/NXruHn3Lh58/BiffPmlgtJTRql/Mn79XiSHRkNAURrikQZFmu3/3X98P3FOfF+B4C98X+WafiaUnj7DV98/wcdf/4DrDz/DkSv3sOv8HfTsP4+T97/Bxcc/4eJHPxE8FIGjRi4r4BA21GU6HY3oYD59NiSCiZL2V/0Knqt0PaLrX9CFUNfogLS6TvCIXgTQ9a95HHXtGz5+LnlMfcvXDdVxrkuUEmlBJODhY61uMlqJbhEwopv/Qf8BQAKbB0N6AT5Uz4G7WNh9GOmVy+mAliG9fDHiC+uQxlackLTigEQCH7U8a16N6hGTnjH/pDKEMn6FpFfCnSe5M6+aTkMAcqLbsBfYED72dDwCIIGOBjwyDUNmxUcQPtGEUDxsZLAhgSStSE3B4Iki88Bk1LG6dbJzqIKQuRev+oxdMjZHDWrk66X+Y+MjxWTGAv57HuGZ8I0vhHtkDoJSyxGYVKLi2xQLN4wztMP74/Tw6jsj8NfX3sFfFFw0ENHARVPr+bXQrAHPn+l+NPoVPqI/M5L935el+/y3BWgVwcT5iMOhuxEQadzQ0OMh+Mj2y/wc0p0vrRK3/8rI9dc3huMfH0zCFFM32NEdRiblo7BiPuLSSuDH6GPL34HUekxcomBJEFl5E0CUbMtdYGWROFkETk0IpmRCsA0dkZqrp2o5dKqB6Wo8kDzvSAi5SEdAGF1OVCahk43AjHyEFxQhspjuppSaphUdpna7rGRom5GrjA6oXGIX3Y+onHGsgi6pQpwPY1hJCWIIqcC0DH5PZJKvK/RsHTDJzAqTzK0RnJiOeYtXom7ZGtS3dGjug7V2A1b2DGJN/yZs3LkHB0+dwxkC6vqDR/jkq68VGJ7SHT0VB0P9/IJr0kQ2DUyeu5//+J8A6JlqVS1JpH0/vo8Wej//8xnd0jM8IZi+ffJEfYbvnv6Mr5/8zEj3FPe/+AE3P/0OVx59jSsPv8HVRz/gGsF07RO6l0+e0gk9oSsisAgcGcdzmc5GoCIO5zeQ+ULg8zsNgee5XgDPDYJGutGvSa/WkH6NWBq4PIfPkH6NU79KCx6tbvwb3XxCAK3d/+B3AOLjIfX8XoRRzxCA6jv3I3tOGzJnLkdiUb1yO+KEngOIj2UQohoBnVeLWBkBnVuNoKQKhGfMUtuhaQRQJAEUSgApFyStLM2RqiTQkauoOCGpEymIEDyakc2/TrmwkyU7uK1GKhM8soC8TOo0IHxkDpfUHLTTMCwlivE9NIMJNQCy9SWA6IBcg1MUgCRy+cbzqswI5hmRCSM7P7Wey98YY/5MZ/PfL7+mpIrLSr8FiwZEIoHPbwH0q/j63wFIW99RtaEh6Mj7aaOY1vVoY5mKXq/JnSbeU3pZisyvD8Nr70/AGF07GNoFwdJdamPSgxUDX7qRkum1aGlZi1lVTYhKn8YoRjeoAKRZZdKCEBJXJK2ljyyDIkrm71TGZAmEZBWCVP6uKW7L3DgrRjNngsc7LhNBGQUIy6WDzBdHQ8dTUkz4EDjPxX3TChWEBEDigKJKCR5xPVRsOWNXWZkCkIApmgrPz4NXQjxsAwKhY2uH0UbGGGNghMnmljDkYz0LCxhY28M/OgmzG5Zj7qLV1BpULW7HvCUdSrXLqOVUS7tq61u70Na3EZt278fWfYcUmM5eu4Hr9+7j8Rdf4PuffsKznwkdkQISY9ZQ++//03omAZFmWxvPVJ3pX/6X93um9DNhJPB7+vMvBNPP+PHZL/jmxyf4/Jvv8dHn3+L+p9/gzsff4uZHXxNIX+Hax9/T5fxEBySR6inhQnci0eoFXf9SoxtfEhTPxZP/RSnwQOmmaofczpBedDgClxv/RlLP0erWj7/VTWmfaCTbz8XHf5J6jwZAv4Ln3wNI4HNPAahh7QHkzF2FZEaw1PJFaiBixoylCkBSlI4vmI/I7CrEydgfbkdxO5QxLDKTmT2vWhWhw9Nn8gTPhasULgkg1xApYGZoCp1BUpDml5zg0E5zsCdsHAPpjmjv7RizZKKqgEnqFHZ0PqauMvEznG0Er8wxsOaJpyQ1IDUHjOJV35JykDoSAaRRLBWnRlLLMZ7ReQih+wlIKICVS4Ba/e7PjFl/Fui8/AqhoQHH/xWAEBz/9+8Co1dfkAYuf36ZoFGSbR77Ep8TDW3L+7wIH60DUm5K4POKFJalwCxd6VIHYvyS+WGv0iG9Jg5JakICnQ/w9zdH4t2ROphi4gITp3BGrVi1hIiZh9xpVpaqTdAMGnSPhEdQEkLj8xCbUYY4Qig6rYIuUACUSpeYqEY2WxBI5gKkIQDJLbHVffgZ0cylaB2cCLfoNHjEZ6h4FZxViJDcIoTS8YQWFCC0sADhRQV0P+KABDx0OkNS8KGbiS4pRSzjWBTjlsAnRqJZUQl8U+iw6HDMvLxg4OAIA1t7TDUxw1RTc4w3NMJEI1M6O3PomlrCzMYWpra2sHByhX9MMmbWL8OcplbMWbxao2bCiK1Wc5rXYM4SwmlpO+YTRMs6B9Cwsgv1K9cqKDWu6cLS7nVYvWEL+rbuJqAOYueBozh06gwuXr+NO48+xseff0VAPaVj+oVuZghKQzFOOSWCRNWclOshYMQRKcn/QylvSApslMDnueMSKQc2BCc+fkYw/UQo/fDkKb757kd8/vX3+JRx7pOvn+DRV09w/8snuPPFj7j5+Y+4/tkT3PjiJwLmJwLoKWMWIcL2JtubhI7o1lcEAnXja8KFrkd0c6i9QfBoi8baeo3UcW6qVlzNr3D5Y+E3uk3deaLRbT7/XAKgroP3CBvRvwKo99Bv1UOH1HPwLnoP3kFdxz6kzWihliFr9nJkzmqhG1qG1IrFSCxtRGTOXDXuRwYhSt0nlHErmq4nljEsrkDmhMl9wWbBgwByC81WEFIgomTciNh6S4JH3IyDAlL6c6nnpS5B+Mj8LpnYaeIqNxqMUAARaMk4Fmm12yJ5TuAjrSp0S9e8xDBKWis6LBkOILHLL5ZgDIzFW++PJigIGYGIci0EyJB7edHRaHurtJJZ5wo2L+j//pXwomT7xVnp//JaARCBIxAS+Lwqo5UpGcPz8mtvEz5v4q//kFbuwTUC74/WxxRzd5gQvqqOQ2hYEiBmBI9MixCZU6busnaS1MS4n2CSsTq2nhGITS9FWnE1I1UqgZPEY8QxSgRLpcMUdylw4u9HegrD0+GVlIvAbEInJw+h+YVKwaLCIoQwIoUVSk2nRNV0IpTreRE+pYgkeOS5KMImurgUobl0OIlywwE/TLKwxvCp+hg2SQdyb/oJhsbQt5Sb8RFAJiYYM4X79IygY2kNY8LHxtEZNoSPjbsXghJSUdm4lM6nFdVLVqNK1LxKo8UazSWA5i7rRPXyTrohxrRV/ViwfC2PFyjJcxT3y/Pz2M5b1o4q7qtZ0Y7mtQNY3rMRLV3r0b5+Czbs3oe9x0/j9KVruH7nAT767AvlWp4QFs/oYn6mnhEgvyiXo4lfpJMGTloIDf1HjD3XEKaG9Mf/KdDxadHPz35WI79/lBj3w1M8/up73P/8O6U7XzxhzCJovnpK4DzD7a9/UbozpFtfP8Otb4ZE8Ch9x/3fESTUnR8IDuo2waPVHcJD9PuoJRKo3PmJr/kf9U/cffobAL0YwzT6dwDqOXAH1a07CJ2VdEGtyJmzAlkyGLFyKZKmLURMfi3j1wLV/S6wCafrkQJ0XIFMRBUI/QogNwLIJVxGP2epGpB84dUKh4SP1HPseFLIUhxKhI8DnZEsyyHFZVXDUOCJVJFMitBSnJbIJbPpZQKobMvYFpGKX1IH8opW0cs5OAn2PjEEEI+TnjT3CBW5vCIyYOcVgQ/G6hIub9Kt/ON/DSDtkhe/h8+L0sJH9OJ+7T5VmCZwXpLJoa+8Tfi8owYSSk+YAOil12QMzyi11rKAx5zOz5wwEXBYyJSH/wWAJFLJXC5ZPsSGv6OQhDwk5c5EcEIJoxb30SFKPc4zOksVkQNSCxCcXcJoNQ1hBYQGYROcm48QgkcUVMC2iDCi4wlj9BLXE8H4paAj8JHtIQWkp8M1Khr2waH8nL7QpcMZrqOHd8ZNwPvj5L7sE/De2AkYNnEK9AgfU3t7mDvYw9TOlq7HDFOMTKBnZQ0Txi9rRyfYuLgSpF4ITUrDrIVL0biyHQupxuVr0NCyWqmeEJlPwAhoagicmuXtqOG+Rav6UEfYCKzmUnOWEFJLCS4BEV2SEkFUJcfTJTWs6UPtCr6e27Wt3VjQ1o36th40rurF4o5+rFq3Gevpmg6dvYRTV67j7PWbuHrnLm4/fITPvvoKT57RORFAPw85Hy1EngNIu5+O6g8lB//uv1+G4KZxT3xvHveUbkmi3ONvfiJ4CBWBj7QKOoQIo5bo9jc/4zahI7pD8Ih+AxtGKtHtF6QFkNbF/F5/BJs/kgJQN6HSTQB1H2JL9RwmaES/g49GhBKP7TlwG9UrtyN/Xjty57YpB5RFB5TMKBZF+CSXLVTjfwRCEdlzGMMESPMRr+JYzZADmqfW3NHegVTAIsVjWUBM1vuRXhSBj4OAJ0SWayV4KBtejaXuIHe7EJgIdNSsd1UPIoR4lbZmrBIJjKTV9I4lKCBZ+kgdKJpOKoFxjwCSCaquYVSoimGujBYOPhF4a8QERqw3GJfe+A8OaEhD0BFpXY7W6Yh+73pE2uNflPY5NZ9L3alC6jzSy/Ue23dVr9Y/3huLD8YZQ9fcG2bOUkCW2hbjlQKMgIZuhfAREP1HAHnGMeLEwFDFLf6efVPgHZyC7KKZSCupREh6LkJyCJICxqMixiQqnK5FwBMisBHoEEDB+QWaxwKfkiKEl/I1Ahqp//DYaD4XlpMLz3j+XaSG4+CAD/UN8MGUqXQ5UzFGzwBjDYwwnI8/mDSZ+ybj3THj8P74CRgxZQpMCB8bNxfYe7jCwdMNtq4usHB0hLmzE2y539nLAw7ennAJDEA8HdmCZa1Y0dGNNT19WN3Vh1VdvVjd3YeVHb1YuroHC1ra0bSasGjvJXzWooXQWLiyk/tXo3ZZG6HUipoWti10TMr9dBA23Zi3go6I4FmwqgfVKwRI4pI0qmkVGK1VoJrb0snju7Cwcx0a+O818v1FTdTKvk3o3rwbm/cfwv5Tp3GecLr3+FN88c33BJM4JYleAhOiaMhBaWIZH/8HAPEoFfA0QNNIItwzvten3z9RLkfi1S3C5pZqBTQEg5IGOqK73xMK1J0f+Jhu5l/F56i7hIzozh/C5o+kAY4SoSPgUXr2HEDU4YdKPUceoVfE7b5/0QP0CaSGHFBBTYcCkDig9BlLEFtI11PWhDTGMBkFLT1eEsPUNAzCR4AUTxgJgMQFCYAkdtkTNrL6oUQtGQtkz/glcgiUOpAMXpOVElPVMTJGxdpbCscCnURVkNYCSLstrUhckNYZiVQxWimGAJJZ88mwoysycwohdGSeUyQdUQSdxVTItAkNdLRFZHE68vg/A0gLnRf1ImR+Ly10NOD5tRAt9Z2XXnsXr707Bu/JioM61tAxc+VnDYY1Y6mNQMeN8PRilKLE0cjyGAKe/wlAsi1jgDS9goygoRnwiMtBYFo+orLykD+jCtPm1SGpbPrQ2JwyQmUaQgrF6eQjMC9PxS9xQGECGMJIWolV0uMVzsf+qXzPKFlnKQATzSzxNh3NO+Mm4YOJkxVchk+chBETJmGcjj7GGxhipK4ORupo9N748Rg2mc8Z6sOG4HEN8IWbvzecfAgbDzfYCIRcHOHq543AqHD4UQHxMSicNRsrCJ3VPf3o6NWovbcP7Xy8prufIFqvYLN6YAs6NmzF6t716BoYxCo+10pIrSCsWtZ2YUk7o9maTjobQkcK1nQ4DXQ8deKACJV5dFbzxBExlim1EjpUFQFVvbIHNTx+Pp1RDUE1j2CqIbQWrKbTWs2419arYFXT2oHGNT1o69uM9nVb0bdlJ3YcPIKj5y7g4s3buP3oYzz+7HN8/c03ePL0pyGH9MehTOAj0vw/9IjwkVHfnwmAVMSiwyF47n7LE19E+GjE7SHw/AqgFzQEnRd1j1AR3RU9/Z8l0NFKoPOi/qRcz6F7BAsBQ/UTNBo9oO7/TnKc1IBuoWrlFgJoNQG0Elkzl6picwqdT7rUgIbqPtqpGNImFC9QM+IT8umC8moQnVUFr6jCoe5bWe9HFh3L1AxEDJSuXxlwqCkySy1I6jYCE1n/RwrRAhyp18gxStyW0dSyLa1I1uqRgYgCKzUgUcFH3isazjIIUeZuuYcRQtEwtPWG3Gv8zQ/G0fm8hf9+eSh2/aaQTKBI8VnAwlamVii3w8eaAvMQVBRYRDzmpVfUPnXMX+Uxj6HkWHl/zRrOQz1mf2fUenMk3hlF4Og7QMfKG6bOYYRNrBqHY+khEzzp7ggP5Xr4WG5dLfUaC09NrLIQIHGftAIkBSYpQPN4iVsyBsiOzs8lKh2+KbkIzqRryS9FeOE0OpxpiGAbmVeChMIKFFXVI29uLSFUogrLQbl5CKSbCcjOVm0wH4fmFSA0J58RTZxqGOOwp6rjfKhjgJGTdTGG+mDMRLw3iq5mlNxFdDzeHT1OwWfk5CkYr6uHSSbGGG+oRxlgnLEpHZEhJnFb38oczoSMV4g/PAK84OLrASdPd+WCzBi9vINDEJsUj5DoKHjz3y6cXon2vgF09m7A2v716JRtqmvdBnQPbETX+s1Y2t6HjvXb0bNpJ+GzCZt27UX3hk3o4DGizoEBAmEd1vSvw8peupi2tWgjsKTHbGXfBqzia5o7e+miurCILqqRQKonSBYQOuKE5q/qRm1bFwHURdBowFTD96jl/ppWwmuFpp1PINWyrSeU6gmlBrqyRhEjXuMaurLV67C0awNWr9+CjXsOY+fhUzhw8iJOM9bdfPAQn3z5Fb778QmePdOM0FbOieCh7+H2U7omTa/aFwTQvW+e4s63hA9hc4/QUfp+SGqfRvcJH9G9H7j/d7pLGN0lfES/AoiPh9zMPYJGpPYNSbvv3tNfcI+R8EXdHdKfugmWXoJlHdvfSvbd/Y36qT6q58BNzG4ZVADKmbNcOZtUwidzRrMCjtR3kkrrkVa+UM2Kl1pQogIQHVABv9BZc+EXV0qVwIMR7PlgREqtiijjfQgPqe2oLnO6Gu1YIBkhLZKVE7USGKlVEQU8Q60tX6NxP+KINPusVX1IesEi4egvdZ9QOPnHMMr447X3xxECb6rYJYMJtc5H605+72pkn0zy1D4WqPyVoJKlL16WGo6MeJYeMwJIakj//dLrlICMj1UPGgEnLutvb+Nvr3/IE5Mnn570+ARBJn4KNKX7XLv4maxFJEvKWtH9yYhl2TYnjKSHSiTAEQiJ85EudOnNku506bWykt9BSDLcYjPhn5ZH4JQgoqCUEuBIvCpXiqQiqHDuEyhF5pQgd2Y1CqvoWAula52gUfDJQUB6Jrzi6bZ8AzDZWmo4+niHzua9cRMwbDydDh3P8PETMZKO592Ro/nzETrjJmIEnxvG/aMYr8bS9Yw30MVUcxPoWppCz8oCUy1t+NgSNk6OsHdzhjOh4xXoCy8CyCvQD+5+PnBwd4e5oys8A4IRGRsNv+BgePgFYc6CerR19mDV2j6soRNa00UHRHfT2SsgIlT61mMxQdDaswnt/ZvRQaBsZxxaO0BgEVBr162nCCG2Hf0DWMXjFzKmtQ9uR/uGLegc3Ia1m7ejhe+5lP/Gks4+NK3RgKOOEKmj01nSO0ggcZtgEgiJ06lp6yCACCQFKdnfw2PphBjV6vja+a1djHaibhXxFqzqo+iWxDERVAs7+bm7NjLGDaBp7Xo0Md4tI5w6N2zH1n1HcfzcJVy6dQf3PvkMn337Hb59+pSR7mdVDP/sh6e4/+0zRixCQeDyH3SfoFH68V917wU9eKLRPQUZje4PSfv4xX33n/78qwgdkQIQP9+feuloxNU8B82RF0UIvaB+7us7fAdd+65j5rINyKb7kaJzxvTFhA+dj8z3YrRKIXTSK5qUZCKqOKDEkgV0SVL3qVS3PNa05WogoltEjhqIKLUeWVJVxvoIeKRwrJkbpgGOcj8vAkgiFGUr7mdoMKJsa1oCR8UwcT5yAtM1yDwwmTjqHEznE8KrKx2Bo4/qZv+vl9/Af//lFfyfP/8d//VngYYAhJAYquf815//pvTff/m7eizwkbtCSFySdXn+Ko5InM5fX1OwEZAJYP4si3y9OULdVfO1d0dxezj+8f5YDJ9ghDG61mpxMkP7QLoa6Z3TLJ4v45kEOuL8pMYj2wpIAh8+p8Y7SYQiXCRKWXC/3C9NE6no8Phz2wUnwyUyHV4JuQjMKCZQCBi6GgWbYkKHiiRoBDrRxRVKAp8IqfXQBQmgogp4bG4xUkumq0iWWV4JE1d36Ns7Yoq5FZ2KMd4bOxFvjpRb8YzB26NG072NxrBxci91gc8kjJ46hSAaT7czGWOm6mAsI9ZYnakYr6+HqaZGMLIx59/ABlYu9oxWTphiZgF9S0v4+PtSXnD1diN8fODm5Q5Pfz+4+njB1sUFpvbOhE4gwqMj4B8cBJ+gMMxrbCJ8erFaAERICISkDrSa+9R2zzosIhQW86Rv7d5AZzSIzTt3o3fjJnQPuaRuRrK16zYyug3wmHVYyCi1Zv02rOihQyKA+rbvxZIOOiACYyGdTR1j1gJGswWEibiX9k27Vb1nYXs/6giW2pXtBE87gSL1o6GiNf/9BjoxAdTCTjogOqh6uqk67qsjcOYLgOiA6lYPKBDVr1mHxo71an/NqnWoXbMBC9rX8zUEJPc3dw9i0doNCk4rBrajd9dhbD96GhfuPsC9r34gfJ4NwYcw+Z3u/UBHMqT7dDcaaaDzW/2T0NHoId2P6D4B9Ctk+PjfSgOdF6WckACon0BZJzryR/o3ANp/HeWL+pFC8KRXLkEWlUzHo4VPmoLPIiVtBJPaT3jGTHXPdXFI0Tlyex4CSMYBEUDS7S6FURnUJu5FXM+vwEnVDEiknIJTNY/5nOwTKRjxsXbU9HNHJCCSaRlywnrHqTWY9RwCYOAYAFuvcFi5Bqpb7P43o9H/579ewn/935c1+vPL+LOAh7D5P3z8//3vl1QrTkeAIxNB33n/Q3wwYozalsilIPWX1/BfL72J/371fbz09ii8M1qXV3gbmDj6w9I1RC11YcHPYEVnpxb4IjikN09650QCILVgvhY4fCySOCorMj4HkNYBecRpYhijpbVfHIGcAI/YDPjR5YTkiGPRzLGKYLSKLJquFFVMESgCHgWgIQgpFWucUEQe3VF2MULS8+EZmwoLD38ERichPi0bw8aMw7Cx4zGc4BlGvUdn8/bIMQTRWLw7lk5nzGi6nPEYRfiMmzoVk40MGKf02Roq6RgbwcDcFGa2VgSJPVy8neHk5QJHdyc6HidMMjaBvqkpfHw94efnAXc+5y61H1cCh1DyoANy8/VR4368g0KRkJKEyLg4BIZHo2bhIqyReg+dzxrlgDQuSPu4lSBqXNmJ5XQPfZt2ETKECkEjr2knnESreOyKjh4sW9OF5tXdqCNYlMthlFrRQzBt2IZFEr/4nIIQHYvARtzJMjqrnh0HVXRatWEHWno30Rl1EDidhFO3qvnUE0BNnQMExTZVJ1JOiaCaz/dSojsSByT1osWdm5SauzZjUdcWuqh+igBaNYC6jg1o6NyAhXRGzf3b0NS7DcsH96J95zEMHL6I7Wev4txHn+HqF9/j9nc/axzOHwBISet8hvSAwNG6nF9F8PxO//8ASOmXf+JPCj6Hbw8B5/f6LYC0EFq79xoK53eocT/Zs1tU7UdimLSpjF1pQ/CRdYEkfkkBWrriQ1NnIjaHdj63BtHZsh50mRrXYy8nGE8s2dbUgDQQEeejBZCARyPNAEUFIK0EPOKCCBxtTUj2S91HXITcHdXIJVx12csyqXI7ZhN7b7w1fBL+D6HxfwQw//VXwkcgxG0+/m8C5//I47/8TYFHVg2UdZLfJ3Tefk9uPfy+GhSoYtorb+HVt0YwakzByCnm6j7tRo50Nd7i5KIIDsKFoFHRihCReVZSULfktpo2Qhcjj2UiqBWBYvsCgKRXUC0FS5Bq7/ChFuOnxO05hafDMy4bQelFCGdkCs8jeAoEPKUKQOEStaSuI45HerMEMpRsh0sEEzFuhWYXwT81B54xKfwbxMDBNwzG9p6YbOaASUY2iIzPQFpOIQFD0IwahfdHjcGHjFcfTpqCEZOnYBTj1ChdtjqTMZauZ4Iuo5XUcRivDCwYrwgdHRMjmNtYw5lOx83TFR50Nz7+HnDxdIKplQkMzYwwQU8PeqYmcCeQ3Nzs4OUrDsgbbnQ+3kEB8A0OhG9ICOzcveATHIb07AwkpqUhNDoe85ua0dnP+NQzoGDSQT0HUHcf2rrWoYmuY1XfZvRt3k0grVP7lhEozYxKoiY6loaWVViwtBXzl61W7mZ572Ys47ENKzrRTKfSIK5HuvZX8FiCqZ7vWUeYLKR7aevfqtS9dR9WETJL1jKuEXDL+JmWda/Hog5Gt+6NWLVpj3I7i7sGFWyqW9rVuCPp4p+/UmC1HssHdtPlCGgGsXT9LizfvB9LBnZhPp9rWLuJyeUMTj38Anuv3McyPr/v6gPISoQ3KDVTneC58tUTNa5HHNAfwod6INB5UX8AIAHOo9/ptwD6T/oD+Ih+JoAGCJT1Svf+RRuO3v+N1h8VCN3B2j1XULawG7lzlyOZjkfFsJlLkT6jGanTCR5xRhWLFYASiuoQmj5L9YjJiGiZExadNw+BKdMJk0xCJ0WtB+QaJlMgMhRgNAD61QFpwaMUIq24IAGTTFQV8VjKLkAmlkp8kTWK5SaCIXQJmjljaqEziWDu4dCzdMUbbw9nnKJjYdzS6O8qXr0Ys/77r39Xo5HfeG843h85Hq+/N3Jo8uk7+PMr7+L1DyZB7m6pb+1DRxUDO76/sUMQo4kjTJxClfsSeKhZ+bJN2MhypSJNLSdJIy/NMRowEVJsZSkM9VgiJH8mK0ZKkUM4f19x6fClGwnKLkQQnU5wbglC6FpCZYyO1G+GiskRBFAUARSpICRuh/ChovMJIh4blFnACExw+4TC1NEbBlYujD8u0LNw4rarZtvcAYbmtgiPSUJSRjaGM169M2YM3mU7Wk9fdaGLJkoh2dgQ4430McFQbjlsAFNbc9g628HG2YEwsyHMTDUAcrKDi7M9IeMALy8neHo5s6XT8XTBVGNjBSAPL1fuc4WfvzeCw4LgFxQIP4InKCoaAZHRsHX3RGBkFHKKCpCSmYnQmHjULmpGx8AG1QvW1tmN1g6qvYfbfNw1gJZORqrWtVjVvxldG3eiic5jIeGxoGXNc81f1k51KMn4IBkl3blxF1YQFA2Ew5J2AdFawoeupo1itGqQlmoihFb1bcGyjnWMaVIj6uXxvXRc67GSka+VDmoJ3VQT97Ws20RtQdfOQ1jauwUNjFxNnRuxjE5mNZ3M0p4t6Nt7AjvOXMeBKw9w8ePvcPXzJ9h2+hrm0201r9uGfdce4PIXT3Do+kdYsXEP9l6+pwB0/TtQBBHhcl0GGn77sypAP3c3v9NDBZgX9aLT+aPnh0QAPXr2Wz0QESy/h43s+yMRQHcIljsYIFx+r/XHCJ0XJPsEQJ27L2Faw1o6ILkDxkJkzxEntIwQInhm0P0QQlJ8lt4wGQck0Sy+UMb/zFPwCU6dDt+EUqoEbhFZkNvuiGSNGBn8Jg5HHI0GMloADUHoRQANrRFkH6hZO0hmxZu6RSinI7f2kdnuaolUr0iYuQTxJHHE6yMm46//+ICu5h8KPFKz0ehVgkdqPxKz3lS3oRGn8+4HI/HWB6Pxt7eG4+W3PuTrJ2KMjjmM7HwgC5HZ05HIwvTmLqE8IR0wfLIV9AgkWWdaCyCNCBoCRVrZLwBS27KfDkj11PG9pLdPO5zARsYwBSSoWo5nfC58UwoQmFkMAU9wdj6CcwoIIBkQWIQQwiaUoAmT3ixVw6EIpSgpJrMNF0AxVgWkZDPy8t/zl8mc3phs4Yip5o4EjZMCj46ZI3Tlsdp2gI6pLXRNrBAem0QHlM94NQHDJ0yk09HFRMaliUbGKjZNJjSmUOJ09OhkjC1NYeNkA1tHWxhbmGEy3c9EAsrSzhZuro6UAx2OvXI5rq52cHCwhAVfM0mfcc1Any6Jx7g5wsvbA0EhgfAPCUJIZARComMQEBEFVz9/xCanoHBaMTLzchFCAM1rWoTO9YNoW9uHltUdWLaqEy2MNUsJmsV0MgsJjfrlHQpA7Tz55y9ZxWi1lqBp/xVAdCLz6UREC+R4vq6dAGph1FlAIC1a00/X04V6vq5Rajh8/8Y2zfaiNX3o2bofS+mWpKesubNHta29g2oM0KqBLXyf9YxsPVjaN4hmiXRb9mMN1bBmAG2EyEG6mYuPv1P7egmg7QSOQOj8R9/i2hc/Yc+F22jq3oTlG3fT8fDYT39QAFpFd7Tn0t2hqRSED4Fzi67n5jfP1CBD1cv1vwTQA4LlV8njP9ZDupt/B6D/rf60/uhtAoj6HWxEG47/VrJPANS+8wJyq1sVdPKrVyKvejnyqmQ6RrOCUOr0hYgjcGLzq5GilmOV8T/ifObS+dD+E0qy4qCfAChKTggCiCByYetMAAlgpLYjrSxg9aIEQApQgZqFyBR0ZBQz4470csn6QbLms71vDEyd/Hly2DM26OCVtz/Ey/+Q2PSOik5//dsbSn95WQYbvk7JYl7v4K33R+Gd4WPwwcgJeP3tEfi7zLN6ayQ+nGIBM7cwBTtZEE0AoSbAEhwS+Qxs/TDJ1E21loSPhRqdrYUPjxXoSLSSnjpGTtmnGbskMJKYRRE4sgCbTOz0jJMeKwFOEYIIjiBGpGABD6EjCskVyWPCJ7dYKUy60wmeMMImjHEsjK/1ipWbORLKbn7Qd/CAjjVdhqUzdC2coUfHI7DRN3dW0iVwJpvYECS2dIncT00ylnvR68HdNwgFpRWYqKOnajsyLcLAwgKTjYxUl/lEgkPi00SdqZiipwN9Qz2YmhsTKmawsLLgexNQdDfGdEE21hZwcrSBk5M1HB0t4exsoyDk5GKPqQTaFL6fq5sTPDyd4R/gg7DIMIRGhiMqLgYhUREIpgsKiY5G5dw5mDFnJnIKC+mGYlDV0IiuDZvUoMOFLW2oX0oRMvXNjEtLVqNuKVvCZo04j407GLXaVSG5YWUnIbRG6UUAierodtbQLS3v2aTmii3pZPyh0xEIKRBJAZqgWkCwCZx6tjEm0WktJmQWd4h6VTf+yv5Nqm3p2YAmuqO1O/ZjNWPg1U+/x/aTV9C0diMOXXuoXM5lQqV1cA/WbD2AE3c+waWPvyd8nhIkv+AgobO4ZzNaBnagd99JbDxyHttPXUHfnuM4wOeufvmT0vWvZbY8ofXlD7hLAD0gjJ7Hqz+Azov6Q9iInv5Wj/4HAD38hcf9DyKAbjFeiTQxa4OA599IIphEtlXbzqKwdjUK5rUOAYiqWqEcUdqMxYgvrqPbqWUEa1JFaKkPSQQLSp1BKM1TBWkpRPvRBXlE5jCCZT2XFkBa5yMz00UKPgKmoVgm43kEPOayEBlPWlmWVVZFlHu9G9p586QxYWQaTei8pyKTrNHz0t/f0NzgT7rWuf03Aufv/3hXta+9NQzvjZyIEeN08No7hNXr7+MlOqU3hk+BgbWXWitIxh/ZK/0aEaX+5MzWyD4AU8w9+G/7qwmfsvjZi/CRuWuyrXV2ql7FbdtA6bGKJ3xT4JOYA/8UOhuCIySL0MkifBixAgkXWRdZCx8NgAoRQiiF8JjQbLofKoSv80vKgUsY45pnGEycA2Bo6wVdKzfoEDZ6KlZRhI+CjkBoCD5KBI6OuR3hZA9DGz62csAEY3OMMzCBT0gEyipnw8jUAnoEiQFBYmptRWAYYJKeLibo6GCiri4mc3sqIWRCx2NlzQhma03ZwogQmmJoBEO+1tLCFFZ0OxYWhrCyMoKdvTmsrUxgZWPG+GXK9zSEI2Hk7uGMkNBARMVEITI2BpFsw6LCERoVidDoSFTV1mB21SxkF+TDP4yPGxeieyNPTkac2sUrMb+5DQsUfDrQsHSNmo6hBVD34M7nAJICs9RzRHXcVyfgGZLErbWDu7F6YDuP60YzI9gCxrQamdIhrUxqbSHAVkjvGgGkHNAAIdSHZXRiSxn/Vg9sRdu6zaqVQvZi7uvedQDtW/cqAO2kw1nYsQGHpYbz+U+49tkTOqMDWLf/lALSza9/VrpNZ3OYsatprbinLdh09AKu8PWnCam12w9g28mL2HbqMjYdP4+NR88wut3Gtc+/w71vn+Hh97/g4Q8Ew78A6MW4pdWLzw+JAHqkoPOi/l8A0IZjt/lhqWN3/kB3/0US19bsOIvShg5CiACqWalqQTlzWuh8mhBDuCTKGKAKGRHdpHrH5BY3Udlz1TigxKL5SOAxsblV8I8vgScBJGsuuz8HUBocQnhi090o1xOcAVcZCc0TX3OfrUg6DhnhHEcgSOGaJ7JvFCORF0YzGr0zajJefnM4ZC1mtVCYWrNHsyiYuBzN7W9eJ5jeVisFvvkeI9b7o5Xz+fvr7+Evr72Ll94YjjeHTeSJ6ML3jlZTNGQFRrlZogycdA4iDPl55E4Z6hY9QQSQ3OHU3Et1qat7hHlEqZ44O75OWscQOhF+XtugODhHpMItOgNe8TnwI3ACMwkTqeUQKIGZjFV0OvI4dGifilxZBA8VlJmvajci/+QceEbxMwTJBNxQGDv7QcfGHToWroSmB/Qp1Vq6Ez5udDV0Pyb2hI0j3QsjF2OXQMjI2g1GNm4wtnHlthPM7WXKgzdMbJ3ohiwxycgMHgEhmFVdS0djRVnC0sYK1vYEC52NnjFdkAwopHT09WAo7seUMczEAGamImPoSG2Iz+kZGyj4WNsInCwZvaxhZ2sOA93J0NWdismGhspJ6Rvq83VGCAjwQwTdTxihE5MQ9xxGQZFRmFNbi5kCoLx8BIRG0QE1oWfTNqzoWofaZgFQq4pZdYREHWEhcBEArR7YjLWbtqOBjmeR9GRJnKILEtXRyUj9p5avqV0qdSACaNMerF63XUUwmfO1gLCpbWGkY2zacOAUdp26hl10MSt6t6B/+0Gs6N5A8BA+axm1GMFk4mr7+q1Krb0b0UwH1LvrINrpgK599h32nr+BBoLtACPUdQJH1LX9EPr3n8TVz37ELZmx/uUzQugXHCGkFtMttfRtxZ6zN3Dzyye4+OhLdBJ8O09fwblHn+PGV9/j3o/P+LofcefbJ4xfT3D/+2cUIfQjwfDjL3j0RKPn0OG+B5S0D3/8WenBD8+UZPv+D0/x6Ce+Ruo+LwDoIwLnRb0Io4+eYUi/PH9eu0+ef/j0F/xJAxbC5jgh9C/ic7+TAGvNjjMobSSAFrQir2Y5cqtaVPSKkshV0Yj0GQKfhYRPnVraVOJXYvF8JFNJMkP+OYCKeQLlUjlwZwQTuYSlwzGUACKExPHIshzSOyS1HSkky6JXzsECnRie5OGqrvPOyCl49a3ham2cl4bA85KCz1uql0ojzeJgasXCV9/EOyNG0/GM1dR36HaUQ+JrX2Hs+nCKqZqM6uATDX0bqZO4K+g5EyJy5w65TbRzcBrkbq0ypcOZYDJ2DCawvGFIEMkYJksvmWxJANHh2BOSLnLroOh0eBMageJs6HBkcmcIo5LEp9C8EgSzDVSFZanrSHFZjhH4UAROcFoufOIIv1AZYBgIQ0cCz86D8CVoCBB9a7obwkTPklHQWqDjqqRjzqhF52NACBkSQkZWzmydYMg4ZsjXmNp7wowy5/tYO3jC1skLzp5+sHfzJKysMVbHAG4y0K92AcFhq3E1dlZ0LBYwYswyYByTaDaZADKlM7KyNuPzlrCxtYAtt62tTGFkwWhFUBmZ0ukQQCIzU0M6JQOYEzSGujrQFRdloI/xBJCOnj4Mue3v74vwCEawiHDEpyQiLjGWiieAYjBr/nxU1VSjqGQaAsNiMLdhIXo27yAABjQAWkIHJNFLwUdgIo6mgwDahO6tOwmcDixe1UMQdSpQVS9aiaqmVrWeUNXi1XQ3HXRF3ehgHNpy6Ax2n76GY9c/woaD51Qv1d7zt1W9RiBx/v5XWLNhJ9btPISVhIxyP2t7nwOoc+M2Nf1DRlRLgXrdnsPo2LRLA6ALN9DYsQ77Lt5i3PqWAPqRDukwevccweVPvsGNLwgZteb01zh4+S6WdA0SQFuw48RlXCJ8Ln30FToY/fZdJJC+YuT6/ic8ePKzGttz59unuPvdjwTYD7j11ZMXerFeBNAQdPgaAc0D6sqnX2DLsVPYf/EKTt9lNPzsSz5PGPEYBR8FEeDxz7+T7PsX/UL9c0iafbe//Z7u7jNGMEJl/fE/BtDgiXtKLwJI6kVtW0+ipLFdASi/ZgVjVxNii2oIn4VIr1ykJAMPY/KqkEQIaW7LQ/dTvAAJhFBCUS2i+Zxvwq8A0t6aRwDkECRd1Zr7damF4/0SlNtxlv0eYYwG7hg5iRHrg/F46XW5nTHBQ7BI8Vjjet6i03kD/62mO0h9R2aXv60cztsfjNK4HkoW8PrL399RUev198Zg2ARDGDv4MFLJva5iMc7QkfHFQ3PrHgEN3ZnTEIQ0t46WIngCI2IyARRI5+EJPTs/mBNednwP56hUeMRlwScpD4HpxYxMpcrZhAh0cjTbqrZD0IQQQCFS6yFsRAF0On5pOXRJBFcEI2YAnZ9XKEwdvGEs0LF1VzKm41Gy5T62IolZenRv+iLVq0Xo2HgQNF4wIahMCB4rB8LG2RtWTt5sfWBF2br4wMnND65eAXDzDoCzuxcs7J0wXt8YnoGhqJpfDxNGJCO6E2M6GkNDXegb6EKXrmWiji50DIz4vAnMzI1gzfhlZ0d3Q6dkZ2MJY0szTDIwgKGJMay5bU0AWZqbKFlbmcPYwJAOiC6K7XjCbMy4iRg3bhx8/emAoiNU9EpKS0ReQTby8nMQHBWFmTVVqKmrQUl5BYEUi2pGsP6t29HWs57QWYV6iViMUM2r+lQ8WsgIJQMLZcZ6z9bdhEsHHxNAMtaHIFrZswkt3RtR3bwKrf10GKeuoGvLPrQP7sLZOx/jyuNvebJ/i63Hr6CpYyOO33iMK5/8oAB08dE3qlitBVBLVz+lgZCsLdQ+SABRbesYnwigAcKlc8seXH78FcFxEws7B7DpyDmcvvcpY9MP6Nt7DH085tz9TwiAj3D85gMC7yo2HzmN5q71BNBm7Dh5Sb3+3IPPCKB92HH6Ek7eeYhjN+/i3EePcOT6LRy7cQd7z53H1sPHcfnjL3D7mx8JGXE14no0zkeg8kAcDwEjYNh34SLW7d6HJWu76fZWYnl/Pw5euooHBJtA6yOJXkPu5/cA+ugPxdcwkmmkcT+XP/0EPbt3MoKJq3kBQIMn7mDTybvYdEJ0/zcaPK6B0YpNx1FcvwZ5tSuQWrkQCaULVO9XxsxmBZ9YOp54Qia1rAEpQ5IoJlASAIkjkpv+CYAEOlr3I45Hxs2Y8YSXWo4znYMb5egXzSu9F0ZONcMbhM6rb43UFIflnlaEitxc72+EjyxXIbPHxeko8BBCslzpP94ehrcZsd5490O8+uYHygX95W90Sq++z7g2Eu+P0YO5C0+4gHi4yr3FwtLUaokTTV3VdA0ZN+QoUUsioUCIzzsKfEL52UKllyoZBi7+MHL2h31IPNzjM+GfXqicTqDEKiW6GYlVeRqJ6xHQBEq0ksglIErNQ0ACfxdh8bBlpDJ19IEJoWHGn93M1hOmAhERt01Uq3lsSMAY090YETxm3GdGQJkSThoxWtHliMMR2Fg5esKGDsfJwx8uXkGwd/WFnRvl6gNHdz+4eQbA3csfrh7ecPX0IqicGZ2M6YCCUbWgHkZ0O/p0KwZ6OoSQHoyMCBVDRizCx0IWB2MkM6WzMTUTGcOMwDGWAYiqUG0AXSNjGBobQs+AcYwOZ6qeAEwfowmbkePGq/V/xk41wIjREzBq/Hh4+vkgKDyYAApBZk4qWlub0d6+Us0Bq6mvRV1jreqKD49PRO3iJmzZswc9g9uxZt1WbGM8OkqXcu7Gxzh26T72nryKdTsOq3E6G3lybzl0GgfP3cKJaw9x6cGXuPzwa+wmdOpWdOLUjUe49PALnohHCA4C6PbHuP7J97jy8ffYdeYmFnUOKjckBeNrn/+kwCROqX/HAbT2DWI5XdgyAmgJndCq9ZsVgDoZ+2R7SWc/Nuw7qiLYxY++xOFr97CY4Dt09R7f63tGp6fYePgMY9ohQu8LnLp1H4cuXcH24yfRv+cgI9g6AmiQALrAf5fPE1BrtuzGwMFjGDxyAusPHWGqOYBNxw5iy9EDaGhrwvyl87B2cx/WbtuIkzev4PKjh7jz5Vd0Op/i1pdf46HEre+e4vqnX6F1XR8a25ahf+cmLO5YRgg18PdyDPe/+QaPfvgRHz1hHGPE+4iR7D8B6Nf9BNUvGmA9fCpx8jsC7SYaVnVKDUhi1f8SQENuqGXjURTMb0P6rGakTG9E5qwlKoJJ/IqjE0ogaNK4nVreSPjUDwGoDklqPhgBVFCD6BwCKK5I1X2kKCsTRdVkU+nFkt4gxh85+SU+vDtaV61/I7WZv78xTN1iRsbjvPqG5gZ7IrmnuRSTxenImjkCntffGa5qO2+8I71Zci+sd+mOJKLJOsrD8NawiXQHrvz3onnSp8A9PJ0gpNjKZ5g0BCD5LFLnUcVwOjTnCAKIxztFJMElOpnAkWiVDf8UAiSjAP7iYAQujFKiAAImIEeWryii0ylCKNvArHwemwt/uhzPOBnRzZ/XMwiWrv5qeoiJHSFDmSr4eD2HjjGjldRsVMt4ZUrHY87ntLKkQ7JgjLKgwxFHY+dKR0b4WDp6w4aOx56gcRK5yZwqX4LIDw4EkD0fO3Pbg+7H09uf8lGycXTBOF1DuPkHo3pBAwwMjaA7dQoMdKbAmOAw0NclhAglQxMYmZnT/dDd0P2IzC1MYUpgGdLV6EhvmYExJulrBhuOJ8RksOJEiVuElLQT+d4Gdg78m9jxOBNM5uuk+z08hvErOQalZfno7VmFzZv7kZGTgcbmeixdvhhZhXkIjY9n3FqEc1cu4dKNe2rp0ruf/YD7hMO9z37CnU8ptjuPXWQM2oJ9pxhfHnzBE/EbXHzAE5EAEe1lzJKC8umbjwmkr+hUjitnc+bW4+cA2nP2FgG0UdVjLnPftU81DqhjcDf6t+9XDksLIJkztprQEfcjMWwN3ZBEMAFQxxCAjt64j+beQbYPcfPLH3Hnm2fKDXUxVl16+DlO3byHnSdOYcuRo1i39yAd0AABtBHbT5yjC7tL58OfidDtJZy6du1D9+496N23my5qFwb27mScnI3CmSnIKktE4Zw8OrxqTK+bidql9ahsqEL39kGcuX0LF+8/IqzakD+zFMVzS5FZlk6lILcyHS29K/g5LmPr0UO49smneEy39Jgu6EX4iH6t+7y4X44jgGRSKuPggcvXMKd5CcoWVOFPmmglANJELIHMppMU282EzovaRAc0ePQumvsOInP2UmTPXYbcuWxnLWbUmk/4zEMagZRBV5QxowHp0+sJIRkhPZ/P1xI+1dQ8JBTOU0ue2gZo6jxSQ5GbCDoHJsDCJRiTDG3xHqHz+vvj1OzwlwiLvzEmiSQ2PZdEL8JEI01vloxYfueDkYxao/GK1IX+8T6hJGCiZPnSNwml4ZNhYOkBZ79YeBE4XlEZ8I7OgmdEBjz42IMAcvSLU4t9Sfyy848leFIUeFxi+HxCJrwIHJ/0PPgRNP50NgG5JYRNCcFD4Ii4z09aGXuTSfhId3pGIfySsuFGx2QXxIjpGw4ztwCYMv4YOxAyQ25HnI0ho5LEKQUaOhtxOCZ8rHU+FoyK5jzemmCxo/uyJnis+B62fC9rOhxrOh0BkMjGWeZP+RAyfsrp2Lp4U16w57HO7gFwcveHo5u4Hj/4+ATAxzeQkjYAjq4emGRkCreAEMyvWwRDPWNMnUIA6U9V7kdfX4/SxxQ9fdg4OMDMzBS6hNLkKZMxYdJEjCesxvH4iYSJoY09plpYYiwd0URjI4yR5TcmTsIURrixU6Zi9BQdNRdsspkVxulLMVoX/sH+BFAoEtPikFuYiY72ZdjGK3l6VioW0P2saF2K8soK1S0/v6kRF69cxJ2HH+E+ncm9z5/h3hfPcP+LpwQRt6m9Jy5hVf8WHL94C1cefY7LH31FfY2rMtCPcDlw/paa13WSDujyo68IihNoW7+dLuQjguZbdey+83RAHeux7egFnLnDyMTXXX70tSpW927bS/e1GSsYwZYzfsmUjvZ1m9C9cSvWEkDtG7Yzgq3D4IFjBNAOVUA+cfsxmumADl+5hztfPaWeMWqdw9ote/k57mH/ucsE0Gms37uPQDyApQTQcsa8TQePc/8ZDB4+hraNW9BPOHVu34WunXuwdudOrN2xG2u3b0fF/HIk5wVTQUgpjEDe9FTEZoYpJRfEoqZ5DuY2zkZtcy2S89OQVZKBlLw45FWkIXtaAnIrEpFfmYnS6iLMqJ+F/t07cJuu6eNnv1BQ+mRI2sdqH+EjevTsZ+oXxrZfcIJubmHHapTXVSBvdqYASOBD16Mcz11sJny02vI7bRZIHb2DRT17UVDTSkkP2FKkTFugAJQu8Jkh8JGWAJrxIoDojIqrEZM/F0GpZfCKyVeDEN0ZeRz8Yhg3/DF6qgXekEmbjFgvEzovK+B8QHjIglxDEJFxPK/JXSAo7WOC6Ne7fr7DmEW3o3q0NHpJ7gRK9yRAk/ueO3hFwjcyE37RhAjB4xOTrQCk4DMkx6AE6NjypPaNglN4CjzjswmdPPimFxAqAhkBTxH8GaUCGKlE0l2u3E4mj8nIZwzLh19qLrwTMuAamQRrv3BYegTD1DUAJs6+MBKn4+QDUxEBYkIHI3CRmo6MRJaeKTNxQYSORDALHiOPBVKWjr5DrsaXTiaQ4PFltKLjcWFL4EjUsnQgQO3dVWvt5KkAZMVWHlvauxFahDCjmBZCrp5+8Bb4+AWxDVASAE02NlMAqmtohj4BNGXyFEzVmQxdAmIytydNImCm6sDS1hY6hMrw0SMxYsxofMhYNZEuaSIBM4XuyMjBEbrWNpggAxfpjMbp6GLMxMnQoSsaN2Eyxk3SYVQzo/Mxh66ZNWxd3REUFoqImAgkpsYjOy8DK5YvxOD6LmRmpaNhUQPWdq1BdU0VIRWNovIynDh1HLfuP8BdAuXOpzyZxf189gR3PvkRd+lU9p+8gtaeQRw8cwVnbj7A6VsEDSF07fG3FKPBhVtqnM++c9f53EfYeOCkAtAJupMrhM+Vx1/j0MXbaOnZhKOX79E1fIGbEsP4epl+IbWlNTLKubMHK9b2YHlHN7bsPYCt+/ZjcM8+QmoHI9g6bDpwFGu3bseFB5/j9N1PsaR7Aw5dvoPbX/GzfvUT1hN8nYxVx67eJoAuYe+Z84TPXkbCA3RW69W0jkG+x9ajxzGw7yBWDQGoa/tudO3Yg3aCp2PbTnRs3Uq3Mx0ZxXSR2b6ISvdFbFYwv//OSCmIRHZ5HDJLY5FaGIWwJH9EpYYgMSeGsIpFQWUWkvKi+Np4pBcn0BXl8nfTyM9yCve+/h4fM4JpwaOVtsgs0oLo0c8CH0a8H39Ez67tyJ1TiPzZBN2MePxpM2OXEqOXaAvjl2jzUPui5PlNx27TAe1F8YI25FQtQSpdjgBHXFBmZROyZi5CphZAQw4ouawW8UVVCMmoQGimzISvUAu+mzgHY4KBDYaNM8DrH4wjJIbhr4TNy5QARVrtGB5tcVkrGTQoRWUlRis1noeS29JIr9bLr3+Av74+HC+/8SHfewLG6lrBhnHKKzxNgccvJge+lBfh4xVLAMVlwzOWziYuC76JuWpMjmt0GrwZq/zpXgKzSxitCBg6m0BxPISQv4BIHI6KWgRSZh58UuhwYlNgHxIDu8AIRstQmHsEwJxOx8zZT8mcsDAhPAyliCyFYYJF1XsIF3E15nxsLKARV+NE0Nh709FIrSaIICFEuG3jEgBrgY6Ln0ayTUnkEgCJC7IkYDQigLjPwV1eKyATMAmA3FXscvH0J4D84OZFAPkRQP5B8PT1hxcB5KAAZA5n3yDU1C/CuIlT8OGYMRg9fizGT56EEaNHY9jI0XQ6ujC2tCZM9DFivIB+Kh2MPnTMZBS0KXQsrGFoL4Mf7dQiZGOn6GHCVEY4Ywu4ePggICwKucUVhKQvzO3csKC5DZ3rtiAtKxeRUZFITolHXkEWquZOR8OCalTMqED9wgYsW96MudVz4BschLKZM3D+4jnce/yYjudHOp6flQO6Jw7os6eMYk8UgGSqxNqNO7DnxHkcv3oXVx5+SWlugXPk4l1GpAEcpMu5eO8zbD18lrFpJ/afvYYjl+7gAmFxnE6lbd02nLpBV0Tw3GAMk7jWu/0A+sQBDWxGW886dA4MYnV3L05fvoTz16/SdV1Az+ZtWNrei0HCYvepM7jKCHbhwWdY1rMBBy/exC1GsMuPv6TLOIz2TTsJxGs4euUG9p+/iM2Hj3D/frQQVgKg9XsPMWLtR/+e/Whdvwl9fE4A1LFlB1Zv2UIRQlu2opwOKCU/mMAJQlSaN4Li3OAf7cptf0JJ9vkROuHwj3KHd7gb4eROUIUodyRtdEYoYuiWsivS0dzZgqv8/UoE+/jpz/8CIHFFj+l0pP2Iz4se/vgMlx5/ysh6BfNXLkFSURwSC0KQkB+EP205cRsvauvJO/9WW07eJoBuoalnF/LmLUP6zAbGsEXIr1qKnNnNCj4CouyZTcicKRCS+k8t4grnEj7lCM+egcjs6XAPT8U4xqw3Ppyi1uF59Z1RKi5pbh8stRoCSEnjdKSu86sD0nSzy3OvqjqQphAtktcIeF5560NVXH71/QkYPskUlm5C/AwExhMmlG9cLnxjc+BDecXlwDuRUSpVXIuMwZFeqlKEUsG5pQjMo6RlxNIAZ0hS5+Hx4nC8EjPhHJUIm8BIWBA4Fl7BMPMIhCljjRnjkQIPQWLK2CROR7kdQkUKzOJ+zOhatLUfW9dAWMtrCChLvs7GmfFKgEPwKOgIgLTbQ9CxHurJ+i2AxOloACQuSPZpHZDAR2TD51w8A+h86IB44rt5+SvX40MIaR2QjYMzHYwJHLhd09iMSXoGGKcmm05VI5ZHy0TUSTIy2owuzQHG5pYYp6tL4BMwPFbPTMYRmWKiEUFEV6Nvaa8+RywjbPmsWsxf2ILaxS1oWLEaawe3w5Pgtubvon1gJzbuOorM3CLExEYjJzcNuXnpaGyoRvuqZcjMzsC8BfMUgKrogPxDglFZNRdXb1zFvY8e48EQgO5/8TMefMmrL0H0gCA6cOoqFrV2Y/3Og7hw5yNcffgFbnz0DW4xRt36+EecuPIAy7s24vztj3Hz42+xg1FI5n/J+J59fO3Zmx/xGAKofyuOXbmvwCMQknt49e88hC5Co2ODDHTcisFddDzrBnCa4Ll+9xYu8LMN7NiF5Z192ERoHLl4CRfufYwL9z9GCyPV/vM3CKAnCkI7T11C++BOHL54nRC6ih3HT2Hw4GHlgFb0DioXNLDnIGPYYfTs3K0A1M941k33I25oNcGzZstOtLOd2ThTOaC0wmDEZfkjIsUX4cm+CE30QkxGEIHkBd8IV7gHOcHeyxauQfaISA2gI/LjcQF8TSRyytMxt2kmthzahXtffUMA/UwA/asD+vgnqQ1JL5uMP/oej578RNf4GePkNhTMmYnwtHgExPkiON4DiXlh+NN2QkWjOxqd0mib6PTvxH2bj91EffsWFFQvZQRbhoLaZSiUsUBzlxA+ixSIpM2olEmqMv1iJqEzA1E5M+DHk93A3gfvj9MneMYq8PxN4hbjkYBDwYcgeel1up5/vM34RLfDSPXy63Q4qtdLUwOSbnc59hUC6xUpSg8993e+z2vvjcX7Y/UwzsCWTiMQnmHJBE82ghLzEUDQ+CcVUIRHciECU4sRlDmNsClHaF45QgrKEJI/TSlYxuUIfPJLESQigAQ4vjJjPCETbjGpcA5LoMuJhqV3GIHDaOVG6BAgZoxYZgSECUFiSoiYKPD4Eiq+sCBQrOhkLF0IGrYWPFbgY0UXYyEA4nvYuwfxsT9s+LwASUGIABM3JO5HIKRAxcdSA5LajxVhpq0BWTkKdNyUk9BKakJ2rvJ6OitbF5haO8PC1o3uI4gQCiKA/AkgwocRzJcRTNPyszi7QdfcCu7BYXQlLZhkYITRUyYTPJPUNAxZ42f0FF11jJmdI4zpdHRMzBklHQlND7j5BiMiPg2RiRk8xg7hiVl0BjvQs2kP263o2rBdLRKWVTYbBTPmwd4zmAAKQPem/dh15DxyC0sRJ8utFqSjqDgTK1c2MYKtRVpGCubVVaO7twO1C2oQFBGOGXNm4/LVS7jz8BEdz4+Ezy+4/6UGQFIDuv/5Uxw6ewNL1/RhP0/waw8/J3y+wm0V135UMe3U1YeMThtx4fYnuEmw7Dp6gY5pPY6cv6UeX3/0FU4SQMu7B+me7uM6993mv3WTLqh3+34s6+wnwPrpgAbQRyfS3tuPMwTQrft0T3RBcnPEtu4B9NKdbD14CAfOXsI5gnB53ybGvhu4wfeSOtAhui0B0I5jZ+iUzlNnVS+YuJ6VfYPKBQmMNh2iKyJ4xPX07NyL9s3b0bZxM9q3bkMnYde9YweqmquRXhhGAIUSJoEIiHFFSLw3AeSNwFh3BES7wTtMFn+zgXugI7xCHREY4wafcGe23sgoSkLJnHw0tjbw8xwkgL7FY7oaDYD++VsRPo++/wGbDx3E6g3rGFPPY3lvJ7IqCuEd5Q+PUG+CjSDMiEBybgz+tIOuR7ST8BHtOnUXu07fxc4/Ep/bzri2uHM7yuvaMG3+CpTMX468mhYVx7LnLCaAFqtIFldUjcjcmYjNn4XwjGmw8gzF8AkGeEWg8+YIFbf+/vowwud9AkfqNHQ61F/peP76GuEj3emyLjJBJABSTocSl/QyXyuv/5s8fnMYQTYSbwyfgA8nmzK6+MAtOIGUJXSS8jVKzkdwWiFCs0oRlluOyIIZiKAiCysRUTILoUUzEFRQjqDCMrZDAKLrUQ4oS5apyGdEy4BraAJsfeTWP6Gw9AqBhTudDoFhomATAGOCwoQydWbkErDQBVm4B8CC8cvSndsEjTW3bXnS2xIy9p4hsBHA8FgBj5U4Hr6PHWGmUQiPC+ZzQYRHgKbLnA7Hlu9hJ5ASIBE6lnYEjhSmGensCDJL7jMjXExtNDKjpEhtL5DjMSaWzoxLzjDnMU6Ej7MXAeQZCFcpQAcEwy8wRMUw2bZzdSc4rOHiH4L5dCqjJ0qNZzyGjxmHCTp6GDF2HDWebsiY/5Y9UnIKMLO2kSd5L1o612N6dRMq5jUhp3QWjAi+1PxybNl/Csva+5FfUYnq+sWoW9qGVXQU6+l4AmT9If6MfdvoOI5dRNG0MiQlR6OoKB2lpdlYuaIRGwc6kZGZipr51ehb14V58+chLDoaFTNn4vwlRrCHDwmbH3D/KzogJcKHIBIAHWG0WrF2PUF0VcFHoHKL8Lj96Q+qPXXtgZp4eu7WY+WAdhJAK3s348Tle7jx+BulMzceYWXPRpxkfLv58Te4Q2jc5mvX0VWtWjdIyaz3TrR29aJtbTfOXCIUHz3AsbNnsGHHbiyXnrF+xrwz53Dp/iPc+PQbtYbQ3jOX1b297n71E2PXPcasDejethsb9h/CtmMneFIfRvf2nVjZr1ketmsrAbNNeroOYmA/3dG+g+ji+3ds3Yk1mwn3nbuwcf8+LFi2ABn54cgtjeHfJxTRyX6ISaETSvCGPyETFO0Ov3AXuPpZwyfMCd4EkFeYIx2RnXJH2dOS0dS6gC5wHfaePIm7X36HRz88xcPvflLtJ3RDoo9/fIqP+PjGp18gd3op0ooSMWtBGRKz4ggzb7oecVsBiEgORnyG3K2XEWwb3Y9oB92N6A/BoxUBtIUOqKlzG8rrV6F0wQoUKwAxgs0V59OEjApZgF7uhjpbuR/PqAxMNHPG6x9Oxt/e/hAvERzidqTALAAS+PyV4PnLa+9oxIgleonORyTw+dsb76lu97+/SZckr39zuALZ2yMmYvh4A0w1daR1jIAf/61gupyQ5AKEpRUhNL0YoZkyMVNmh09HTOlsxE6bg2i2EcWViCyZSQDNJICm0+VoXI9MewiUrvQU6R6XMT9xsPWPhI13KKwJBSuCwoIwMSNMTBl5THlSS8yyIBCkwGxJYGjaINjI1ZwnuMjWOwRWUiweAo8AxprvJXHLhpL6jhSWBUDiAuz5vMNQa0dg2RNkDowuDnQqdnydvN6K/74FYSMjmM3s3AkdiVrcZy+Fa+miFxFA3K96y/iZ1XPWrjChAzKzcyF4AgggRjBPfwUg74Ag+BNAvoSPlz+h6OiiakBOvkFYQABNmGqAUeMnYaKuPkys6HaMTFQsm8rWwcMXa9dvxea9xzC45xjjxhFUL2xDefVCpBPy+laOSGS03XH4PNZu2IHSWXNRPH0WKmsXonvLXsadC7w6ZsKCkbSXANp/4jKKy6cjJS0OJSVZBFAuljbXYseWfuTkMYIRQBsG+1BDBxQeG4uK2bNx4fI5PHz8ESPYd7j35U90Pz8RPiI6IcawoxduoaVjnXJALwLoFl2QbJ+69lAB6NT1h+oOpDuPnlcAOnb5Lu4w1t369HucYQxb3rOBDugObnzyDW6r/T9gYPdhtWxr+/pBNK/uIOi6sKq7B6cvXMC1O7dw6OQJRq99BHMv+rbuYJQjBD/5DLe/+F7BZtfJCzy5CSDGsBMEoewTKB08f0VFMIlbfXRQy3vXE1j9CkQ92/egb9d+Vf+R+LVm0zYVwVYNbsZaup/Nhw5g3uJ5iE/3R3p+CAEUQgD5wp+g8Q11QFCUGwKl9hMia2w7qtYtwJaOyJGxzBlxmcEonZOJmuYKLGyrx5YD+3D6xj2C8lvC8xNcefgZf/av8ejbn3Dtoy9w/+snOHzpMjKmZTFiRSA6NQRRCUwigW6wdLKFmb0Vv9cOcPN3JPTc/xVA/05aCG0+egMLVg2irL6NAFpOADGCzVuCzMp6JBbPRWLhHCSzDUzIh66NJ94bb4hXPxiPvxEYf6dT+fvbFB2QxKVXKHExMvFTbjmjdUEya/1vUg8akgKWRCy+9vVhcu8oA0wxdaJdjEMAoRPCWBWeStCklVLRZFsAAP/0SURBVCI6t4Lwm04HNguxxRRhEz1tNqJ4BY6eNgsxtPqyHVVCB0TwhDF2icvxJXA8opPhHBoLlxC5T3w0HPwjFHisCAArug4riUpsrflYwUX2iwgHeSyyJVzsfWSh+1A4+ISr0ct2lD0dk8DnufMRx0PwiGzpbhwEKHQ0AiMnHivOxFGikbR0Uo78Nxylu1xARJCJA7IgVEwJHpGJOB4FIB/lgARKIgGOyJontUBMes7kOGMFINpuwkcLIE//YPgzagWHRSIoNEIByMbFjYC3VEXohmWtBI45dAzodqxt+Fk8CDYn6JuYQc/EUn3WdVv2Ye+xS4TMBWzZxyv+zqOMMed5xd9Cd+rGL3QRnzunHNDitjVY07OOEacPm/adUGN0ojPyFYB6th7A/tNXMa1yFlIzE1EyLQeFhZlY0VKP3Ts2IL8gG9W1VdiwsQ9z581RDqisshJnL5zBRx9/gvufyI35eJVWtR/pin+Gh18+xbELt9W/rQXQtUdfK11/RHfz0TcKPC1rN+A02+t0O3tOXMKKnk04cvE2o5a4pO9wlu5oOeFw9MotXB8CkGjjvqNqzM9qOiD52VZ0dtMBdeHIqVM4ee4sTtEJSe1neVcf+rftpAs7h8sPPsLNz74lVAax9chpXPv4a77XD6oHrpW/s6NX7uL8vcc4dvUW9pw+z2NOoFVGU3f2qMGNEsMkgqnYxVgnAGrbsFkBqIMxrG/XdsxfOh+JmYFIywtESnYQAsIdGY0t4RdK6ITYwzec5xKh4xFgz++iGb+HhnDh86FxbkjM9qcDCkdpdRzmNBUwOq7Fpr3bsPfEEZy9dh2Hz1wg1K/SBX6Hk9cf4Dzj5OL2NsRmR9IQeBAy3ggK94Sjmx3GTp6iej6nmujxu+3If8/t1xrQH0HnRT0H0JHrmL9yPR0QAUT3UzhPnE8D4gpmIqFwFhLoepz84zBSxxKvDZtI6IxW4PjbWyPwkqypQ/ei4pPqYpcZ5+JwNMARCAmM5P7mAqiXpeXxr/L1b4+cjPEG1rB2D4F3RBpCkwsRnV6CmMwyRKZPQ2hqCSKyypE9ux5JZVWIp8TtxJbTjZXN0QCoeCZiqKiCCjXy2C8lGx4xKXAKjYN9YCRsfcPpVML4+aMZOaLh7Bel7hGmkcAkjPGJMGGcdPAOh6OvTI+QfXQrPrIvRMnRl+/B4519I+DI99M6HoGPtA4EkmwLfKTeIY7GUaDEx5aOMniQLsfFB04KPASSh7gfaQkgbtsrJxWoYGIhkHkBNrY8ea2435LbShLRKFs6NQGXPCeOSJyRFKedvQPh4i2gC4BnQIgCUEh4JBUFD1/CkQDSt7RVEWxhyyroGllA19CE7+0IW2dXxjs7JT1CSkA5sHW/6mnadfQydh65iK37z2D3sQtqZLIAKDotH72b92Pm/EXILCrFzJp6rOrdqJzGHjqe+JwiFcG6tx5UgwKLZ8xCXEoM0rOTkJGVpBzQhnUddECZqCJ41navRvmMMoRGRdEtlePo8cO4c/cu7n/8laoDPfzsCR5QMhhResGO0QFJL9i+E3QlD78geL5mrPqWEeoHFcMELuKAtADad+qKAtCxS3eeA0gK1AKgIxevayIY4XPn8yfYsOeommohAGpauQot7Z1Y0d6hHNDNe3dx8eYNDNKpSASTGtDu4yd4wt5XAGpdtwXr9x7Bievy+DucIYBW9m1VXf4yVODwxRuqGC31IAHQovZudG7ejt4de9FDV9RK6Ah8JH4JgFo3DKou+N4d27B41WLCJ0wBKC7Nm39nK/iHOsM7iBAItIFHkA0BZMfvodTuDPm9MKQbskdIjDOjkjsyinxQNDsMZVXxmLdwGlrW1GNeYwV6N6xF/+aN2LhrFy7e/QiXHnyO9g0bEJ4SCZ9ILzh5y/3cnPm9laV3ZWqQCeO8IS+WZvwMHvzOO/xaA9ohEKK0taDfSAA0BKLBw9dQs3wdyutaUVTVjMyK+UiZJms8l8MzPBlTLVzw7hg91bv1N3E7BI8M/hMH85JWdDjicjSF4yG9KdFMA55X3vgQr709mhGLxNS1gqVzADxCkxCWUogYQiYmuwLR0jJeRWdNU3HLITAW/sl5yK1uRAKBE0fXE0PoxDJiRRM4oZnFCE7Nh39CFmNhMtzC4uEaQrcTFEPgRNLtyCz7SDgGRBNwSbSgiczAMXANJIy4z9k/Ck5+PI4wciF4XAgnaZ352JmwcfET4Ah4QjUt5UIH5USoOYgboquRSCWgcRJHJG5IgcYf9oSQE8FkQwck9RpzOhpzW1dVOLbgSWsnPVzcdnQTKNEJ0WnI66UXTEY+C1Ss2AqQ7AgqcUFWjtqxQBqpeV4EhDPlxs/iRlAGhMfzi8DP6Bmo5OYTpGo//kGhdEERqive2skVBpZ2cPMLRRMBNFnfFBN19GFFADm6iQNyVi7IwMyKn8sfAzIpUgB07LKC0NYDZ1Qht31gO0zsPRCZkouNu4+rIvRKnoitnX3Ydegk9h0/z+POIZ4XBlN+dinydm3ejZTcXASGByAuKQrpmQnoXLMUe3asR2FRHuZUzUF3TwdmV89CRFwsSioqNAC6cwM3bt3E9du3cfXGDeomrty6izOXb2HX4TNYuroX+46dxfX7H+P6g09x4xFj0Mdf4tZHn+P8jfsKiCev3MGZGw8ZJY8ywrTSjV1iTPsKl+9+QgA9xsruARw+dxE3+Zpbn32Pu4TQJjqgxWu61b3JFi5fiSWr1qBuyVIcOnEc127fxMXr19RtgFr4M/cQHruOHCPw7irgrN6wXTmoKw/5fp8ScnceE2ZbcODcNRy/dgcHGMMEQNuOnsKKvg0KQOKApA60ZnArVg5sxCqBELdbud26XhY728zIth1LO1YgOiUICRk+yCgMRkyKF0KiXRCT7IeIRE+ExXswEtnyO2LJ75EpHOiCfAkg/1ArJGW5I7/MD1lFvsgpCUZhWRTySyP5u47C3PkFaOtqweqeTuw+ehx7jp9ERfUMOioZjW/LmG6ohlromJrwXPGEHV2PtRu/J972cPd3oSu3IICGwPMcQEOw+SPJ8xsOX8WcJd0oqFqMjPJaZFIRaSWQxb9G6VjgrQ8n441h49Vi7/94bxRee1di14gXCsdaETrS9f6WxuVIYfqVN0fijffH44PRutA1c4ZHcCKiGKtisqcjNrfyt8rhvuxpiMwohlt4AvSdvNUo4+w5dYiVaJVdgiAZNJiUA//YdMIxEV4ClshkKgmeYQnw4j5p3YIJIsqBsHEmdLwjE0nwBHiGRBNCUXCjXOmQ3EQBkbSOUcy03E/ouBA4Ije/CLjysSvBo/b7EUA8uZ39CSAfufEhnRFPfGfKhQByFDdEANkTQA6Mdc6EkxSQRU6MdQIa6bUSlyLjd2SelgsdkKt3MK8mfC9CSABm5cTIJY5HxN+BPR2TwEbGAWlGPMtzHrBx9eZrAhDCn62AUI6MS0N8Wh5/Dro0vq84IDefQFWA9gsinELC6IZC+SWM5HP+tOsxaF7ZgSmG5phAAMk92V29fPj53ZSMLKz5/n4Y2E4HdOoqAXSFruaSAtBuRquODTsVgMISs7Fux0F0De5C7aLlWNHRi96NW1C3uAUllXPhGRShakVO/Dmdvf3VQvT+If6ITYhAenoCugigQ3u3YNq0YsyaM5sOqB0zq2YiLDZGAejwkQN49OAm7t66jAd3r+H2jYu4cfUcrly9iB1796GT7mHJqi7sOXQM1wipazev4cr1K7h24you8pir1y7j+KmT2Ln/gLqr6uLlbcgtLcfOA4cItDs4xdh05tIVRs2tOMzjTnP7BOPR5fuPGTf3Ys7CJWrwYUtbG5auWoW59XXYwhh07tI5XLhySd2FY/naftVNv+PgIZy9cQs3P/8W7Rt3YGDnATqsr3Hvyx9w6d4nyukcOH95KH5dUKOeN+w7jJaeATQRdGs2biWAdhNem3jsBrQNDBJKWwmijVi9cQPWbtuM7u1b0Ny+CuFJoUjI9EU2IZJeEICoZFfGMl8k5RJCye68KJrzgmLBv6k5vANlBUwCKskZadnuyMxzRXK6C9JzvJBTGIDkDC8UTCOMyiNQ11yJ1q4V6F7fh8qqGfw70Nk72GDkuMkYK/f2J4DEHZvb2/ECLJOijWFgZQAdMz1MNtL5fw6g9QcvKPeTXVmHlOI58IlKxwRjR7wzWh9vDJ+sZqjLbWdee28MXpUFwWRMjrggtq/QEb369ijVSh1IYtkr78hAwbH4YKw+Jhna8YTyh39kGmIypjHOVSJeetJyZrCV7UrEcTsuewaiGb1CU/LhGhoPE56IOowV3rFpSC6ZpVyOT1wGfAgev7h0BPNLH8jHAXwsMPKPSSNgCCKBEgHkwfdwp5wJIbeQOPjyJPWLSIBPeBy86JJEHkHRGhE8ngSVJ7fd6HAEOCJ3uif1mPARAKmWsHLlPkcBxpCcKGfKgZARt2JP+DiIM+E+u6FtAYyrj4AmiLHMi9CiO+G2O/e5KYXyC0Ng8XjpFRPJWCBxPQ7PAaQZ+ews70H4yIRTBRme2B6EoTvlQTi6+dKx8f3FAXkyZgUwgkn9RwugoPBofpYgAigWy3jiGpjzyqZnyPd3JkhlPhmdmYcnjKxsFeDW0wEdpAPaSwe05ygj2N6T2LrvJOPIOsh6Qx7BUZhR24CYVP6NgsPpbiIJOX4GTy++j0xFcVBTNnRMLKFrbA4HFxd4+XggKjoMGemJaGtpxN4dG1FWVoIZMyvRvnY1ps+ejqCICBSWlmLf/t24e/sKAXQJHz+6RRhdx/27V3Hv7g0cOHIIPTxZl7R1YN/hY7h//w4+IqwEUgpY967j0f0beHD/Jk6cOobO7i60rV6FLLqw9YMbceniGZw5eQTnzp3A9VsE1pVzOHX+NNbv2IWjBFPPxo2YPq8Wm3buxIHDB7Bp+1ZU1y8g+HbhFl3ZrTs3FQRbe9ZhLWGxg5A7e+0aLj78GI2ruiE3QTx39zGufvQF48ynaO0fJHTOqqkYWw6fYEQ7SOhswVI6rKY1axV4emTk87Yd6NhE58Pot5bRbtV6uSvHBnRu3cznNquaTFJuIkLjXPl7d6MDckd4gjNCY50Qxe2gWAe4B1rye2BOgDgjLtUVCemuSM3xQGa+JxJT7XjBskF0ggPiU1wRl+yJ1Ey6qRwfOqJ41DTMQu3CWoTHhfM7aINRE6cSQFNhaG4OE2tzOnI6ZFn9wMka5o4WhI8+xuhM4flu+P8cQAP7zqF03jLGoWKYuwRiHKHxzhgjvDVSH2+P1MObAiG6mFffG4u/vSMAGomXBTjvCpAIJhl4yPYVRqx3Rk/FJGN+cRljwhLzEJVajAS6nUSCJ5ZttFIlHdAMxq0Kpci0aYhIKUE4XZcHISLwMWIUmWThBA86nLSS2QhJzEFgfJZSMLfDUvIQQncUnJiFoPhMBSO/6FQVtXzEFSkQJcIjLImuKAkB0SnwYzzxDSOMQuPgR0h5E05edEcCIC/CRwCkoDMEG3FF2sdayT5xRgIXLXikFcfkSIBILceewBE3I/u02250T25+AiFeTRx5daIDcedjL8YgDwLDVdwUHZO99Ig509kQOlIzsnWWk1gARNczNP1CzQXjY4GDAE0clCOdlaz5I8dpQScQ8vALVvFLABTECCZ1oJDIGDWWRwC0fE0PHZkrJhmYMP65EILiuDz42X3VuB+JYF3rt2LD1r1Y070Rjc2rUDpjHr/UqQp+OsaECqOaKSFjZmsPC1s72Dk5wkHu887W1tmRX1hrGFhY0WmZYKq+IewdHeHq6oyIsGCkpcQpAO3ZNoDikgIUl5ZgTWcbKudWIjgqEnlFxdi7dyfuECa3b15gexH3bl8mkC4RKtdx7ORRrNu0Gcva2rH/8GE8fvwAn31yH3cIrPt3rqntTz++h48fM66dO4Ut27aip78XWfn56OzpwuVLp+mmTuPalVN8v2u4ceM8LhFCW3bvpMO5gPWbNmD63LnYuXc3jp84jO07tmJObTW27thC2N3Ew0f3sP/QIazuXYf2vnXYf+QIzl+9itM376J6SSvmNLUwbt1VvUsXCaCVBNDmQ8dxis9Lu5oRq7mT7ooAEwCJ4xnYsx99jHV9u/bw8SY6op1s19MBbSSANqFzyyAaVi5DcBzdbbgLfELsCX47BEY4ISjSCT5h9vy+OxJInvxu0P0EWSAo2hyRCZaITbFDSiZdUJYb4pNdeDGyREKqF7e9kZrlh7gEFxQUxWN+YxXKZlWqycNvDR+J194ZiTc/GE1TMQZ65kaEmxecfJzh4GUHe0872LrZ8SJDEFmY/T8E0AlGsH0XMbuxHUl5c2jringy59JR5FN5PJEz6BZSGF2SGFviYGjriYnG9phs6ohJpg6YbCxrDjsQOg5qpT6P4ATEZE1DYj7dDZ1NZOo0BZnozHJEZ1BZMwiiWYjLnYP4/FlIoOIETnJsVhkCknPgSDDY+UaowX+hyXlIHwJQcAKBk5Cj9oWn5rPN4X7ZRzARQOKC/KIIGkrjhggfAkjaIMIpgA7IXyBER+RPAPnw3/EmgCR6/R5AInFFGghFPJcXj/Vgq2KaN8FBSevmE8YTniAQ4Ij7IUxkn0QviWfuEuOGQGNm50bABMCTUPL2p9PiPhfGOC2A7AkgmUZhT9jYSZ2I27auPrTBHoSXBkDifrQAEgflKvUegig2JZs/UxQ/i2YckEQw6X5XzmcIQMERMQqE/oTxivY+Oh5fuhMLWBFAjgSQnYcH5QkTWwe6IDuCKhJe/sGwtneGla0TrB1cYU5HIwMUDc0soGdiTktuzm1zmFlaquVa7R0dYEOLLgvWG5iZEVSmak2gCVOnqv3OLo4IDgxEQlwUljbVYMfmPpQQQCXTSgmgVaicMwPBkZFqbegdO7cSEIw7547j3JmjOHXiIM6cOoxzZ49j955d6O5fj6UrV2Pv/oO4f08c0g3cuHaewKJjIngeP7yFh3RCx44exGaevIObNtJZlaCzrwvXr50h0M7hNltxVTevX2C0u4Ctu3bg9Lmz6FnXiyLGwG18fObsCezZtwuzq2dj4+YBOrBrePzRfRw+egRrCKA1PT3cPoyzly7i/J17aJL7jLV14dT1+6on6dztj1C/sl1FrHN3H+Hwpevo37UfDa0daomPhasFQJuwbvdBbDlyHJsOHiGwNtAhbUZLb68CUPvmjVi1cR0WrW6FW6ArLxh0OZ7mqgveJ9iGf3trBEY7I5hOKDzBjQ7YkvHLHIGRlgij4wmnImOtEJ/kgOh4R4RF2yEixgExCe5ISvNAfKIb8gpisaCpFuVz5vLiYoM3R9BYjBxPh2OEcbpyt18ZDW8KM3trfkf4d7cyYWuJUfzbvjd+Av608/gt7Dx+G7tO3MFutrulHdKuk7eUdp4Q0T5S20/exLZj1/lDy+JIVzB46BIG9p9X7eDBi1i/7zxd0ln07jiGkupmJBcSHnkzEZVVjoi0UtVjlUiQpBZXKSUXzUESjxG4RKaXETgzuD0bcXwckz8T0VRM4Wyl6IJZSjFUbNEsJEqvVs40RGWU0DVNR25FDTIYC8VNhcQTOPG5zLf5iM0sJtzy6Z4KEC5uiBAKimE0i6MbkphGAPkqN5TAbbGqGbxC0AnRGfkzmgWEJsA3KBY+gTH8A0VrtgVGfnKyUQSPPPbhc97cFsk+Lz4WuUlBWmo/dD9uEn/oZDTOIxjOhI6rJ/cRTGpWOuFhYesKUytnnsSebF1g48CrEyHhTkD4BIbz3yT0eLwUlB0Zv2RWu1ayz+H5Pl9GGMKHj2XCqUBHAJaYloek9Hy0tPXQWqfzOcY+Oi+ZkuHhHQAv3yCCKJRxLAJ+lAIQHVDb2gH+TuJg4eAMMwdHWDg5w5gAMXNwgK6FJaYSLFKUtuV+UxsrfulsYeXiROtNZ0O3o2duiYkGsiyHIa+WBuoGhRZ2NrB1sIO1rQ0sbOh+TM0YvQigqboYN2kqfwf2cHR2RlBQIMIjQrFg/izs3j6AsopiFJeVoq1jFWZVz6FTi0Zqbh62bN+Mq1fO4vSpgzhxfD+OHN2Pk6eO4vTZU9ixZzdB0o+lrW10KXvVqOlr1y7i5o3L1CVcOH8Khw/twcH9O7GJJ+6KlqXoo/PJLy6mo1uLG9fP497Nc7hx+SSBdZ7wOYez589icOtWHGS8W7O2A7klJdi8czuOHDuIPXRjM+bMIsg2KqiJuzp8lMf196Gtuxunzp7GSX6uc9dvqTu2zqpbjGMEzdnbj3D27sfqPmN9Ow/h8qPPcfLGXew8eRaLOrqwrKcXjavbsXLdALp37EQ3I1jv9p1YuGoN5i5ejOl1tVjW3UkQMUIO9KOVrZO3fKdMYGatz4ueCV29PQFkixC6nwjCJTrBCX4hZgoyAWFWSr5B5ggOtUFQiA0CA634N7CGn58lty0QHWuL2BhbJCZ7ISGZF0ZfH4ycpIf3R0/BsLE6GDZOh2loLN75cALe/nAM3h8zjmAajXdHjWE7Bm/QKQms/rTzKKFy5IbSDq24b8dRtic02k7giLYevYbNRwkeaiOBs+HABRXJenedUu0GAmg7j99GbTx4ARULVqiaTWbFAmRXNiBreh3Sy2qV0qiU0nlILqlGkowfIogSCjTgiWUbS+BEFcxEBN1RZCFBUyQQIny4HU3FFc/m62YRbhVUOdK4LQDKLCWAkvIYtRi/6IIkfiUQUrFZJUoCoRB5LjYDoUOtfySd0BCA/H8HIF8C6MUIJk7HmwBS24SMSCAj7kj7vDzW7he5+zKm0eFoajuEkHI3hAEdjSudkJu4HnFFHrIKoR8B4qvmaUlrbOGgYpaHbwiBF8wvRQQBR4clbkp6xGQtH0YprWR2uwMhZi9zv/jYgZLIpQWQKC4pCwkpuaipW4pQwlegJf+2zAdzcvVSC5JpIeRNuXjLzQBjsKprPW17PGOXt3JAVi4uCj4WTsz4NrbQtbJmRHNg/BM3xPxvZw1LuhcLAkiAZWBpgwlqmQ19dfsdWdjekuARAFmxNbWUBe9N6JJMMUFXH+MmT1Ez7B0ZzXz5BQ8I9sPcOeXYuqlbAahoWjFa21sVgMKiY5GYmYUNdCyXLp7GkcN7sG/fDlUTOnjkIA7SeWwkKFZ392BJ6yps37MHJ0+fxKnTJ3CaOnXqJE6cOIajdD7Hjx/Cpk3rCbsaLGpqQirft6WtFQcP7MLZkwdx8Qyj09kjOHJkH47xNf0b1mMXY1dL6wpkMK5t3LYFh/jc3n27UTGzklFuE53TFeW09h3Yi9V9vWjt6sLRk8dxhFHt6JlzqF+2CkUzq3Do3GUcv3KLjue2mpXfu2M/zt0hkO48pFE4RQB1YsHKlZi9aDGdUBc6N29BM/cJfApmzUF1czPyKiuQM2Ma8mdPx5zFDahuqoN3iPSMWvACYQI7V2P+DQ3pzq3593RAfLonEjM8EUEI+YZY8DsrvWCW/L6ZwsePj33M4eVlBm9vC/j5EkiBBBfBFBJqRRB5MKIlwMTKEu/S+bw1YhxeZ/ySDqhX3/0Qr703ku0w7vsQ/3h/BN4YNpLHEESjx2HUZB0C6BhdDqVaOqA9dD57TtIBMY796oBuarZP3cKOIe08LXGN23REW49f1zymdp2R9hY2HbpIdzMXJk6ByCKAMmfUKWVMX4D0ivlILa9F0rR5SBSVViOhpAoJBFEcHUxsKdtpVYgmZCIJoSi6nTgCJqawElH50xGRU47I3HLEEjwx2dMIuTKkFFQib3oN0qfNRihPrqBEqf9kISyVAMotY8SbpkAUlV6oHFAI3U8YARUSn8kMLHFMXJAGQCGxaQpA/uGMXiGxCkIKLkPRy1sK08ExcA+g++Fj2famtNFM9ZAxennQHbn7MYJJ7FIQkpawUQ5IQERXxCjl6hkKDxk3RAi4egXyDx9ClyNQCiKA7AgUbwUC78DQ5wCSrnRxTAo2srbPkCSOyfG2Uv+RQrRAiMcoANFFuRA2WXllzPNx8ONnlcK2/Jvqdc6McC6ecPP0U/Im8AR6MlBRolpr5zpCOZZxzoeuxhnmjnQ2dvZ0Og7Qs7aGDiOVkQ1BQulbmsGIVtvc0Q7mDvbqWHFIE/QM1cjpyQSQoakJLOl6rOmCzPkFNjaXAY2m0KcL0mcUM7IwIzyd+Vnc1O154hNjUF8/F+t62hi/ClBcXoqFSxepW/NExiUgKTsHAxsHcPLkUSxfsQyNixpR37QQDXQFjUuWom7xEiygFq1ow8CWrWhuWYGlLSvRsrINS5Ytx5KW5WhZ0YLGhfVITk1BdEwsYmLiEBkdh6qaWhQVFqCM0a+8tAjl0wpRXl6Equq5fP0KrO7sQEVlJZKzs9BF1zHI2NW/rge5fM3q9lW4d+cKrjMabtu5Dcvb16CZEDl57jQOHz+I7Xv3MMJUo3D6LOw8coJJ5Az2nrqEvBnV6k6sp6/fpTO6hvaNmzC7cSGyy6fzApvAi20ZmhR4ZqO8dgGSCoq4LSULfu/TEnlBz+L5kM/jsuHsY8/4bEXHSQfkbsbvHx1OiAPjliOyiyMZwVwQzHjlyQjm4W9Gp20J/xA7woexzcUIDk5yrzYjuLgZwU0cVIAVv0/mjNf6kHXBx9GxjpgwlU5nEiEjHU3DCCG6nOFjFHDeGqFp3xw+SundUWPVnXX/pGKXFjzU3pN3+cPfxZ5TfEygvKjdQ4B5UTtOMZLR8fwRgKT7XNZKVgCqpPuprEcaIZQ6fT5SCCCBT0KZRvGlVYijYks0AEooq0asACh3BiJzKhCeWYKQ1AL4ER6+hEcot2MEQIRPPGGUSleUN4PuqnQ2XU+u6vkSSf1HAKSVFkDifiKSchEqNSHGMX8pPBM+/lFJCkBBdAYCIKkB+RFAGodD2LAVKCnY0OUo8Ijj8Zd6T6TGFQmACBx3qQ+x1QLI3Y9WlfIQ50MAiSSaSQQTOSmXEsSTPpQAClPbBqY2dDmEAYHkHRCiIpiPDAeQgvYLALIbcjyyprPss3PyVrJ38VEOSNySApBnoIpzAh0PX4lk8tif7yVxjQCjA3L14PHuPvDkcy58zo5Ak/FCKzv64R8WCwcPb1gyFglUTAkgc3E3Qw7I2NoGJtZW6gaFBgSIbBsJmGSpDpkVTwBNlrqAoRFMzWXlRGvYEECOLs78jO5qhLWBmQUc3NwJXH8EhATAP9gX8QlRyMxOQ1PTPGwZ7EL59BIFoPkLF6CSAIpOSEJyDgE0uF65miXLlqK2vg7VdVR9A2bPr0PlvPmYNb8Bjcvb0L95G+oXLcH8xkVY2LwMtQ1NSlXz5yM2IYF/A186QM24qNCIGLqseYggkMIiIxAVG01n4INAxsLg8HBEJyajrHIOktMzkES31LxiOWbNnYE5VbORQSDVN9bh1LEDOHZ4L1ataSNsZqGyqhqHxXGdOoT+wX7MqJqH/LLp6N+yDe3rNvI8PI+8irloam3Hics3sH7nHvRv34HpBE1B5SxeNGMRm5GF6kXNyJ0+A7MXNikAFc6exYtuIoKT4nghjmc6SEfmtGx4h7oSNm7wCZJivwkvKtb8LtrwguKAqAQPxDBK+QZbw9nTiI7dnNt2/NltCBtzODkZw9ZejxcCE16kdOiudemQ6W4dzDBOZ5LmZpXjp2DUFH0Fmtfek97tD5TreXfUOKUxss439aEs50LwjJw0GaOnTHkRQBrtpfvZK/B5AUACHgWfIcC8qO2/A9BO2UcArT94HiFppTB3D0MGASRLc6RWLkDKjPlIZFQSJVUQPhV0P1TctLkEzxzGLgInu4IqJ8WLERCfi4C4HATE0qlQftHSlZ6JiLRCRIv7EbDkVyCF7ihvei0yCLDwpHxCJkcpIqWA4KH7USpDdEYhQsUZ0f1EJGsBlKYBUFQi/7ACoFQCiA4ojPGLsPEPiecf5Ncaj6oFCXyG5CngIYC09SDtPuWA/gcASQFaHJAUoCVqCVSkp8tTuvf5nJm1nJhB8OLrfAI08FEOSADkJguG+REyAg8Bj4BEYpls+/E5PnaTBcekxjMkOiABkBtjlZtPAAEjx8qoaWdY2DjQjTipArK09k4yi17mkznyswbTAfXz9xEFW1cPmNszVhE+JnZ2Kl4ZWttCx9SCn9eOTsYCBnQzZnQ3FoxW1nRIFrb20DFkvCKErPlaV3cPuHtQ7u5w9/SAhzfB5+nJ19A90SlZ2tvzc7rTpfkiKDQAiUnRBFAKGhrmYjMBVDG9VEWwlrYWzOKJHpOUoiJY/8Z+nD53EkuXt6Cmvh6V1TXIK52GzMJipOUXIaukAnVLVqJv83bMI3xmEkqNS5ZjXn0T5hBO4qQ8/Qi+sHAkpGUhJSsfYTHxBFkDaheKk2pBC11HGt1W+cxZWLd1G7YdOIL9x8+is2+AUSYDVXUL6KCS6DSzkZyRhgV183D8yB5s37oeC+nK8qeVIKugQBWrDx7bi+WrlvK9KpGRl48lbW1Yv43RUQA0fQ5m83Ot37kblQRj44oVKK+uRiL/bZ+wSH5/UzFzQR0dUTmyK6YjLjsXRbNn86KbzItvHAITYhGdlYKk/BQ6cxfVC+bmY82/NyOVvwO/Zzb8PjFORTrzO2XJ74QpnbgFf34rfoeMeVEw5t/JggAyg70DH7uaEELm/A7JbZlMMWbKJLw9UhyNxKox3B6Ld6j3Ga/eHzMeH1DjdGTJlqkYIzU9xmpZPUGtE0WXO0YAtOcYIcP4tfeERvsYvUR7qT2nCB5KwLNjSLuGHgtsBDRbT1xXReltx2/wsSxsdgNr95xCY/8OJMn8sLIaZMxaiIzZjUimC0oigBIIH1F8eTWiSyoRnjdNDRwMlWVLCYWQpDzSu4C/xDzCRnqt6GZiqaE2hECSLvvYLIFKhSpAayLYfKQzwmkAxPehNAAqVUrkvxOdUcD9jF+EUGRyDkGUiUDCJzCajic6EV6h0aoHLCgyQXU9S+1D5BNMsASJw4lQcHkRNlKYFihpABXJljGJoPAKiIaHXyRPXunZ0kQvcUUiqQeJBECqOE3gSI+YjFaWxeLFoQgwzG2cCRVGIrohd76PB4+TVmpHaikNSkAkkNFIAyVxQiIV68T1aAFESSFaXI8UjK0cnBjzrAgHY0w1MIIupSPLp/ILYkQQyI0IDUwt6Ui8sXx1F3/2IILKnrZbnI0NjG3sCCEpQvM9ZHExHierKDq5ylIfHrBzc6ZjIsjomKR3S+Di4OIKdy9vBSAvL0/CR4rsnvysHnRAttDjv2lOR+VKR+Qb4IvAEH9Ex4UjOS0ONbWVGBhoR1l5MQqLC7CqsxVz59Mtp6Qhng6ks68DB47sRt3COlTMnI3MnAJExsYhPjkZKemZSEhJR13TMvRs3IpGRrCWNe3o27QVgzv2Ytu+w1jbtxGpWXmoX7wMuw4eweCuvUjIyEE9XdLBE6dx7OwFHD55FtNmCRwasfvEGRw4d0nNh1rH90nKzMSsGjr65CSkZGciLScD9Q3zcPToLvT1r8LK1mUoKC1GfFoq1vZ3Y3DbABqa5qO0bBpSMvjZFi3E+s2bsP/UBeTOqEIFndviVSuRyZ+1Yt5cFFdORwwB4xMqQ1eSUV7Di3dWBpVFR5SNoplSA01CYHw0ghJjEZmeRDAl0wFJD6klrOz0CCAjfn+tER7jgcAIF14Qrfm9M+HfgNGLrsdXJqP62dIFEzZ8jbOrJWztTGDvSOfkyr+NlTFGjB6PN+hwBD6vD/uQsUvG87F9fwTe+3AMRoydiGFjJmD0pKn4cBxdEh9LO5z7PhBHRChN0jfQOqBbdD8aCXi02vMChJS7eQFIO0/dUu5n4MB5tA0ewIoNe9HUtQXTm9uROXch0qubkDq7Aakz6wmfBqSzTSqfp4rH4nKiCIyIvArNaOWUHMgdIUIZl4KT6FwozdgdOh/GrSC6lVBui6SLPZTRKYaRLJ4OSOo6SXyflILpKoKlFc9EeLKmp0u63SP4vol5GgCJotLzEByfTueToRTC7QCp/xA4Tn4hsGEUsfPwZ6yKJHiin8t7CEDSta6JYprCs3TPS0zTdNNL/YeAYkyS1osw8qRrkXE07n7BkHtriZPQOCDt+BtCRIrDBJSMxZFtgZUqCPOzmFnTiTBeSYTSdJ+Le5EoRfdCiZtxpmuSUdIiKWJLT5q8Xk3d4GN5XsCkxPcRCNk5e0LXyIRxxxxTCJ2x/EKMnjARY6nxk6dAh18OPSNjygT6xua07R688ncSqEFqGoaNoxNsnJxh6+YKa1cXGNEJyWBEiXAyMNHBzQ12Li6wdHKAmT1dEt2Sjol0sdPd2DnStbnA0dmFwHLl53bj53LjiSFLh9jRPVnxRHFQz0nUEQcUnxRDVxGH6uoK9PetQUVFKQqLCrCmow01C/i9Sk1FMk/CVZ1t2LlzA6YVpKE0LQEz0pIwKzMZpXxtengQKgiE0uISuo41aiDguWvXcfryVVy4cYftDRw4dhr5JeWMUatw5Mx57Dh0FCk5+ZjfvBSHTp3F8QuXcZj7K+bWYFZtPfYeP4NDpy/gEKHU0dVHEKagYs4cxDDGxRMUqVnpqKquxKHD27F5Sy9Wt69ASUUZohITsLqrnbDpRU3dXOQW5hGgKYyK1dzfQQCdQ8GseYxbMzGnfj5ySvOxYEkTcqYVIIrRyi8inE4+ESV0f8kFeTyuEok5eSidW43kfJ5HibLwVwwdEMGckwavEC9+hx35vbWGV7AFgqLs1UDEgEgnOHubwdpJlxc+U4LHihcHS9g5GNKZWsPT24GtHRwcCR5Lfdg5mmOq3hS8+8Fw/OOdYXjt3eF4U251NWwU/sHo9Y/3uP+9YarnS3q7tPqHHM/9ClgfSDF6BEZMmEAAMXbtFvic1GgvASNSj4/f5HM3sfOY9Iax5b5tx66hb+9ZAmcf5rWtQ3FjK7Jqm5FNZdYsInQImsr5SJ1FG0ogJNLlJJTORTzBI7PUIwiN8MxS1UbmlCGEABLXI6OaZcyOwCWUjzVjd8QNaWAUyeMi0uhsxLXwcVwOHQ0jVTLjVxIlbd6MGqQWzUCYjPkRAFGRfE18TolyPhGpuQiKT4M9T3IvuhuZs+XJiCWtlcwWl2JrmPRkRahlSwUOMgVB44DockSyHUrg8HVSjNYWqX0IIW8+5ykuKUgAFK4G3zl6+PLq7wYbXvUltlg68KRj9HHwIBwk/rj7wJ6uwYn/toBK4ORFaElvlpWdK52GrQKK5l5d4l7ECYlDEvhoakYaEAlYhmo5AgG+p62TO0UX4sLH4ooERFoAcb/MTp5EOyxd3h+Om4CR1IQpU6FP8JhaWsHc2gZGZhaYpGsACztnnpSrVVyTGOVIwNjS1ZgwYumam2KKuTndkD0MzazoYGRdZwPoyg0L9fXVqomjJ+to7nRhaKZGyo6eOJmgm4qJtOGT5H7y+rTosng9bbqBmaVyZBMnT+aJYKcAFJcYjSSeeDNnl9FJdKBy5gzkFxagnSdxVS3ddFoGQZGDJSuWYOf2QdTNKEHrjCL0z56GwZoZWMYTtzIhEovKC1BcVILFrW3YvHsXBhihdhw4jMOnz+PoWcLlxDlMn12tBise4b49R08gu7QcNU3N2CyD/jZvw3YeX1lbx1hUz3PkNA6ePMPoN4gZs2YjguCZUVWFJDqckunljFYVmFczC6fPHMCJk/vQ278W02ZUIDwuVoGmq38N5sybyWPL6MgTUFkzGwuXLsTuo0dRQDeTN70C06tnonTmNNQ2LUBWcTbSCjKZBKIVgIrnzOb3P0cBqJCOr56uroQATC+hy8rNRRLBlpSfBbdAfg8Yp5wJFxdvC7j5W8Ld3wrOjFx2bkYwt5vC74o+L3LmjF5m/L2bwMbOmC7Vnu6Hj+0tYGllAlMzI0zR1cHIsWPpZMbiLYLnDYLndYLotbfl/nrDFVzeHDFKgeYflEBHgYfu6LX3hym39OZwvmbYMEYwVXwmcP7FAUmvGKHDaDVA4KwePITFXdswp6UXpY1tKKpbgbz5LciuWYKseYRP9SKkz2qky6lVBeVYOpHofNpFKjZ/BuILKwkgqe0IgGTmegkBVMrtYoTK+Jy0QlXXieB2ZHohomXsDlsBkeyPSi8iQBifZGQzQRXH91HOh++bWjST28zAjGTRcgNA6d16AUBx2cUEkIwDyoVrUBSc/MPhH5mkwGPhLEukesKF+3wjeWWhEwqISlTQkfWJZR6Wxg1pQKTRkOOhNA5IakSyTwrVjFwEiQ0dg6mNg4ophpbWdAc8Mc3M1ChfS0YfE17prZxc2NoTTM68Arnzi0Cn402oEDBSUBb3o29Ce8zPoXU77uKQKG2skm51zbKqdE+EiwIQ38de1XWc6Cj4/oxx1jKnjJDV9LRJvclTQWCc5HO2sqjYqPETeXXThwXBI3UbkamFtZrPY2bjiEUtbXydO6bIVAxGN3Er8nNNJWgm0UnJFApDupepJqaQmxBKT5bcC+zDCZMowkVf9pup7ZETJhM6hsptTdHTJbhMKTPV/S4Akjg4buIEWNtawT/IF+FRIXQVUXQnOZg3f7ZaE7p85kw0NvO7l1/ACB2L4Jg4zGYkWdG2HNNyU9FckoY1JSnoKEvH3ORoFAZ5oD6XkSQqRkWlijmzGMOW0wkdInwuMl4JgBivZsxG09IVdDznFIDSC4qRmJlDADRjZWc39nLf/EXNdCsLsOfIUWzduQMdHWswo5LOPiGR0Ssbyenpao3qOTVzsaCuCidO7CGA9tIFbUB13XxkEZ7y3OKWBjQuruPnrkImHd38RXUEfRM27dqBGfNqkV6Yj8LyIlRWTSeYGlE4vZBAzENMWhri+Jmyy3jhnT4dVU2LMINxrYZOTWCUU1GBrLJylNXUoJzRzTvUjxcRU1jYGtK9GvNCYsb4bUBnqqtkaa/P75wJbB0N6UzpUq0NYWVjTOhQliZKFhammDhpIsaMH4fJ/JvJxeLdYSPxDvWBOB227xFK73w4Wo2Ifv19uQPNSLxNGL0lvV8S0Qgkef69UWPw3ujR+NNeRrC9jGDPa0BDkm3pet90+AqqCJ3yBlmAbCVKCJ78mqXInUfwVC1C2izN3S/Spy9AYnEVEmTgoQwYpDuJyS1HPAGUoEQI0aXESiFYxuXI82yjsxmLCKOoLJnZThFO0RkliM2kQ0orRnhKISJTCZA0HpNSpAYZRiQXID6rnK6nkiLo0kvgFZbC7JtPiKQiICYDQXFZjFrZfG0BrSnjWhahRgDZ8QQU6MisdUMrZ7WWjgtBJDUgAY8oNDYFQTIoke5HZoHLkqYCIumKFokTktaXra8ASKQGJ0o9KJzwcVdRQ8fYjC7AXPUAGdNRGBI+RlbW6iQVyXQEI0tbGJhaQcfIDCaWdrwKucGSbsPW0R02Dm4wIIBcPPzgKuAgaNxk3JDUjdzpfKS4LGN43CR+aeo/0gNm5eDK9yAgrAk5ui57Fw9+wWQZVifCyUcBy8bRjcCZQNdBAE2aQgc0UQ380zUwVACyUQCyhyk/rywgb2LtoAEQP58cp8+fTV/udMFjJ8tdLkzpgAg8Czo8a8LPMygUkYmphHMUopMyUFA2k6B14+/AnrFUhiH4Iy4pFTHxSaqg6x3An8XdC4YmcrtnG+gbmmLCuPHq3mK+/t4IjQhCVGwk0nLTMad2LtLzcpBRWIh5jQsRkZTMC0gQXUE8ahc1YeGihShh5FqaE421+VHoLopHdXwoCv1csCg3BpHBwcjMy0bful4cOHEK++hgjpy9hGNnLuMIHVDJDJnbtAQHub3n8DFk5BehYFolQUWndJKO58gRRsEaFBUXo7GhHg08wefPqsAsupjQqGjkMOLF0Z1IHaiwtFBFsDNnDikHtJXubG7NPETzuYbmhdi0tR/zGcEKS4sQl56KusUNaFo8H0uWL0JGUT5BmYayyhLCthDldHNJWckIT4iBf0QEAqLjkVrIi3lKKmLTM+iMijFtTjWiUtMQyN9FYHwCYgja+OwMXkR9YWkrYJHisiW/T9awtOGFxVKXTteQ0YquyMMG9nQ+4nisrAkcS2MYGExV9/C3tGQEk1smTaKTFZdsbKhuMCl3uh3NKPU2I9Y7I0ZiOL9HAqG3CZy3CaR3R4zWtIxk744cS+cjCwmOUgD6YMxYOiDpAXsBQFqJG5IR0BsOXMTsJV2YVteK4poWlCxoQQHhk1e1GDlzFiJDuten1yJNisp0IvGFsi7QTMQRNgmFM5BQMB2JbBMLZiCJSiSMpNtc28oYHpnVHkP4KDGexWaUku6EE8ETmUz3k1qEGEImkjDSAiguq4wRrELBxis8mb/kMl4NqpTrkZUHZW6XzPuKSstDYjZfn5oDv7BYdRLomDJaWDvDmCeksbgDug2/iDhCKIlX0WS1hnFIVJIa/SuFaKnjyNwquaeWlxSYCRopRktNyEfqQwKlIIlo0vMVzJPQUbkdWS1wIuOLjOzVJ4hE0sWsy5NXWuUgCCIDPp7M4/QJIQtCw9DUEiaMXuZWdFCEk9yvy43xypWxzF3minnQAbkTQtILxs9uS3dj60iLLWK0slTTHxz5ejt+yexgbUdnIkVl/ls2fGzOVmo77384AqMnTSaAdAigKXQjuqp73JzQUQCSXi5uj5mqx9+TAxa2tDIWOmH02AnqPvDSvW7mYA99tgYErJWLG6/gS9EzsAUDW3ZjcOdBLFi0EslZPLkYf81snSFrVeeXzIAXgWFLJ1hXv5COpg6xiTyxwmMwZarcRdUcunpGmDRmHL/0JvD180JYOAEUE46UzFTMXjAPqfm5SMnL5ZW/iX/zJDj5BSAoJhYLFi9Cw+ImTOOJ2lIYj66SGKwtjMOChFDk+7picV40okLDUDKzHJu2bMTBUwTQKQLonADoEo4QRmWzZhFsTThw8jx2Hz5Ot1KM6Yw1W7Zsxtb1/Vi3eiXK8vNQVFCAhQ3z0dJQi6V0OfPmTEdkbCxKZQ0jAig6JgYFsmzI3Bl0QAdw8vR+7Ni5CVXzaxBHB7OktQWbN/dhYWONAlVEQpwqqM+aW4aKyiIkpCermy6WzShGQUk68qflMmryex0VwdgfxotlLLKmlRG8cQiLp/PKLULprCrEZ9D9x8fzXEnkuZPMC28SY70fzJWTMYKLizVCgj3h7+uE7Mx41NfVYPHiRixfsQitjLCtK5ehta0FK9kuW9aMFWyXLFnMYxYhNS2d0OJ318ocpuZGhBQvFJMnMZKNYaSfSGc7Xt3hdtiHozCMQJpAdy3fl2EjxxFEo/CPd4fhrREf4m0+/xad0L8HkNR/Tt7EliOXsWpwPxa0rcOMxlWoXdmHuUu7ULVsLWYtbkdFw0rCqQWVTW1Il6710jlImVaF9HKKQEgsqnyuJMYlgVACo9O/A5BEL5GMWtbGLmmjM4pUHJMIJnUhnyhe9WSUMeOQ1ILSGflypTufr5OJprLGj61XiOpyD6GjCWC0sqOLMbRkrLBzgRUjiKwIaMwT1cTWiZk4VLkfAVB4XCqCZUyQ9IKpGhD/Hb8wxiRZ3MtdFZAFSgIggY9ENFWclrqPl6+KWboSQ1R9RYcgMqKMMZlxRCSPZc6TFICn0nFIzUUkN/eTu4uamPOEphPQ0TfmFcYSDnRUzhLP3L3hLnUfiV+ErNzh1I4uyZo/hwBLZMGfx9CCDoIw0zcwhq6+PvQYh6YScAbcZ0jbPGXCRF7JpmDEqFGqDjSaABoxfgom6BgQVOZ8DzonRixLmZmu7nJhoH5HC5e1ahwQ45MUqC3s7ODo4UZHRRfpI3POPNHa0Ys9B0/TOZzDtr0n0N63CX2DO9HRPwhHfnZ9M2s48ucI4Ank4eOLZF6tE3kFT2IbxWg0VW7Vw59dT18DIAtzUzUIMTwyGNFxkUjOSMVMRpc0RhMBUDWjR1hSClwDghEal4D5hI/0JBVnJKEpJxar8iPRXhCNhSlhyPVxQWNuNOLCQlFeVYnegR4cPHkSe4+dIIjO4eDpc6oIXT5rrppC0dXTjr6utcikQyubPg0dyxahg7DoWbIA5QXZyMzMwMzKclRXTsOc8gJUz66gS4th9JqF5LQUxCfGYcascsyrmY3Tpw/h/IUjOHhoN2PjIlWvalm1AgcP7uDJ3YCiafx+x/G1dFJFJXzv7CQ6xzhkFuQSRiXIK0xBTmEmQZ6IsFg67eAQXjSjkSuDEgneQMIoJbcQBRUzEZWcirC4eF68k5GQRQfE35lvkD8jlAmcHHhBc7JCWKAHZlfko7ezBY8f3sHTp0/w888/4ednT/HTjz/i2TNu//KM+7T6SR3z6PFjTGO8s5ULj5E+JkyaQE1Sj7VjuTx9vOHmxvPE1RVuLq5wkE4LW0cCS76XvAibWvA8tOEFyfE/A2iPzPs6ehW9O09g4ZqNqGxoQzXhM2dxB+Y0d6KmpYfqJow6Ubd6HfLmNCK1rBpZlfNRVL0Q2TMIJIJBqxQ6JJEWQNJqAaSV9G4JcGIIknApTBM2WgAJeGRdHzvGJ+8Iuh5GOH/CRma0y/O5FfP4eqkBaWa9OxNCNowlJrYujD48MQkfcTz6jAFm9q7qpBIY6VvYwt6TMYcQciNYJGJ50eFIb5QqCtP1SCuSwrIeHZQuo5E8FickcFLzvbx5VWf8EADpGBvzhNalu5isYo4UWEdPnMgTfjLBpEdnpKfgNHr8RF5BGH3oPKQoq884Y0DHJF3gUmsxMDGDA52Fu7cvwUMH5htEMYYxkjm7+dL1uFIudDoOdC+m6uSVFQsNDAkvvqcZQWco0xsYCfX4x3d3dUd0eCTiouOY760wiUCSIfEj6X4M6ZgcCBFHRiEbZzdCyFn9LJP4fuaMVotXrIazhw/GT5wCuf2Olb0dv3CuyMnLQmJGOmw9vLG6ez32H7uA9dsOYXn7ABat6MCilZ0omlEFU8ZAPXNrgsuBv19/NfYnIjoKMbzyZ+ZkIyc7m5bfGCYW1jChW9SZOIlXbDMEhwQgJi5CFaLjUxIxvWo2skqK6ILyUNvczKieAc/gMAWgmoWNqF/UQAAlYk5iGBpSQ7CqKBGNGZHI9HVHfV48kiPCUDFzOlavbsPhQ4dwhDHryPGTjFwnsf/4KcysWoBppaVoqilHS/V0ZCUloaSkBIsJkoaZRVhYXYqsjASkp6dgekUx5pYXYQ5P5uq55YiKi0bpzEpk83ciRfOS8kLlgE6dOqgAdPTYfixduRxJ2VlYSgd07txRtCxrUr1gYbHRmDazAnkF6WrxtejkWKTnZqGkLB/5xWnIKSJM6ICik2SEfih8w6MUgAIJoIDIGKTlFyOrmOdTeiYdfwYi6CqjJZ6l8RwJ9CcAjGFnawYPFxvEhvpiwcxpqJlZjIGeDjwhdH755y/45Rfg22++JWye4jf//fOfhNAvePLkJyxfvgLu7m78jvFiNnUy47LEdl50DQ1gbMqI5+wILy8v+Hl7w8fTCw68UBnwwjuBF65RY8ZT4zBW4v/48QIggc2/0bGb2HroMtoHD6F2WZ+aBd/QOoBagqduZT8WrRlEfes6VLesRf0aDYDSyuchZ1YdiqubkEkgyIRRrQNKZjRLpgsS5yPwkVbjejR1n+ct41ZoYq6aLe8eRCuZlK/G9shyqBON7GFg44F4RrCotGIExzNaRaXTCSXwi1ioFhgT9yPrMsvtbgysXTBB3xSjae0nG1pgvJ4pxuoYYaKBudIEfTM+NlbbMoN35CSekBP1CQu2E/QIEAOMnWKo9o2ZrNkeyf0fTtBVC33JkhaycJgsmSrxQq7wY6VXib/g0fyFS21l2OixqkgnvQajuG8qT+hJMiKYV/nR4ydjvORqXvnlpn9yl1CJR+IwZDyOOCJ7Jxee6J5wcpMBe37w9BX3480TlSDkCStd1iJxL7oEj44+X0fomJmaws7OFoZGBphC4E0l8HzdXRAfGoSIoEAE+NORMP59KG5o4lSYO9LN+ATAle8vIBVZyqL0RqawIOiaW9fAnc9P1tGHuTWhLZNECYcWOoOc/BzY8XHzsuUY2LgZjU1LUD67BqWzazFz/kLkV8yGBeOhLNsRHBWNcJ5sbl4edDYy6z6UAMpCVmYW9IdcoCF/DnFAxvzsEsEiokIYwSKQKN3qtdWa+gihVbN4McJ4xRcHFBgdg6rGetQurmc8ojvJSsCCgiSsnleCxrJ0JIb4oDI3Dml0KVLAblu6GH0tTdjT24V9G9Zh67ourF/fgVLGoWnFJWhaMAMNs0uRmpiglv5orJuN+bPysYjvl5fB90mNQ9XsMizgMbWVBZg/rwKxSbEom11JoOQgMTmGbqEIlXRIJ08exIWLR3Hy1GG0tK1EXHoaAbQcly6exJLmBjqcPITGEEB0VNm5KUhJj0VMchySMtIInxykZcUiI48wIdRSczPhH0H3HRrxHEAyLigxKx+ZRdPoDAuQzDgWlZqFmHQqNZ3AD2K05sXMwQLe7g6IDvbBnNI8zCzJwqK6anz79Zf4Bc8UhL7+5hv89NNPZM4/h+gD/Kzg9DN+pgvasrEfEYxwgZ52dJN+yMtMRmJsBJISohFJsDnbmcLV3gxBnk6IDuLfztcFMTw+MoCv8eJ3xscVoX5uCPf3xJ/2EjICGq0TUs5HK+7fcfgqNuw5R9hsRnVzFxat3oj6Ff2oVwDaSCARQEvXoKljAAVz6pHB6JU3ux7F8+QOGdVIKJIeME0tKFkWGCM4ZOpDbGYh41IR4uhYxPVEEyYxGYQR4eMXmwGPUEagaIIlKA5GcltiZz9MMXXAiEnG0LN0gUdIvFoA3tYjRN3oT9/KVT0/3sgKE4ytMcHIGuMNrTBaz4xgMVYS0IyeypOeMBpN2Mj2yCkGGuhMFvDo4oMxk/DeyPHUBLwzfBze/3AC3h8xAe8OG4d3hvT+qElKRnRUAh/N+J0gWDm5q6UqPhg7Dh8QOnLrGi183h85WrXq9sMGstaNAMaE7keXJzSvDmzHT5oKYwLMhC7BxNyKLsNKbVvJWjsu7kpSqHWh0xDXo0+QjadLMKDb0tHXw2SCb+IUHYxl7p5AtyX3bDeQWecGerTflphMhxXo64X0WEaZ8DDER0apbvYxUwSoOrB0kd7AEMZR/l5dBa7usGAU0zggZzWJ04fQ0uV7yjKsrt7uyM9Nxcbe1YwjabwKWiM+PhqFeWlIiApAfl46chkhisuKeSKl0HUy1hFyJtY2sHXitq0t4hOSEcooERIWAX/fAOjQkclgRT2CdRJ/d0Z0i56+HggKD0RoVCgSUpMwu7ZG9Rgl0jHNW7wEYSkZjONhqheshvFrASPONP7bC3OT0FqahtVzitFYkYvYIF8kxYUjgtArmz4Ty+mUFtKhtFXPQN/CeehtmI21hEx5dhoBlIP+NUuwdvF85NNBSJG4bXEdOuqmo3fxTFTRkWQmxWBpwxwsl27+BTOxsK4WqRkZjFGzUTgtHwnJkYxPhSjjv3346Hacu3AIp84cQMPiRsSmpmLR8qU4e/4oFi2Zj7yiHIRFR6B0RjlyGO8Ss9LU4MK49AzklBYjnG4oNjOJbiZRdbEHJmXANyoZudMreXGWeYxRSMguQGbJDKQUDA28zS5FaeUc1C6oRil/ntyMeOSlxyA3NRrFmYmYXZqDGcVZWFA9E59+8hH+Kf8TOt9++51yQL8BEJ8TOP2Tceyzx/exZnENllcVYHPXClw6fQTr1y7H8UPb0NRQCxdHO9jb8XtL4NlYW9B1WaOUrq55QQVdZSmaa0uxiG1TbZkWQNcJHNE16uoLuk4AXSaAzmAhwVPdvJYA2oAGwqduea/ably1DlVL1jCi0QHNWoC0srnIZVswtwEppTK7nU6H8InLZT5OK4V/TKZagdAzPB4hiRmMV/kEUJFyL6F0OZ6MVp6RyQhLzecXKx/uwXEKLHqWTjC0cYW+JSMUpUdNNbXHZGNbTDCwwngDS4zTM8d4up2xugQOIfPhJD28J0AZMxHvj5msJGuVvDViLN4dPVHpjeFj8Pqw0Xhn1Hi8O3Ic3v2QgBk9gQCZQHhMpIvRxbjJhgQH3Q8l26MJrOFjp2AKHZXc5M+cMc7S0R3GjDBT6BZGMFaNnDCRbkdGgNJycltaAZLAYYoUpnmCGZsRCjp6fMwsLeDg8bLPjPnY1NKaVyxb5TSkJmNDEDi7ExASj3gii9MZxfccQbBJd/V4Amc833sMHdcoagLBJPdp19XVhb6BPuOWNSYScM5O9nCztYKziSGC3J2VZZb5WaP4u7JyJdwIH1e/IMhyqLLaoawJLQAys3fG0lXtaqVEAzorR3d3BAT5YyVPnp0bOpGRkaqyfUhwIEroPhKi/BAZ7onQcC9GEZlC4oqp/DddfPwRTACERkXALygAzUuXqsmgjYuaMatyFj+rEV2khXJmk8ZOgCEdkTcdUFR8JONNFKISYjGrphqZhYWISUvH3MbFCE3OhGtQJEJi4gmfJahfugQVBNCizBi0FyWgvSILzXQiqQTUzIIcJEWFEQrTsYwny8JZJWirrURXXSX662eiu74SVTwx55aXYFPrUmxZ0YRZRXmqSLxh5WLsXV6H3Ssb0TKrDDnxsWieX4ENHU04dmgrWhmtMnNyVRG7sJQOLSWabiYZhcXpOHRkB87TAZ0+ewiLW5oRR1DVL23G6fPHsailHpl5mQgMD0c24ZKYlY44vk9iSTnPgSxkV1QiJDnp/8fXW3jHkaTbvv4T3r1zZprBbWZmkCzLkmXZsshiZmZmZmZmBoNsWQZZZmZmZmwaODNzz9tvf1Gq7j73vfu01rciKzMrq1QZ8Yu9gxLe4VRx4SEITEyGC+Fi5hqAsNRMwiYS9rSfvgRQWGI6AmOTCKlUqqAkWrpcZOdlUdXFICsrFenpiUhLiUcGrWNGcgxSaOsKslPx4tkTYkYDoL/+9f8NoP/7/yaCGKKE/ka7dv7McRzf14/L52RdpccY6KzFsYMDaKSqXMv7p1nVYLWq4Fbr6SI5KYKKMgVlBE9JXhzK8uJVTDh8huA5ex+Hzz5gKnEfRwmko4TP4bN3ceDkTewau4CKtl3IreliuhOlzQOEUTeKG/pQUNeN9PJG5Dd0ISKDNUBSDqIySxBLNRSUmKPmannwx7L1CVMDC92ofKw8/WDh5glje0fobt3GbV+YyKA+/qACHXv/cGyycYWNZxAMzB2wRNcIS3VYuFevZ2EQG7UWM2iFJs9aRKUyD99MnoOvJknXnwwBn6sKuiiOiVQcX0+aqkZofjVJBkPNUJPk/uPrifia299OnYUvf5iOz76dxO2Z+HaKdA/OotVaop7uKYMGNQvBy3wrc6zfaIIVOvpKMUyfv4QAkpG9uoQOrRyhN2fJCsyjhZpK4Mg8l1mqe3uO6uaW8TZTFIAIBvphgY60+0hv0vzFS6iAeC5rfGkDMqC60NXfoHqw1q7TU4MCV1PBCJCkx0w9n30G1RW/7w+Tp6hxGfMXLmBoICa9WYull2rlSqxmJli9RtMmNJvH9NZRhuuugbWhHgJdrQmmNWok9DRazHXGlpp2MELI1tULZrQ1+lRa86nWdPm/N3b1wc7VEyt11mHjZmOEBHkTPl04srcHYSwcsoSqnZ0dYiKC4eG0De4uZnB3t4TFNgPaRxlqsIJg20blSLgsXcDMuZyAXcPrraLNNMSWLZuxSIAp44D4f86ZzXP4vc2tLAkfF9obD3j6eyMjP5cFlaqZ1iIlvwgOfmEwsXNX37mwugYVjQ3IZI1fHeqGvngvdMd5o5YKJiY2HjnhgQj3sEN8ehLaKorQlJOI3VX5GCVI91fmYbgsC0UJUaoNaLi/B4d6WlBIGKWkJWK0swHHW8qxv7Ua1dnpSIgKw4GRNrx+cg4P7p5Fb08HrVQ0UnNzkMjzZeS2X4CnslRHj+/HhUsncfb8CVTW1VDxB/O7VuHE2eOoqKtAWHQYbJzsEEXQRSREEiCxdA+JsPMNUAMLYzNTUVxVisj4KATFxnB/kFq9IULGAaUkwc3fn0AmrBLTEMT3BccmwDc0Wk1wld8rMz8P6Xn5SMvLQxZfZ/F6eZmJyCBsSwsyce/OTWKGCuf/ACBlwQig//qv/8Lf//NvBM8RnBhux82LJ/Dh3UscYD44OrodO3cMslJjmVi2AotWriJ89KHPexsTE4rUxEjaVl8E+PnAz88L3qxQJoydvoNDp24yrmP05DUcUnEVh89cx9iZ29h79DI6dx8hfDqRVtaEvJoOFbnV7Shq6EFxUy9yatpQ3NxLABWrnq8YsWA55QiKz6aqiVKTSKWR2CdSGpgjYMBacL05a3JzCyzVN8JyKghDWe/GyRumDBMHDxjbuEDfxIqw0aEqmUdgzMTnE6fis++mqIlvn3/P7a9/wJ+/+h5/+eoHfP7NZFqc2Zgxh+pl6jT8MGUqJk1jAZ06Xc1ZERB9M1nWpOb5DNkW4Ei34GffTlTbX7Mwfzd9BuG2iDBZzoKiD12DTdDZsAkrpb1lJQs/4TNF2nUIOnkm+pQ589XYh0lUWtPmyvto5WSmL4Eym0CQEcYCnsnKks0iPBZgERWHAEhgsVCWphAFREAJgAQw6w02UglJV6c+waOnwCOKSFSTwGcmP3OKDOT6YQpjEmYRQDI6dTHtyvxFS1Uj9GraGD09PTXbXFYdXEtoLOb/ZEBpbE6J7GZhgnBfF6zRlcZyGSy4DDpGFqoRXnoEHT181ZACAyqgxQSUTEpt7u5XAJK5Y+YW5qgrz8fxkR4c29eN8KgQAmYNHGmlOloaEBboBheHLbCzNcJm47XQ01+p/leZU7aWknzeknlUTEuo7HQQEMba3c+TmTRSgXMJbeyCFTr8PxdjBa+5xdwU9k628PL1gE+QHwtRDiIJCK+QMCTlFo4DyA02/G5FCkD1yGQhrgx1RU+sB/rjfdCaEoe4qAiUUZ3F+7kgLisFg42VGG0swbHGcpxoKMOJ+lKcqi9DQ2YKEpMIoF3bcbC3DXmEQRqBdaC3BQepfvoaSlCal0ZVEYXLlw/g7z/ewbVzI+jpaEIcQZfOAp7E8/0DveHD7xwY7I39B3bhxKlDOHb8EPKK8+Hs64us4iKMHj6AhtYmJKQlwdHdCXGp/CyqsoQM6QkOgZO3FxVfLvLK8tDeLdePQki0zIf0gY2zO3+HBMTRtvmp3i4CKD4ZkUmpCIuPR1BkDGK4nZqTrZaKTc7ORSLVWVJGGtKpgAozE2jBQlFVlos7t68LZpTK+eWXX/4PFowAYvzrH7/i8vG9hHMxzo8N4PnDazg41In9e3pwcP8IdJg/5F4vZgUr48j0NxoS6LEIDaTddnKFk4sHbbcbHFxcMWFw31FUtrQji18iITsRqfmpyKEXrmiqwo79RyDHm/r2EkAdKKzvRllLH9NOpJc2IKWYUrekHgkFVYjPq1Rd74FUPTLw0NYrFDYewWr5Uxm5LDPTZeXBLTZuWGtkhtUbt2C5/kYsWKOHVQa0VnpGVDobsURHJjYaYgotwVeTpO1kHj77ZhL+/PX3+NOX36q5JtJt/Lka+j0Rn1PNfEWIfD95OtWDjmrAnE7VMWXGTJWK5flmkgwV/0HFn7/+TgHoy4mT8eX3k/AXvv6c+79Uc1V+IOymqYlyYqFmEUQyZmfWgsVKWckEvMm0PdLGIyu8CYgkJvPY9zw2iVZvOj9P4DOTIaN6pZtbICSqbBrPncfCPn8Rg6lcT9qBFiyRUb+LMWO2AGmlah+SdCkVlhpMKIMKae/kgYAyCFAarifLMgeE6Pf832aIAlq0iMpqGUHEmmfpKqxctQa6urpYR/WkTwBtINSkW96etsnH1RHetEqerjLbXk+NUJ46byV0NlnA1F7WMHKAk5s3rLfZwY6KxZjX2GRkjJbuPlonT6xZsxbBQb4YGWzD6X09ODpC9RsZzAy3GjLLvb6mAsXMR072m2BjpQ8TEx2s3yD/10qqyW2QdZ8XLFuEdRvWUuWtYgZdiw0EkfEmAyzg77WUAJq/nHaadteQ4DPeagJbeys1Dsg7QKY6ZFMlJMDRm9tFJXBhzb/Fzhm2Hu7Ir6xAUVUFARSFijAqoEQf9Cf6oZU2KMbdHjUxwUgP8UVieipG+lpxvL0Kp9qqcLq1CkfqizFaX4ImwqWYABnk/7GroQIZsRGqm7y3pR69lQU4uqsL+3ewDNDWXbt2HG+fXcGZY4NoIsgiYyORkp2F5LRkAoi2SM1h88TuPf04c/YIzp47hobmWkTExyC/rBinz55AeVU5wuJYQGm/IlhQ49Oo1lJo4Wi33Hy81brScfw+eaV5iEuORwhVlgIQC3JEUhLS8nMQzTQiIRFRBE5yTh5BRODSZsqQgDR+n6TMTPWMtbj0TESnJCOR18lIikR8uB8qirNw5fJZAuff+Pe//4WPnz7iH6orXrrfBUoa+AicRAH9F/d9fPUE148N4MqpPXj++AZOHdqFseFe3Ll5DVtMtjIPLlX5ceXaNdA31EdOZhIiQ/1hZ+8ABydnONNuOjo5YUJEirS9OMLKw5jAYIbx2Ehpa0Yfao3E7EgUVBWhuoXwqWhBQXkzsstqkVFSDf9oWYMnA2Ep+WoAoHSvy9gdb/pOWWN5lTyLysxOPTV0NbeXysA/A1oYfWm/kTYdWSOaNeEyHcxatEpZqjlL1mD2ktX4fNJ0/AehIvNHprFAf8VaXgYv/enrb9X8kqlzFhFOYqGmYwZVxPRZs1hYV0CXBW0RC7TqeRrvcRKYfDVZFkeaiD999Q1DAPQD3z9VxX8QbH+hAhKLJkrp+2mz1BQFmZgpMXWePP5ZM01Bxr8ImCbOJBipVqbPWYhpsxZS3cxXyw+IKpLer+lzGdLlztp82nyqFZlnJYqJ30t6v2bOW0R7toTKSOZf8fsTKPIYE5kpPJv2aRZjNiE1l2Basnqd6lkTEKpxRQuX8HvJ89kX4NvJs9RIU+nen7t4ESG0BNNm8HMJsyUs7CtXrVKw2LJ5MyzMLLF21TqYbjGGvi4VCRWRkUwgJajks8SC6Rlugb2DExyt7RDg6IxIW3tEbdmCQB0deGw1Q2tXLyL9A2C5YR1aKnJxbKgdY9vbVQNkQIA/fb+0WxnC28cXCSxQdrYEmhkV0NaNqst+ERXkFgJNHuOzQHq7Vi+F7lqqoHXLYLJJF4a0g4tpXdUYJn7XFVRBfrQgNoSlLEbmH0BFQQBpFFASXLxZOEtLqKyjYMHCaOPpyfxZjozCQqTHRaI0yIXw8aEN80RznA/inbehKsIXmcEEEAvsrq5W7KouxY7qQgzVFmGwNBMtWanIToyhXYhCA5VMYVI84iJCEU8V1NhYjRpW1F0tVFll+UhMiEADlVNNdRGKCzOQnZsOH9byCalUUKkJCKAC8vJxVb1hu4Z6cPLEQZw9dRg7+ztQXVOO6vpqnD53AunZGfAKDqZqSUAofzdZriMuhTYqOoLWygc5JYWIp82SOWQJycmI4nnufr6wd3dTbUbp/H8jk1MUjMIJoaScXHWtqKRk2sE8ZBYWqTSFCiglO089wjo9IwnJcYGI5+9RlJuEk8cOqPE/b96+xf0HD/Dx40f87W9/UyEg+i9CSECkgRFt2K8fcHG0nTCux8Ob53D7xnkcO7IbL18+hp2DvWrLk+Efa3V16CL0ERPpi7REAtXDFX6ebgjyckUI4TxhszXtj4U+ttjq0VMawsJhHcmqD2sXPbgEbCWIXBDN2iQ6IhoxUfFw85ZBet5qPIytsx+8gmIQIDPSZTkNnxC4BEaoRb30TW2gRwsltaqusSXWGG1lakoYbcZ8KpWZrKXnssacwUIznVZFBrstlEf86q7HfBa6WVJQeWz2YloeFuopVDNKdbCwLmGBXLbOACtoTYzNLJSdkW7r+Us0427E6kymAprJwj+NMPhq0iTChRASBUTV9EcACXw+437Zlsly30+dganSYEwrNpHQ+542biKvJ5ZnIuH3NVXSt6Kevv2B32mBguGkWQuUAvpe2mWUMprN/XPUoksy3HwyFdMUAkoU0PS5BBZBM4kKZtJ0/k+yXi7je1lPhRCcOmsephFsMxcsJcQWqxBAzFkk8OE21dgMgdU0+Y5UVfyuC5YsIoCXs9ahlaI9k99TGgBlwS89HV1s3rhRDQjTkRHWBNlCXnvd2g0wXK+PTVQ3hlRbJoSdzxYzJLp6INbZjeGCJFdXRFtZwJ8qycPEFL0dXcgT2+NgjbG2CgxX5yHJzQGB1pYwp8LSJTTWrtKl5dtE5WJCZbOZ/l8TeobGrBF1aGN1qHw2wsZsKxy26sPH1gQR3k4Iphpz2WaG5QTpKio3eY8h7bmMI/EleKLjwhiyvk4AMqSNhbW7f0AgSsrKEB4TB3ffQHj6+6OwtBSZLGwZseEoFwDFeaM/1hvtMb5IJoBqov2QQcsXn5SIOiqP7PgoFLIwVhVkopD2JyE0CKH8jITkWBQQDGkET0R4MOKoKBobalFakIFqwieL74mPj0BhYSYyMhKRkhqPxJR4WkQBUDLSMlMRGORDCHnRhrmif6AVR48M4/Ch3Rg7sBv79g8jLScTO/fsQGR8LFxk6kZIKEJjY9TrWEIohADyDPRDbkkRohM1a2DHUvlFRMfCNyhIAVgBKD+fyonH0lIRRUCl5OSo1wKgpKxsKiJaLyqh+LQMWr1MWrAMpKYnIj0pDGnxQSjOTVCPu/73v/6Jf1PdiAVT0BG1o43/DUD//PtPuHVqAHu6CnF4fx9GaTE7WqsxvGc77FlhGBtvgqWlBZyc7OHl7YqCzHiU5SSjvbkOIzs6cPLgDpw9vBsTTGyZQbauw2br9bBwNFBT9c1tV8HCbhXs3AkiVyNYO5vC1HKLagzcxAJvsNkUq1jTLV2rDz0jU1jbu8HdJxhOnv5w8mGN5eaDrTJlwdFDpVvtXFXviqE537/NGisNDLFwrS6htAnL9ZhpDQ3V4ua6RqwtrW1gQW9rRT+vw0w4bzmV0WKqBRY0XQMj6G/eCgsnNzj5BvG6jtjm6ELVs4oKQdPqLgP+plARfT91qlIGEt9MJjAIoC8mihKSJQSorsYnxn0mK7fJDF6+FgBNpAISu6RpR5pGODAljCZRjX3Hc7/89nueL9CaiIkCESoOsYnTqEqkHWjiVE23uwBrMmOS6n7n++U1ATWZIJLPEOD8oFKCju9Ra6jQws0kcKYRsgKgqaKwCDjZnkUIzZCU6mjmXFpEQmwqoTedcFuyXMblrFfWRcYnzV28Qg3m05PVBunB1/G3NiIg1q/RwSYd2qnVOrBetx4exsYIt9qGSMONiFmniyQTE8LFEbFUQZHbbJHoRAg5Ew58r/uWrejt6kJOSBAyXOxwrLkaLfGEwtbNiNxsjDAjQwRsWA9vo43w2roVTqZmMOP93czYuNGIFmwjK4o1/G6rsExgZ29NS2SFOHdruJgSkPprYLhqGdYuXgATXsuBVtHB3Ay2m40QF+SNAtqF9KhANcm0Ii8DlblZyImJQi9VRHFmOmJDQpBEpdJaUYaqwnyUEFY1Qa7oS/BFd7I/mhODkOLljJqEUGRFhVK9pKK5oQ4ZBE1ebiqqqPRF1aTQamVmpatH6YyO7kd9XQ0io8IRQwD19HVjz64+7B0awPaBLuzY3q0mlzY0NyC/uJA2LUENE4gjKDJyMhAUTAvm7w4fPxe0d9bgMAvcTirGnYNdKKCqSeLn1DXXIzAqgpW3D1z8/NQARf+wEASEBcObMPPg9bIK8xDCc2R5VxmVHcRKwIfwdSe0IuLiVBtPGG1ZfFoKYvjZ8loWx4+mKkqU5VoJoIQMgieT21oFlJmMnPRoZCWFoCArCrsG2/HP//y7GvX866+//ma9tH//xfgNQATSx3cvcPfsThzd04Abl46iu6sN4SGBCKZCDQ7wRYAv1Z+7CzxcHRAW5ouqshx0t9ZgZHc3bl89jFePL+Hx3XOYYMibPJe154atzCzbNsPMVhaQWgsjs1XqgfUmNkaEBmtPIwPI859sXdwIJyf14Lj5lMjLdAwIBmNY2rsQQH6wcnTDBhMLGFvaEj5OvIajWprC3MEFGy2tCBg7qi07mFDeb7Gxwybus3B0gpmdPc+3U4PJHFibORJkugTQrEVUAdKrRPtjyFp4k4U1pbYvHP1l8KELTHn9KbQxc2h35LlEc2UQIO2OQEPaX+Zy/7eEkRZAAhoBkMBGZutKCIjktbQvfS/wIIC+n0w1NGkyvps0RU20+4HnTSM0ZrPgT/lhGr79dhImTxUVM48gmUdAO2KtnhEmTiJoeN5iAmO97gYYUA1sMTGn3dBRbT4a6GgUj1b1CIQEQPJaLNkMqqQ5hIj0xklPm1gwmSG+iopmIyFtRDsjNmq9zmpsWMfKwmQjnOxt6LUNsYCfu2LxShgTPKZ6OrCSWLMGLuvWwUtfFyGEeAjhFK27DslGxkizNEf4OlqdlcsQtFEfoebmCGMlEGlqiViBED17hOFm+Jpboa+nDwUs9PH2VthfXYayEF/4b9BH2EZD+PN7+OutQsgGXSSabkYGK6tURqylKSItTeC7yQBWK5fDmApn45KFsOX5oduMkOlpjVR3G0RYbUG8nQWCNm9AtK05Ep2tEWe9FQlWJigJcEeNtFWE+aA6PgTtOalozUpBJVVOX2kudhFChdHRyA0PQlNWGppzM9GeFofeKG/sSQ3EjrQQ1HK7jPDqSolGSWQYkhNYG7fUIz8rEc1NVdg51I+duwewi4pEHsVz+sxJjBzci/LKMgIpgy4gBv07ejFGBXP08AjGxqhmxvbi+IkxdPX3oKiyggU8DSG8diwhII+LDiSAAoK84EcLVltXjJ6eRtTRru3eNYD65ibEUCmVVFfAJ1TWpfKFExWNNwHvHRwIfyoxD9ovAVBmQR4CQoMREhGOcAIoODiU1wyEN+2wPIoonYowPJb3JTWJQIpGCr+vNNLHUiWK8hH4yHZsShqtXTrPS6ViS0B2WhRyUkNRnh+PA8M9+NuvPxEu/4u2668KMv9/APr0/iXO7m/C4Z2VuHFxDC2NNfClBfalvfL38YC3hxvcnB3g7GiDYP4Gp04exMO7F3BwuB0Pbp/G0wcX8PgeAbTZxgvfz1qOJWsMYUDLZOfuTRXkxHAkHLZBj4pj3aatWKlrxJAlGLZAHiksS41aOXqpdZN1NppAz9hcpbqU3mKj1siiU7LmDYFhaMbrGG+FwVYzteSELGq+gSpqPcNgq6WClE9oJFwJFSfvADhS3dh6+WHtRmM1mVNslaYHxRymVDz2BJSDtyyy5IHl6zYSHlQpVA9TCSlp0J2q7M0szFq4BLIKnzQaSxvSd7RXMiHuuymzqIDkMdBTactEBRFEspgSX0vXvNil7wmd76h0vieYviO4plI5rVm4DOuXrcQaQmjV9LlYTPjMoBWaPW8pJv0wEzOmzMFMxsplq+FKOAb7sUbg/xQaROvgF6zG8Agcv5XP5md+x+8ibT8zqHLmUt0sJDx1CBb99TowMTGCFe1PSHAQosLDkZmWjO62ehzc1ctapw+Hh7pxYHsbdnXUYF9XPa5R3icEecJk7Uo46q+DP6EUslkfsZv0kLJpA1IN1yOWwIpdq4dI2qDQ5WsQpr8RUbwn/vyNQqmeQqmOIjYZI5mVQwL3R1MRpTpTERltRriZNQZ7elBANeC2eikKfZxREeqL4E1GCKe9CyH8/AnIAIIu1NgIESbGiOL/kG1rgXw7S2SbmyCFgEvm90g00kf8Jn2kGm9AmY05Sm3NkGVphGQzA6RYGCHNzhRZdmZINTFABivFQg87VAQRQpGEEFVQe14qmnJSUCyDDeMj0crCXklApHq5oS45HvUZyWhNi0VTsCu6wz3QEe6NljAvdMcGYyglEn1UU3W0ILva6lBXnImhnb3YNzKEPcNDGCSA9h0YweGjh1BPQNU11aK2tpKKKRaDg904eGCIsZvnbscuQmto704UV5ayoKdTaWTCJzgAMVRC8tz6IFkV0c8bPt5uyEiPV5NOy0vzkJmdjsDwUKqVJBSUl8IrKBDOPr5w9fVDUGQkbWYw/AkhnwA/pYbyaMFi+L+mRQUhUxZUCwtCBI+HUvUlpCSjmMfTqaYKypnSNlbz+9ZSWbV1d6KktARRUVEIpL3zCwpWEUSYJSdFITs1CvkpwajKj8XwQDN+/fHduAL6RYFIExoL9r/+619MGTz+b+7/53/+jLvnBnD/Yi8e3ziAtoYi+Hm6wIcA8vZ0hae7K5wcHeDICkxU0VkC6P6tMxgb6cbDe2fxggro+cPzmLB0nRmmLdDFxBlLWFCXYvYSXcxarIOp81dh9lJdLFi5QcVSHSMsXruRcDGGkbkT3ANj4B+eDAfPYCxYpYeZi1dj1tI1WLl+I+QhdQIgGfm6gRl5nfEWzTZhJuDRM9qilqGQcTZ27j60Ue7wDYuhDw5Sk0bdgyJg4y0A2oz5S1ZQychcqdVqUJyZqwccA+S5XoFUTt78vmsIoOn4XgYOzpmv2kAmUlFI46x0kUs70nczCB5aqK+l4H83FV9NnKHAIyu5Sbf+XwiDz6Rbn/ENASQW7HtC5zvarO+pfCZxezYBtZwqZSXt1BqGLtXKhjmLYbScSmTZWsyfNBsLJ82CwXIdeNg6IoQ1WmQAM0pAMCIIoFB+50D/ECxn4f+Gn/PF15MxffZCuFM1+hNSMZExvIl1GOhsRH9HHdobK9BcV4aWmlJ01pbh9MFdCjj1BayxSxLRVsEavDqdIGrDvfNjeH7pMDrzkuC9fg181y5H3NaNtFY6iF2/Chks8FnGGxFKpRuychUCV6xBAJVVCAEUTHvksWIpIvSojnR0qWY2IpkKKI72LN50K9JcnBBFKAVtscBATy9KY6LhtXIJUqxNkOFoBR9CLZjwCdDfgGB9fdo1A8TwfVFbTQgmQsXaHMnmWxG5fh0iCaiI1SsRprMcEfxe0VRBkWuW0/6tQryRLmK26COG0Im12IzEbQQW0zQbU+R7OqA0xBOVEf6oiA5CGwHUmp+O4sgQlEaH0W5FoCoxGsmU+w1piajLSEIzFVCxtx1K3behzNMWtQEu2J+biGGZgJkQgt7sJJzoasK+lioc37sdo7RVwzv71KOe5TlePb1dVCdlaOvtREVdFVVNHLoHujG8fzf2HtyN3Xt3KMU0sEueA09l09qAvFJZGM0XUQnRakH6IH8Z8+LNyscTycnRyuY1NlRCHiXtTwiIYqniPZc0ISMV4VQv8oihLCq4rJx0JFOlFBYXYLCtCQO0iaP8v89XFeNYTRn6aUF78/PRXVCAkbZWjAz0Ys/uQQwM9GBk/zBGDo2oRwsVEnbWtMk6K1dAh0p4na4OzOh2MlNiaL/CkZsYiPLsSHTU5ePty4f417//Ez/++BH/i+n/+jct2b//in//+xf8458/4l//4P5//oR/M/7x6yt8eHISL+8dxPVzO1FTlgYfDwGPC9zdnODq4ghHBw2AQgK9ce7UATy6cwaXTu+n+jmHj29v4/Wza5gwiepn8sxlmDZvBabOW05bJc9vNoceVc7aTZYwkCd4WjqphdtdA6M0qxL6hsMjJA5eEUlqOPispTqYvmQtZjJdpb9ZTfKU1fEUdEzMqHS28pqbqY6MCSMTBaiFMt6F+519hP5BKhX1Y0kY2YqV8/DBMl19zFusWbFPFjU35LWsPH3g4B+qntMuz16fvnAllcx0Wq45qlFXwCMLI02aPAPT+Fp6xKRnSxSPTJ/47Fvp+ZqE//H19/iMiufP303Gn779AX+Rbn2GnCttNxOpfiZ/9z1mED7zJk3Fom+nYN20uVg7bTZW8dqrJk/HOl7feC4tBZXQekJNf/JsbGPBdub/6kX16GVlDWdTcwS7ecLNyg5Osgi8vhEWUfXM5Pt1qDyCmUEj/b2RwsIkI3DLKIur6c2rWFCq02JQmRaNA70N9NsH8fLWSfQ3ZKKlLArtJRHoL4/G8f5qfHp6Hb88vILjdaWI0FmBUBbqKFqhsHW8/qrlCKL18V+5En6rVsNrjS7c16yHJ3/bQCrMoA1G8Fu+DFFUXoFrViHIQB8JtGEJRlRH69cjYL0egjcYwJeqtberG5VRsQhmZg5YvQzBvL7fqhU8rg9v2jjXFSvgu05XKadYM1PEmpoQINuQaGaCyI0GtH46CF67moprGTxXLEIAv2ewDj+Tqi2Uqi9gwzr1+cGbNiGa0Io134IIs81IIugyvV2Q7+eBUqquVrFNmVQPwX60UyHICfNHcXQosv290JKXjmZatGYqoLooX7TF+qOJCqg9xh8D/G0740LQFhOAFgLhcFMlznRU42x/K451N+HCnl6cHhnAmf27MEoY7WBhrqurRqL0hMVHo7unHXtHaMGOjuL4qTGMHtuPvaPDGKJ66u7vVuN7EtIJE0ZuUR6CQwIRTUDGJ0aioDCDUGvBjp3dqOfnZudnoKSiCNuponr6OzHItHOgE4ePj2J0dA96WRGV5maggapqV3oCDkX6YtjTDpdTonAsPhiDgW5oc7dHl68b9lAFDtOSXt7ehdM7e3D/6hncuX4eJw8OIdrTCUFUmL60wV5mW+BGVRpLoFdSCdakRqA6JYTAjkB7cTLOHhzAXz88wO3zB/Dx8QU8vTGGvb2leEKF8+bhOTy/exzvn5/FT+9u4td3d3Dz/CiaqnMQ7OsIFycbODo6w8mZDkWUj7MTbOxsYW1rAz9fd5w5OYIn9y/gzuXj+PnVXfz10xO8f/sQExYuX49lqw0gjxC2dfOFpZMXguNSqUJkTeZwyIqCdj6hkLWVPcLj1XO25LlbLsGxfJ2gBg8uXmsIE3sPLFxnhFVi1ww2qYfQCWhE/egROuuoXvQkxrflmP4WMzh6BSjwKCXkRPi4ecONCsjS3QsLaQtk3MyCpStgyPcZm2/jd/GHPe3MVhsXyLPQRUX8QCUze9Z8LJqzEKt5/lqqpRWzF2HpjHmYP3chptOefU3V8Tkh8pdvpuA/vpJxRT9QOVGJyH51bDLV0SRMnjYTM6lwZgl4vvsBS3+YimWTZmDZN0wJmbk8d/K3kzCNymjhjNlYQqu3gqpJZ/I8rJs6F6ZLV8ORsPQ0M4M7C7IdlYS3jR18aR0DXdyxTd8ARouXwnbdWrjor0GsixVimZESvJyQ4u2IHH8X1EZ6oUsGz0X7oImZTQrGT89u4ddXN3GgswQ7SmOxvywWY4xLbSV4eWIfnp3ch/NddYg00kOA3moWZj2Ebt6MKP5m0RY2iLWyR5ydK6Js3ZDNe5fuH4VED8p6twAE0pZFrKYtW00IbVivACIAilyvT3W0AoG66xCwzRq9HR2ojI1FiJ4OvJYvgf9qAmf5UoQZrEcIISRWzo8qJ9DQAP4Ejr+hPq+1GaEGGxBIkHmvIQCXLoXrgnlwXDQXAYRPKKETtYmA0+Ux3TUIopoK3LiJ9pG2b6sxQrZsQoyNBdLdnZDlRQgFeqA+JRa1UoMHeCE/xB8F4YFI9aHN8fVAa2EmGrJT0EoV1ElIDealYHtOAgayYjBWV4SdtFxd6bFoTIzBSFMFDraU4Uh7DYZrC3FnpF/FvQODuLN/B84N9WJ3XTl6K4rRVJyL0R3dODW2G+dPjeLypRM4d+4YTp48jMNjBzDQ34P2jla0d7erhuXewT60tDWjq7MZh2jbzpw6hAvnj+LsacLr6F6cOLYPN66dwcMHV/H40XU8f3YPd+5dxYMH1/Dk3jUcGOxES0U+jvEzTzZU4ERKBHa52eKQtxNORwVgu5c9djKvHE4KxUiEF8YS/HGxNBXnKnNwpa8J55lnrhzYjkPtVTjUUoHRlkocba3G0eZKdGfGoZpQLvN3ZuqJaua32hhfDJQm4cPdozi3qwL3jrTj4bFuXNnbjFujhNrpYTw+P4x7F/bixYOLuHHuMLa31SIh1AfO27bC29kBfu7u8HBxhYuzM5WQG9xcneDM/SH+njh8cAdOHt2DsycO4vHdK3j9/A4+vH2MCct15UmWW9UiXIFRifAIjkRgTBK8QmPhJGszC4B8QwmdCKV+bL1DIQ/8c6MCkuVTN1o6YP6ClZgxdzlVjR5Wy/IWMmWAFkurglYRNpr1Pzaq+VK6hsbKhkmY2jpBGqi3uXgoALkQLn5RCdhs74x5MlmTQJFervW8jrQd2fsFUh35QR5ps3qNHpYsWIql85Zg9aJl0Fu8AhuprAzX6GAtVcby6bOxaN4CBaGZhNG3hMeXYr1ow75h/DB5JmbNXYIZMxdQMUnjMQEzay4WCVioUFbQZq3gNZZMmYUFAqF5SzFNwWyaupaM7ZlKuyaLLc2avohAWgj9ZWtgTVvjvs0SfqwJ/JycEOzljWBaSj9XT9hvNsPGhYvhTOuSuM0YFcwEpYEuKPR3QoGXHcq8bFHja4PmIHt0hrmgM8obp1rL8e7acaqcC7iyqxGj5fE4Wh2Pw9UJuNRdgTcn9+L5yWHcZIbLD/FBOmucgogwFMUmIDsyAcVJWajOKkR7eR1KUvPRVNaEttJGtBTWoL+2BfWpyWiJZ6GOCEUja/uunCzsKsrHnsoy9JYWY1dlFWrzi9DfNYCuwjLkeXkg290ZEZs3IoCKJpT2ypf/jydVlvfq1fDR1VWN0/5UM5EmW6hqNhCKevBatQq+y5YxlsB9yQL4rlyGcAMCU3cVAtYJNNch1cYaofz9QgjAcMJHIt7KHOnMyDkeTigO8EQzAdSUEocsHw8CyRdlUaFI8XRBpq8nWqgspE2oj2pksLwIe2tLsZcFebg0E6e7G1gYq7GzLA/dORkYbWvAnpoS7KGtOUTbe3N0J67t61e/4/XhPpzqa8ax9lqc7W3G8a4GXB7qxs19g7jL824c3oPrJw7g9tnDuMpCdfHYQVw9cwS3r57F3RsX8IgweSqPcma8f/4AP75+RHXxDH/79AJ/+/E5/vHTC/zzl1f4x88v8Xe+/vsnxscn+OvbB/j1+W2MtdVgR0EKbgx14Qxt4r7kMByK8seQuw3GCI99tKQjAa4YDWUa5IrhYBfsDXPHnthAHCjOwF7a9zFazGN9bTg20I59HY0Y5v++n9ftr8hFI9V1IxV3V04y+qjOOmjf93dU4PEl/k8nduLxuX24erAfl0Z6cW64B5f3b8dl/i73z4zi1vF9uDLchWuH+FucPoCbJ0dxcWwEp/YN4cTe3Tg2vBNHhwdxhgpsdDstbQd/uyNDuHNxDDcuHMWTOxfw4c0D/O2X15iwTEcfOizcriwggZTX7kHh8CUAPENiaLmi1SJgtgTOFntPrDezxSb1VE8ngsNdwUd/swVWrtmA6bRvi1auJ2SM1boyK/U3qvagNVRDMm5niVp2VBcrdQ2wZr0RVqzl5xJWbrRfLkHBcA4NgReVj3toDNyDo2Fs7UQ7uBYLl6/Bat0NSj1tZi3u4BeErQ6u6imeqwiotYtXYfWC5YylWLdkOfSXr4QBgbRu6mwsozpZsmABlsq4mMVLMG8uFRGhMX/mXMydOQfzaM9Wysjj+YuweN4inkvVRGCtmrOAAJvPdCEW8NxZtFjTZizArIWrMYX/55eTZqmpIdP4OVMZ8hzsKbOWYvqMxVizej220mo6Uf2429vBm7VCQABVhn8QvAggJ1MrmC1dBbtlS+G3fhWyXCyR726FUk8blHpYo9rLBo1+tugId0BHsB16CKGjFel4fmwnfrp5Ek+ObsdoZSLGquJxqDoRF3or8fHyGD5dP4YXl49ioL4MTbnJ6CwvxJGDR3Fg3zEcGz2Kg7v34/zRkzgxchC3T59jRruM9/fu4v2De/j44C5+engXH+/exPsb3H/zOn5+/hR/+/Aef/vpR/zn3//K2vsiBvp24ubpCzjQ1orTOwZwoqeT4PRFgKFYNUJI4EMV5EkAuevowo2KJ5I2zI+qyk9vHdxWLIc3LVsALZfPiqUIpQqMN96ICNq3OKqgBCqeHOttiNu4ETEEUIzxJiSYbkGSpSnBZIFMZ1sU+rijPjIUdbRcYsty/DxRGRmODC93ZPl5oTE9Ge0FWegvK8RwXRUOU4GMtdRjmHZnrKkK++srMFJfjhEqm8M9rbSwnazx+3DjyF48vniUBWo/nl85hpeXjuPpmcN4cfEEXl89hec89vb6KXy8cx4/P7qCX57dxE+Pb+DTw2sqfnxyEz8+v6Xi/aOr+MRjPz++iQ8sbB/vXcQnxq+PruGXJ/Lb3sKHx9fxdxbCT0xf376AVzfP4MO9C3h7+yw/6xj2lmSjM8IXl3rqcHVXJ07XleB0TT5G0sJwJD0SZ/Joy+KDMBzqjT4vBwz4OGFXsBf2Eir7CzKwj//jicEOPL98Gh8IwY+PbuPZTV77xhk84v9yj0rsDkFyRxqHCdF7Z8YIEoHJfpwhZB9T4T06d5S/xSm8uHEWr29ewOsbp/GG1k5+z4HMEFzfVYa3Fw/zd7mMlzfO4eW103h3+xLPPY8XV07ixfkxXCO0h6hKrw734+VV/pY87yPh/NPLOwTxUwJozXoFBDsXN3iHyBrKofAkBJxpv+woz61d/WHh5AO9LVZYKhbLcDNWrzeG7kZT2ivW5lst1YLqSwkY7bVW62/CGoJojYExdDbSbvH1Ku6Xhb+WEkYyfmg1X+saboGtWtLUGTYe3rBx8YQ5v4ct7dcWawcsXi2LHOliw0YTGG4xV9MEbGjBjLfZQpcqS49qY/XCFVhG9bNq8TKqDyolAkt37lKsJjA28v0rFi7FknkLsZDgmTd1JhbQLi0inBYSTotnzMGSWfNUumLBYixZSAAx1hBk66i6ViyXp3iuxMKVazF3mY5qlJ+5eI0aeCgxc+FytYyHzLr/bqZ0+a/FOkMTGNBCWJpZqEY4Fzc3ePr5wzcgGO7Sw2hiAQNaRJt16+BJmxRhvglxlkZI2bYJ6VbGyLUzQY3jVnQ6b0GvuzmGAh1xLDcarw924dOFfXh7cpeyXiO5QdiXH4oTDZl4RIn88tQuvDg3gv2d1eivzMX2ulIcGNqNU4eP4drxY8xk5/Di6lW8unqFhYsS+tBBPLlwFndOHccNxh1uP756EYcHejA20Mca+hP+Swam/VN6P/6NC3xPT+8gXtx/jNNDu7CvoQZX9+zAwbpKJFqZIWIT1Q4tVwRVj/96XQTo6yGMVix5mwVtlT5CjA0RZmKM6G2miKGiiWGaZGuFTCd7ZDPy3F2Q4eqATAc7ZDnaEzZOVDzuKPTzRnGQH0pCAlCXEI3O7HT05+dggAqnqzAHXSW5/H+L0Mfory7GgZ5mnDtIJSMW5/h+PGRBenr1NGvuMTxm7SsF5d39y3jL+PCUgHhIhXL/CkFwDX99cUeB4tNdQuPWefx05zI+3bqIH+9cZCE7TUBfVDD5+OASfnl+Ez/TFn+khfr08Cp+4bV+enqd17uMd4TUO4LnFwLnZ37OL7z2z9z/493zeMtC/PzqcTw4d4iF9AQrjRN4ycL66sYpvLlF0PGYKLGm6ECUutqgPTEMY43lOFTG/zc+BIMJQTiSE4fjefEYS43AcJQfemjHhsN9sDPSD8NUNkMZhFNDOcao6h7R+r0lPARCr/g/PeFnPjh/GI8uHKGtGsVtAugOf5uHF47hNq3lFYL49Mig2r51bD9/N0L42ll+1/N4RfhIXNqzE43xwdhTEIVbQw14d+mwApMGUpKex/NLx/CUQHt0YAcVfA2u85oCpVcE2vtbhJT8vvzNJshMa1nywcrBET4EkGdoJDzDYmDrGYDFazeoGeg6spCUkSkWESCLddarMUCyRrCOtPGs1YUxY9OKNdBfuw4r5DjfJysNSmP0EkJpqc4GwseAFm2dWhVvwSpdLCawZAEsr5AoeAVEwi1AFpGX4eWesKUd27p1G4wMtmAtr2eweSuMZNY8LZqdmxdMCcC1C5dBh/ZsxVLGshUwoP3asnQNVZEOFhAKUwgZRycP9f7ZVDozCZ+50+YQRPMJJCoiKh0B09L5C7Fozjwsp0patmQZVlJB6evowdhok3rsjCg5PWNTQlaeMmHK/1mW39jEMMIaWkx58oUoSB0CVx59o0cA6XD/li1msLNzhKOzK9w8vAgfL7g4ucLK3Apbt5jAbLMxtrGWt9JfB3tDPbhs1IObEW2KMQvyVkMUOVigwtUKLX7OGKL8vtFXjyf00Q/29uJSaxmOlqdhICUYwwWJuNjbgNu7O3BjuBtntrfj3I4unNvZgysH9uLSvj24NbYPd08cYo3HOHGYcQQ3jrLGO3aEiuYErp8/jRuXz+H6hTPYTVUz0NyEi2dO4dKF87hw7hzOnj6Nzq5OdHT34fSJkxjmOf1UFz1VZRioKUc7LU9bXjq6qDwGSgrQw+grLsKO0iIMV5XiUFMNDrPWPNHZShvTjxv7d+HGyE48OrwPz4+P4uXZY3h1+SQz7QncP7ofb66wpqWNect4d0sTbyUIgvcs8B8eXFOh3f708AYL2DU85ft+ekwFQqh8oiL5IOrkKVUJQfGGGf7l9TMKNqJWfqKC+du7B7zGFfz0iOBg+tcnVCYEx/ub5/CG3+clgfXxFmtsvvcD3/uB6uE9X7+lWvnpAeF0+7yKt1RIr6hanl04jPsnRvDkzEEWtOP4cI2FjeB6T/C8IWDe3z5HBcTvzVTUxOurJ/k5x/GR135CIF0cGaANqkNbTgrS7bYhfdtWZDpa0fI6o5hqrzLAA41UPAMxtFlpkTiQFIL+AGf0eNjiUFwwjuYm4HhFDnZmxGFfWS5Gqgtxsq8V7wiEd4TpR/4er/jZz/i5L/idX/O7yW8iauchv7/EDdrKC6O0SwSXAOgm49GF44S3gPMMnl0/iaeXTuLU9h5CMgg7s4NxfUclXgrgL/LYZV5X1BBBd//IHjw5NISzPU24Svv2hL/nHVYKz/n+J1SYz6mYJuiyttKjX7eyd4R3sDxdkQAKjYaFsxdms1DPWbJSgWQtlczitbRRMtWeNfhiGeqvuxab9dbCXX8tHKgYttBiyeN9l8soaVo7gZCkCwmcFdy3cp0hVjAUlKiC1lPV+MenICAqGQ5eQbD38ISnrT3iXN2RaOeAMIttvP4GrNtkAn1RQA4usLJxgN3yDdCfuxjLCZFltFaifkwWrYQZ1cksWqJvpszEV1Q6S/gZK2kH1WLwVEZrVupAhwpMFvuSJU9XrdXEyjVr1ezxNTxvLY/prdPHBkNRaFR8fL+sXSuDLdcTnvLYYj0Z2Ss9erJwO9WOPKBvo9EWGFGpLV2+Vn2ejPw1MTGD6VZzbLPcBhsZxMn/x9rcAjbbLGFrbQV7W2s42GyDI22HK9WAq/02eNhbwc/BCqGudgh1tkGCmz2thRsKgr2RH+yH3EAf5Pq4IsvTAUnO1kh2tUWqhzNSeH6iix2S3Lnt5YIUWpUkT1ckUFVI+0i6tzsyaFFSvD2RyIhlRHBfmI8HghgBMmvb3xuB3l4I9OQ+sVYBvvDz8YaXhwfcqOQaWzuQl5cHb1cn+Lq7qTk9/vwMPzdH+Lo5INjbGeG+7gj390JkgB9iA3yQGOKLjMhg5NI2FcdFoSI5BvVZCWjNS0N3cTYGy/Oxp66Mtq4WB9vrcayrGdf3swAc3YcHxw/gyekxZuQR3GBNeoOZ+fH5I3h6/qgC1lsqm4+iUqSd5c4VWhcW8pu0kLcv4801FnIWmDcCLhbAV8z096iKru7fiXcsID/eI3hof368exk/PyCACLD3d6+q2vk9wff8/DE8YSF8J7aChfUDP+stC+oLKodnjJeSsoa/TbUlBe3Z6YN4Q4shwBFg/Xj/Ej4IoKSmpyX78eEVXv8C91N5icri8Xdiifj/POD3Otbfij2NFeguzUVNYjRynByQTtuZzftbyPtdzDxQRAjlMm+UOlqjP8QLR1IisDvEHYM+DtgT4olT+Uk4Xp6FvXkptEjx6BQ1VJGLx2fHCCDCm5/9nuB8xc99RvC9ZSpKRBTii+tUOfxdHvN3vTy2hzChBeNvICFgenSRlpTgenrtpALY4/PHqbKqURFgj0Plcbgx1ISHp/bTyhHC/LzH58ZwZ3QXHvL3kfY0aRB/dO4wnvF6L3gvXhB8L/j5E9YTPvoGBuqRu85evqpL3ME7UE2dWLJal4VJs0CWWhpC2nbWbcAKXR1aKBboNUthbrgCIZZr6O+XwoxWRX+D5imYy2kxdDZsoTXbAFnQag0hJs8YF6u2So/qgSpmq5UdfGMT4ReZBFtnH3h7+iLKmPbD2hK30uNxOD0FNnrScE07R+WhK6v0EQSOqwxgSqgZE4gb+R31aLO20IoZL1yFH6bOwZ+/mqSmRyxcuY4wNCDw1mH1Ch3oE5B6hN9yqiJZc0bit8fnMORJFfIIndXSg6cvjej8X3V4no48WkdPzeJeo0+wjqfyHHNd/r/rDDZAl//vKl5DwY7XkKd7yqJa+vwtNm/ZDHMzE8YWWFpsJYDMYU8AOdpZw9neBg7WFnCx3QYne0s4O26DG2s9VwdbHmdqYwkve2t4OTD42o2vPW3M4WNnAS9bC8LKGj58r681920zgx9B5str+tHG+PL63jzfm/s8eY4nr+POfa52NnBm6sLXro62cHW2h6uTLVxcaBlpfdycHeHm6gxXhiOv42BnC3vayerGRqSmp6lpEi60Su4ujvB0c4IXIedGWHqysHgTRF4e3OfuBB+CSmbe+/AcXw8X+BN4/ixEfh4O8GcEuDsgkGkY94WzkEX6uSPGzwOJof5IiwlBdnw4suPCkBMbisLESBSnxqKC6qC+IBNNxTloLclDZ2UJFVsNdrU34fD2Ppwd2Y2royO4dmA3bozuxU0qqnsnD1GZjOIebcX1sWHaBWmHuIIPd6mG7hE6hNc7qqhXAqD70m5zjWCiWrhMJXbtDJ6fPYLntCv3jwzjJgvUg2N78egEVeXYEK7s7eN5Rwmb03wfwXb3Eq9J+FBJvZBanoD5yNc/U2W9ETXF4z/Rmv1KZfaKhfDW0RGcGerBueFenNzehuP9zbROtdiemYhsZytUhvqgNzMBQ6XZaEmMQE2QLyr5e9cwr/S426GfKrnD0Qx9PvY4nhGNw1lxOJCfjMHMODTHh6IrOwGnd7TjJQv7O9rAn2gdX906iycEkLQ7PaNKe0bISjvPc36f+wSrWDAB0AP+3w8VgGgZqV7uq+2Tat8TpjeprHcU5aA60BkjxTG4vKsVD/g73Tt7CI/OMGWFcWdPH27u204VTjXE3+IZ1e6jM0epqKgYaccmGG6mXWDB2GK6CeaW62Ftvwnb+M9ZOtjD1MZWQcKSfn2LsQ42bmTNbrAS5hZrYOuwFlaWS2BnOQsxPisQZr0YQS5r4OSiB7NttGRbaclYOJesXIP5K5cqJbJKZy0L8koWXm6vp0KwZkHwC4VvmCyeFIWgoAhEmJsjn4rkVHQIbvT2w8fBF6b23thq74HN9m4wM7WFg74pbDdbwnyzOTavNcCmZetgvFwPS+csxbdT5uOLibMxZd5KrDexgb6ZnVpXaKMOQSCQWiPDA2it+PmiyqRNStqaFhFSSwmN5QStPO981QaqNaoveU65rNC3goCRh/CtInTkaaBrGDoEtyywvk6gq6OLpbSDKwnF1byuLtXSMu7T2bABG42NaCn5+5oSQPz/rEUBWVH5EABOrNHsCCAJB3kAH4HixP0OhIaDjRWcWNglHPnakTBxIJwdmCp4ONiocJZj3O8oIOO5bk72mnC0I2DsCAvb8evYqHCW1wSIE8HjQkC4EhAuzNRqm9Bxc3NRqYuLExx4rgOvIes21zY3IjM7g9AktLjPgwBSI1/dXfh5AiR7AolKWpbNYMjANC9ey8edKsnLHUF+3gxP+BM2fgKi8QiiagrwdoU/lVsAXwcTROEsaBEh/gil4gsJ8EJogDdC/LnNiAgKQFRIsBoNHBEUiKjQYMSGhyEhKhJJMdFIi41CRmwkMuOoJBJjUZiWhIrcdNQX56K1oggd1SXY3lKLPR3NODTQjaM7+3F0aBCHBmlvD+3DndNHWRgvKtvx4toFPD5L60BwPaQie85a/DkL2L2je3G0qwHDtUV4dmY/VdNx2ixp0zlK8BzF68ssaITUq4tH8cvDq/g7beCHO+cJoAv4iVbob8/usBDT/h6mTT44hBvHRnCBMDs31IWLu7twvLUKZUEeqAzzQU92Ik71NOJYZx36M5NQ7++JGlYYjbbm6HHYhn53W+yK8MLRnDiMUhUdzUnEruxY1Ef6oy4qEHtrC/CAQHhEW/jqLu2RNHTfJHhuUMlcoiIhhETZPOR3fsC4cXI/91MxnjuCu2cPEz7HVDvRndOH8IDqU4Akikis2aV9u1AbE45iHxfsrcwh6PcppfPkDO0+wXNveAC3D7EyIICenjvG3/IY7hNAt08cwt1TY5jg4mkMF08D+PrrIjp6LeLidRAathHePqZw8zKFk6sFM40ZIkN0ERm2EiGBSxEZupLyfCnCwpYjJmopYiMXIzV6hdofHroaidGrEROxHubmS7DJdBGMtiyG1bbl8HFZhlC/lXB3Xc39OnCiDfCLjENQTAJCYuPg6xOCWDt71DODn0mOxdnaBnhTGVm4B6j1oS3cA2Fh5wVbSzfY2ss0EHl2lw+sHLwJUUeqGENMW7AGU+avxtzVhtgkj+1x8oWZox9MNllj0wp9mBpZwsjCGYYWjirWE2i6m62gY2yJdYTaus0W2Ghujw2m1mrdojUbt6r2Lx1jTejKgwONacM20Y4ZiSWjMqOyWyNtX4uXYzmV2TJp36JtW72e9pFwMjTaCOPNm2CyxRimJiawMNtKEBGihIYdlck2C1PC3Aw2VgKibdxHKNGe/R42sCOM5JitlcCLEBKY8HdyJkgceY49j0k42RM4jg4awHBbUkee58BzHOU9fC3LpsqMZQc5RoXjRLkv4zWcCRlnQsVFjd/QbNuLEuP1nN1cUd/agqysLEJMAGar5vp4ETIeblRLfwCQjxqS76LmBXnL8gveHggO9EVocADDD4GyRo6Pm7J9Qf4eapxIIKGkjWDZF+Cp4BMuz8biezQg8mX+82c+DEFMZASiI8KY54IVgKLDQxEbFcG8GKGOh49HVGQYYqK5PyZSc5wRxf2xEeFIiI5CSnwskuNikZ6YgNS4OKQTWnmpiSjLzURtcT5aayrQ21CD/voq7Gipw0hPG6MVPZVFaMxJVpbp+PYOXKcNu3psGNdZAO9IYWdtLz1Nz6mC3lL5fKL9+XjvAt7clJ6iC/jr07ssqMdw69gBXBvbi2sE2llaFVFCp3a14+JQJwaK0tGYHInuvGQcIpBEbZ3f0YmxhnLsLcrEjoRw9FMh9QW6oTfIFSOJoRiODcSOcG/sSY9SU05aYoKxqyyDhf8QgUewXj1O5XGMqo+29AYBe0V6pggkgRCt1R2ed+vUQSqm88qSPblyktvnCOSzeMT/RWD0iFZUrNpjqsMHhOjRnnbVWVAa4oNDVKP3jlN1Ht+Hewd24u6efgXr64eH8fLaWTylqnxIq/z40ilC7CQmxMQaICZ2AyLDVyExdhlyM5cjLXkFUpONERRizMy5njWRIcJDZiApaSZSkuYgwG8ytll9Bxu7aYTGfPj7zUMY3+/hvQoOTvMQ6D8T2emrEB+zCskJq5EcsQhFafNRmT8fNXkzUJ0/D9nJq5CX5YSU9GAkM2L5YwUHxiAzKAyjDfX4cOY4bo8ehL9/CBw9wjTPjA+IhktALCMOTj7RsPOKhLV3JCw8QgmaAJhQLcnTMUyomDYTSiYuftjqFgBT1yBYOBBWhJaVrLrozH3O/nwPweToy/CDKbctuM/ShbBzC1LAU+EhEQQrj0D1LDJLN19YSbh4E4De6sGF6nHMlnYwMjYnlExUm9E6Wk6ZvS9tREZbTLBpyxYYbd6MTYzN3JZFm8zMqeLMLbCVr822biWYzGBhboZtVEhW1tawsrLi9jbN9vhrC3nUiaUF7O3sCBHaI4YNj9nwmK0NAeNIcDg6qR44e1vCg8dtqWSt5ThBZst91rR/NjxXtjVho64lMFJB9SRwEjA5UAnLMWcXN9S1CICyqcBseF0buNGyCYDcCSw3qimZ+SzKx9+HVkuCgPH1IUwIEVnSQpa5EAgF+XvzuKbdSeYJhQX5KBUUSCiJRQuiAgompIKkLSmUCicskCAihHidUBldHBmO2OhIlUaGhzBCFYxkX3xMFCIJofDwcERERCAuNhbx8XGMWERFyaN/Qgm0QEKK7+H742KjCahIlWqPR0VoIpbgihNw8bgCGFVVXFwUEhKikZJMWMnaysnxyM9OR0lRPkpL8lFRVojq8mI0VJWhta4avS0N2NHVir1UWidHd+MsC+JZqp6rp8dw8sAQxnb34/i+nTi8qxfHdvbg+M5unBkZwMV9gxjrqkNbfiLa8hKxvSoXJwdacOXAIK4d3I5LVEmHG0pwprUSp+sK0Rnqji4fR3S522CQimhHpB/2Ui110r7uKk7DO+mVOk/1RnX2jPGG8HkkPXG0Ys8JmefSMM19t04fUD1hAp9nBIxYs1e3aCfH24cEPs+5X9KHVElPr53DnWNjqCfEs1nh1MdHYrS1Ftf378BDKp8Ho7twi3AWwArUXt+5jFe0vJK+YUwICV4OX99FlNwLEBa4CnGERVLcYt6gFaxBF1G5zENE6Foqm5lURtMQEjoFgYEzKdvnwM5hHmu8RQgMWIaAoCUIoSLyD1xEaCxCQuxypCYuRnLMdPr5iSjJmIGsxElIi/4cxVnfojjjB1QX6CA/zww5uSYEnh3CKONynSwxFheBuzVluFhXAx8nV5hauMHIhoXcTgYryjSNYIJEngQQoKAhC9ebMMydfbHNLRDWnoSGdwhs/MJg6x8BG59I2BNW8sx4e98Q2Muz4335miFrUDv7x8DJn3BjuAbEwC0wFm5BcQx5LLSEZkyUTEWRMUp+4fEIiUlBdGIa4lPTkZiRiVQWzKysHOTk5aK4tAhVVeWoq6tCbU0lilmTyhq8iQkxVJksHKyBAwMCWTj94OnhBWcnZ4LEQT0mx9LCkmCy4P+8TcVWQkoTFrS+TGWZC25bC1QIAkktLbepsOL7bWzt1LrMErayuoACjjUsLC1VyPOaJJV9EgIiTdjyPbZ8vxWvY6lSUUl2Si0JgNzR2NaOjIwsDYCoplwJKE+qH2kzEgUkABLlE0ibpQkvQsaLgCGAQoIQyjSIFkqWawgN9KOakdRfwUWjgtwQ6OvGfOilABTo66ngI2tMRxNgkaFBzItUPErtEB5UM9FUOJGERTRfxxIicVQwMVQ2UYRPNCM2KgrxAiEBDM8VsITLBF9RR7yOLAMbLcH7Itux8n5CTEKgJRETF4NIXjNClsSQcwmhGEIoPpFgS4xnJZqGrLy88bWXGXk5SM/KVM+KT09LR1pKKtNk5OWmoTA/DUUFGSgtykZRfqZKK8vyUUl41ZYUoqmqBB0t1ehvr0NfcyXaawrR01CGoY467Omsx+hAG44N9WJfZwOaspJQlxyD0fYa7CBkWqL90UIr1hPpg6G0KOykQuvKiMee2ny8IWBeXSd0LtBSnRvFE0Lo2pEh2swjqj3oIdN7PHb3/BgtGK0mFY8ASBSQtBFJPLlySikgAZE0XKvxPjfO4/rRgxgoL0FtUhy6+f9c3bcDN0d24O7IIB4QPg9pWS8c2IH7tG+PLov1I9BuXcT7hzcwwY0A8fZdCmfX+fB0XYG4SCNEh61CSqIOb9IqgmgZgbQUEWHT4eM3Ce5ek1m7fovA4MWEznK4OM+Gu8cMFqY5iItexQy2AO5uM3n+UiTGLEBOykKkxExCfupMFKbPQELkFJ43nZ/zLX36DEremchMmceaRAdBrqtQGW6OU/mReNBQihvtzYgPCYW7LGjvGwxnn2C4EiB28qRTJ6oZZwLJ0U0tyWFiZY/N1vYwtrShxbKGobk1ttrRSvgGwYvg8Auh1YtKQlB0IuJSs5GeX4z8smqU1TaitKYBRZU1KConLCqqVZRW16Kqrh4Nzc1oamtDS0cHOrq70DfQh5GRYZw6fRxXrpzDtasM1gK3r1/E/VuX8Yh0f/rgOl48uoEXj2/gGf3+k/tX8OjuJTy8fREPbl7CHb7n1uWzuHbhFM6fPIoThw/hwPBuDPZ2o6WhDlXlZSgsKGSmJeDi4lVNHhAYCA8vLzg6uxAKTrC2dYSllS0sttnA1IzQsqA6srRSqRnBZS7LnFhaa16bb4OJqQW2bDUnwMy5T2CkgZYlFZaAzYJhTvVlbi7KbCv3UY1ZmvO4qDGqLWd3tPcMIDu3QEHNicrIzcWZAKICcnai7dM0Smssl7t6RpS/j6eajBkaFKBURxjVi1goUUERCiaaiKaKEcCEBHjTfgl0qJQCNduigKIJoFixUqJ8ogiAcbjEES5KCYm1ImDiWQvHxMjCedxHFSSPTk6grYqPjeF5BBDfExNJOFEdKUDxvPgEmecVRwgJeGKQnJqMhKT4cbhoIpbvl+vGybVkqVMCKT6ewQolkceTkuVRygRNdjYyWAGl5xBAsj0e6ZmyAFgKkqma5Blh2dmpyMvLRH5+tnqyagYjPTMNmdlZyMph5GahoCgPJSUFKC0rYAWWS4WVrdYrqq+rQAutoKRVFSWEVyFqq4vRWl+G9rpitFTnorUyGzuayrC/twmjOzrUes2nxnbh/LERxjDOHN6N02NDOHFwB67Sbl09OYprVGQXCZ7zR0dw8dg+3Cd47klX+hXaLqaPCaDHBJC0/0hI1730ZD1lPKG1enz5DO6cPoLLR4Zxg2rn/K4e3KAKuk1LeptW9Dihef7gEO6ePYqnV6Tr/xTu0YJOcPNYS3+/FB4eK3hDDAmHzZTAq1lLLaeEnwUH26kE0wyCZhKcXCayJvyWNeCX8CaItll9Dhen6QiPXghv/9kw2fodbcRM1qYz4O0zlzX9QmaUhfB1n4xQv1kI8voeLnbfwMn2e4QHzUZ8JO2a3w8IE1XlOxlRBGFHkS/O95Xj/lA7rh/oQwtrgKpK/ti1NaisqUFFdRXKKitRWlGOMkZ5VQUqGJXVlaiqqVJLEVRQ/ubIo0goj+XGx7BW82eN6+rmomp2JxaUkLBgZGRl8D2VaG1vwcD2PgwP78To6AhOnzmGixfP4DpBcZs1wT1K0Ad3CJC7lwmTq3j26BqePyZknkgQNE9u4tWTWypeP7mN109vc/s2XvL1i8c38ZwwkmNvnt3Bu2f38e4p49k9vH1yD68f38GLh7fw/P4NPL13HU/uXMWjm1dw79pF3Lp4FlfPnsAlQurM0TEcObQP+wmqHf19aGtqQnVFBQryC2gHklnrx6gH+4mqciYs7GRwp40DFawdAWWFzVstYSzrNG21wGZTS9pCc9pCc9pCMxgab1Vz7TYa0yYaG2usIm2hsYkJ37cVW83kUcou6O4bRF5hiVJa9gSQtBO5ET6ihKSRW2yYl7vzeLjA19uD9txH2aZQKqBgQihEtQNpQoAUIfChfZIQpRQS6EMoSeqFoADCKDyICoiKh/CJjqDqIQgEKJJKyNKv8jqBUJCIpVKJIZgEQqJ6kgiYpAQNhGIiaaEIIjkm58TK++UYVY6CjJyfkqjWc05OTUJiSgLiEnhMgMPzkpKTCBHup+pJ4P74eL5fVipMSkRCSgpSqITTswU+OcjIyR0P2c6iSkpGIhVCeroAKA25zJ95BFBqmlwvlnk1gQDKVMt45Bbk8XfOQ1Ex4UNVVFCYw3MzUSgQqixGfUMN6uurUV1dgXJCqLyiEDW1pWhqYl6mamqoLUJjXQmaqZzaW6vR3FiONu6X1y3cbmJaV1PE8wishnK0NlSik7app6MBXUy7qbYG+1qwc3sH9u7uxchwH/bv6cXBPX04dmAnzoztwRnaqzOHh5gvh3Dp1AFcPHEQF2TJ2aP7uH8vLh3dj8vHDzDvHuQ5IzjB888e2YdLJ0Zx6/xx3CSsrksjtK3zeti6rIeD8zrYOi6nwlkHv8BN8PA2hN6GWVi/YRo2bZrKjDsZW8y/g53jF8wUM3mz5rBGnkQrMR+unjOgZ/Q1Vq/7DkabJsPPdyVMt02GvuE30Fn3Ndas+xKbtk5izToJLg4zEMjzHSy/hh8h5ubyPQvNd6yxZiEzUQ+lWfaoLwlAXYEvqvJ80FCZwh+pCm2kvkzsG+zvxK4dvZrY1Y89e7Zj7NBeHB7bh9300/v2DmIfpd/+fduxjz5atg/sl9iOXTs70dfTiDbelIa6cpQU56AgLx05WayF0hKYecMIVhe4udrz//JiBg+jz4+lVM5ATVURb2Ytdgx04AA/4/jYMC6eGcNt0v/erUsE0zWqnRt4/pBQeqwBz0uJRwSQ7H8kqugm4xb3E06EzjMFHSqku9fw+DaVEwEk8Yyvn1JJvbjP92hf8/hjKiw57+GNy3hwjUrqykWqqLO4dOYEzh0/gvMnjuDMscM4NiqKahh7duzA9t5edLW3o7GxkRm2GkVFJax1s1njxyM4NApevoFUv56wplq0sLKDibmVgtQmE3Ns3GJGUJmqsOTx9t5B5BaWEmDmMKXC2qZsm6aNSNqh7KSRW2BEMEkPmru7K7y8qYKoeoKogmTd6EBWBLLt7+/L39gfYbRCkfJY5rBQQilItReFSEM11VAQYRQTrWmnEQUjakfaZOJiCRdWKtq2mQRuJ1KRSAh04mIJIPW+SPU0hiSBiFgn1SAt7UfSNsT3KYCw8FPFpKQmKkCI4kkkhFJEsRBC8TITXpQOjyWNhygfFXy/gClRoJSaiuT0DKRlZikASSqvUzMyCKBMVnbpCjZp6YnIlEfiEECigLJzMmjd05BXkIP8wlzkU/nkMZVneeXmZRM8Ah9Js1DI/FpWXojqmjICp0JFZVWpel3PMtLUKOWkBp1tNehoqyWMqtBMKDU1VqC1pYrQKkVdLa0So4YAqiWoGqicamuKCaRitd1IINVwu7m5Gh0EUndPE6MFXd2SNmJgoEWVo12E0/aBJvT11mPHYCvLZStft7NMdmM31c7wrl7s3tnDMtmHnVRDQ0x3Md0x2ImBXp7f24K+7kZMMNmmAzPb9VhtsAgr9ObRuqyGjvEyLNFdhDmLp2LWvO+goz8Py3QnYeGaL7DRZBJrxO9huOVr6Bh8hS1mk+HhI71dM6FnMBnmptMpvVfCYOO3WLj4P7Bq9SToGkzDhs1TYOcwm/ZuMRKjpiPM/3sqoMmIDZ2MML/vWMvNZIZbSMU1B25ODNcF8Pddh9Qkb6SmxvImpSA3NwMFBVkoLsohAMPh6++DfNYWx6kQDo4eYE1QrG6C/Ogt8gO216O7qxFdXXXo7W3Azp3tVDkkOWE0dmAXjozuwUlS+dTRAzh+eASH+Vp+tFrCJiczEVny3KTMZERFh8LH1x0ODtbYZrkVDtbmcHeyVYPwgv08kUBwlTFzdLfzMwY6MbJ7AEd5rXOUtreunsG9m1RQt8chRTUkiujpAw2wZMKiqB6JZ4SNKCEBksBJ1NFLxnPC6qWAi/H8/k3Ciefc0aTP7gqgCKr7PP7gNp7duY7H49d7fPsqHty4hLtXz9P2ncddUVWXzuHquVOE50lcPHsa504dx+ljRzGyZwi93d2orW9irVvOgpHPmj8RYeFR8A0KhWdACDr6dqKcdtWSysqU9s+M9s/C2pZ2T57zvo2vrWBuZQ1LWztYEUw2dnZUSbRpnp7w8/OFj4+3Jnx9CSYvqmRZM5nqKDQUIbTaIcHBGpVE2xUkEAryRbRAh9YnNkYgooGLCgWUcCqZcAWgZIJDQrbjeVyAI0BKI0RSBCIxtGkEj4S0F8n7pL0oicojWZQy4ZA+Dh15tI6AJ4H7E+S4qCKqoSTuS+G2AEvek05VIwCS9p6C4iLkFTEKmXfyCwmQfGQxsvPzGLRltFjpYrcyU5CTk64UkACooIDQIXwKivNUCIByCwgcARKPFSollMd7kk87lk8AFVDhF1PxF6OquoTwIUwIovqGaub5OgKoFu2EUHMj1RArzBZuN3JbgNLSXEPIlNOy8T18fx1Vk7yuri6iyyhQ4KmrK+WxQpajcp7Pa7RUop1Aa28n1GQYAMExtEMLIEKkp4H7CCICqp+g2j7YgZ08voPp9oE2BaSdLFNDLBN7KBCGKBy62hpU+WzitScYmSzH6vWzsHDlLHw58Rt8P3MSfpg7FZ9N+o7bU/HDjCmYOX8GJs/5HpPnf4sZC7/DrAVfY9naOTDeth6bt61mugqGJgtgYjGNdm42rOynUgFNowKajE2bFxFSq7DeYA6sLWfDx3sOM9p01kS0XBE/MCN8j5jwOfD1mkKA/U8YmUyBs/tyWLmtgrvfJoRGOCEuKULVZMnMAKkp8UhjZnCnzDe3tGTGSMXFS5cwOjbGWiUbpUW5KONNLGdUlvJHFckqdGc0kvzNJHwjf+Qm/vgdrCG6pbGPpB8g6Xf0y49Lim+XaKP87KbaGfgthgbb0cobU1qYqR6yFhsZiKS4MCTFioUIUY2qAb6e8JJuaTVORsbCuNNe+hCkCagqK0F7cz36OlsJqm5ej7XE9l4c2ruDMvUA4XAaj6hynty9ileEzbvn9/Hm6R28oqJ6+ZDq6QGBQzA9J2zePLpPC/eAx8TGaeLVo7vq2BMBGaH1gvB69oCgukcVdo8WkYB69ZBQeyCw0lzz+QMB4BX1uY/vXMPD2zdw/+ZV3LlOhUWVdePyBZw/d5oQ72QGGsLVy5ewd89uDA70o7uzg79nPWoraYdLi1lL03JkZqglTOW5WmJr4uLjVdtKFK1RSEgIfP384E4gyXoxjvx93Dw8CChveHsTSl5e8PTyIJwk3HmeG4JDgtWKfhER0rtF6xRJdcM0KjwC4QRXZLjGliXycySURZPgZ0vjc3IiwZFAK0UFFc/vIe1Cqv2H15A2o5RU2i0qmKSkJFZ0tFFiv8ZDVJBSQilULmmpKtLTU3luIrKpaIqYx5IJqOzcHJRL00BVNcoqq5FfXIKiMv4mlVUoraxASUUZwZKvlI88jUI9oZQwCmB+CRY7SuCGSuN4VASCqQgj+Fsl8XtlZKYrBVRUnM/KtUjZr7LyfKqeQlQxP9cwH9czPzfQkrW1NaO7u51qt4k2q5pqp4LAaEJnVzMamqpRx9dNVEmNdZWory5DQ3U56pjW11EBsVwoZSTlRBQRy0YzFVNrWzUhVkX4UE2p7UpW6jXo6yJ0uhl9ooCoiqh++vvauN1GAHUyb7TzuzSz0m/Bju2dCkDiTvbuGcSuwW6Wuzp+jwpCsgoT9A2WYLnOPCxdswRffPcN4ztCZzq+mfoDPps4ERNnzMDn33+LP3/zOb784Wt8MfErfDXpa8xdNgf6JjpYRtU0Y/lELNswHfrGs6iMZsFgy2xCZwHcvY3h5LYFds6mlO3rYbFNn7ZuLhav+AKr9b6A4eavEBSylJlxNqxtZxNWk+DssRrOfgawdDKAjbsBnL23EkRUGuEBqt0mJDQIYaHBsLa2gZmFOW9qFq5evYJDtGHpaazR4sOQKNI7PgrJ8oRLyuS05BgqmmQU0m5Jr0MpFVQxPXUx1VRZcS5BlY8qkba8sdKgV8daRclR1g7thFRnK+nfUk1y1yrSbx9oJeHbsXtXJ4Z391A99GF0ZDuOHBzCoX070N/ZgGbexFrWWFVURknRIQjwdIKfhxP8vV01o4Vl4J89bYypMW2pjRq0F+zvjXBmyBR+5wrWett72rF/9w5aqhFcPnsc965fpGIiiAiR108ETveoim4TIjeUpVMKidtPCalnopTuMRUAjb/nzdMHKl4+oqoSAEn7k8yS5nuf8Fx1voRYQ6oqOUfe94gA2z00gEMH9uLji2d4eY/vJ9CeUoU9u8vP5Pbz+/we92U/r8fXLx/exRsCUuLFgzuE6g1C7hpuXrmAMyePYXT/MHZu72eN3chKQqBeiAIW5Ky0NMI6kUomjoWTvxsVkr9/gAKUt7c3t/0ZYtH8EcBtUUzh0kZExSOWKIZKRxRSbFyU6tlSNkmsmQqCiupFjon6SRDFRAUTHRNFCIQQLFQ7VECpaSmq7VBUi0AgTbbHQ5SQqCCBSU5uJpIIp/ziYpTX1aOyroHRiIKyCtWJUVZThxJCqbSqEkUlhShhhShtOekZyeo7b9igeWik5uGRBti4caPaNpSnmJiYwNjYCJs2bYTRJkPY2FjBg0AOokUtLsml+immWmVl2lRLddOA2rpqKpgqqplKwqoU5YRVM5VGW2czagifihrmRxb6OgKojopJopbWrY4AqlGWTKN+5HWtVNBUP12ETFcXrVdXK+FDVdVcTndRjs7OWvRS+fTSfvX0sEwQQj0sF720VgP9AqIWvhY11EW71o/t27sx0NdBGPWo/S3NtWplyCYqswmG6xdi/nyqnmnf4uvvP8dX336JbyZ+j28nT8XnTL/8YSL+51df4n98+QVTxpef4S885y8897vpX1MZURUt/g7zV00iWH7AkuVTsHzNbMxd8AMWLp2BabMnYtKMiZgyczJmzJ6i9q3UmYXpc/+E2Qv/L9q7L7FgyWcwNp0DK8cV2LBlEVbS8q3Qmw87DyO4BhBAAfbwDHKBX4g3AkK84B/kCTNLMyqgbcwEeQTQZRw4METLxMwX54XQYE1X7++D1kJY44UgNkrGdoSxFgxjbRiuIjkhGqnjYzrS0+KRmZGInGxNl2lBfrrqNi2m4ilhlJVIT0QeaqoK0MCbJo15LU0VaFOQ0gCqm9FP27e9p5nw6Mfh/btw4tAwTtDinabdO8M4sKsPQ6wxdvGGdVKKVhBSoqhCAz3h7+VEGDmrEcSuzg6qZ0kaeD1dBWDOtLBBKGLGb2Wtt0MANTSIk4f24eyxQ7h48giunzuJO1fOsbBfUTB5oZTObSqku4QWoSAp4xUh9Pb5Q7x59gCvn94njO4SRncJJznGbbFzSk3dwn3aut3MSIcJwvfPn1BJEWZP7uEdYSbxntf58PwRPr58QkA9VvHjq6f46fUzfHrFfS+5j/GJ8eHFI57/iO97iLfqvY/wlt9BfaaoM4LrJdPnD+7y8+/z8+9SiV3FpTOnMbZ/H7b396KtqYG1dyWhlY9cKpFs2ppsKoocsTeMjHRpLBbQUDHxHsv4nejocFovTRtQZKTkg3A1LEK68INleECgn7JusvazNAqL3ZJIo82SXiptJNF6SXtRBgGUlZ2BBMKysKwUFfWNKirrG5BfWkb41KJcnlMvaXU1CqliCgqzUcjKTxaEDwzyg6HhBujr6zPdqABkYGDw25NsjYyMeEwPBoZyfINKN282gpOzrbJiAqCaWiqZxloUFxeqtrQA/g8Sgcz3UllH8n+PYUUcxv83kmCWlR1TCVj5n8RyZhKwAsS8/AxawgxaviyqLRlGQvdAm9fWXq8AV0EF19BQQfDUKUXU0VFDMNWrZo3ubkJIgaqB4Gml+mlTsXMHVQ8rraGdAwpEPSwPPVRF7W31qi21mapMHgYwwXKrPjbqr8b6dauweeMa6K9bhDUr52HJolmYPWcqvqfi+ZzQ+fMXEp/jL19+ic+++hqff/01tz8nrL4iYGjP5nyHSdO/wtRZE6miCCgC6zOC68+EliioGQvmQZ6T/jWt3ZcTeezb/8DsRRNhbb8S8xZ9RTBNxeSZE3n8K8xaSIAtmQVTW0OYWG/Aaqo0E4cN2GxjACNLXRiZ62KD8TqqJlsCKBeXaRNG9m6nzPeBh5cN3N2kG5i1I2vPIN7okBCpKZlKcDskJADhLMjh4UHMgCGU+LRQKlOGsSYlnOJYczLzJjBNoXpKT4sbBxMzeFYy8nNSkJ+bqtLcrCRGotouzEtTUV6Sg9qKQsrcEjSy5mmuK6d1ow9njdUq0pg/fl9HI4b6OzDMWmGEQBrZ1YuDw1RR+3cTWpo4ObYfxw+NcL+oqhZUsQbNZuZvrKlQEPJwcYCNpTmszLeq6RbuMjDQnaBmTenL1JPw8iK4gv28kMlM38hab0AGxe0axImxA7jN3+0ZlctjqpMHtF33rl/B7asXcf3SOSqukzh34giO8Tu0MhNWVxRj/54dBING/fz46jH++uElfn33HL+8fabipzdP8fObZwyBzxP8zH1//fACv75/oY79yH2fXhJAVG6vqMxeUq29pgJ7TRhKe5eA8d3zB/igBRZh9ZHx0+unvP5zwuwp3gvgBG5vX6hUFJ2owbfPHvK9ArOHtKX3CdN7tKACsFu4duEMDgzvQk9HC+9DLeqqSpVNLy2kOuV9lgGPIQE+iCeUpLKKYUUlkcjCm87fLT2dwOF9z5T7n5vOSGOw0OZmKQVUXFGBqoZGFdWN9VRAJYQPK5a6GgYLcI0GQGK/UtNEQcXDn5+3ZYsxYws2G2+m0jGm4jEmZDarfVu3bmUq27LfCJu3bFJKSKbMSNtPFVW6pGXlxcoGRtG+xRCgMqZJjWWivZRHCYVFRsDLxxu+skB+YIAKf0YI7WswLbFfgB+8edyfqY+fL1/7E44BdCZBaj3qcNrV1Wt01TzBzu5GQqhBpT19LRig1dJYL1E+7cp+adqAumjXCZ9d/dzuI4j6MEjHoJRRD5USYSRtQG2tdZiQkhLHwhiIAB9P2G/jP224mkBaSiAthKHeSmxcTzitXYaVS2Uxr6mYOW0Spv7wPb75/DN89Zc/YerEbzF9+g+YPOt7zFk8HavXr6BN+5qwEgh9iT8p5fS5Uk//4zNuf/45/kSQKTB98xforP0Bnt6bCLsZ+OIbeUIFgTZzEpbqzMeCFTMxd+ksLFu3BKbOm2BgoQczR2OsNlyKNfqrYG1ng9x8DYCG9+wkPCLg7yfSPIS1QJDqcZHaIEhqOOnilcFwrBlCZfwJaz6JSBmcFsXaUTKfApC0KWgbLFlLCohiI5BEpZScGMNUbF0klVMkUhKj1TO2swmn7EyCiBk0L4fKiVZPBpmV0e6VUy5XiGQuL0BVGb075XFtdQXqa6vQQNksBaK7tQmD9O99HfTSnW3oEo9cUYDG8jx0EVr90vtGL797oAv7dw0oSJ06vB/njh/C2ZOHMXZgDxVYA/KyUhBJwMrcLDPWlnprWakY0vpuNWZshqPNNiopRzUpNFQUoj8LHTNucV4OWupr6M/7sHf3ThzavxcXzlBJ3biKxwTUhbMnMLJ7O04ePkhrdpNQeIK/vn+Fv314xfSlUjq/KR5ROVREn6iGfnn3kvFCqSBRPu+odN4SPjIE4cMLQuPpHSqg+/hAmH0iYD7y/R8Im/d873sBEIElMPrE4z9yv3rN62iCqkuuKWpK4MP4QDgJpH589UypMVFl77lfQiD1nErwmbKeVFkMsZxiT2X/3RuXVGfEEGvrrrY6NNXSbrDikApE7qFUPKKQMxiijKulTYb3M5UVggwBqWuklWwaB1D57wAqr2XQGolaimOFls68Iu0/kje3bt0CU1NTBRyBj9guea0NE5MtMOF9k/M2b96EraZb4OvrSYtVoBqf62ljKipLlXWMlGEKyoZSwVHpJCTSxiYnISIqEp4EjJ+AJ0ietMH8QRj5SAh8CB0vXx/4qv2+KpXzQsLDkJaZoR79s3jpSji5OKOtgyqmrxP923uxa892DA0xqIwH+juV9RLw7NjRSdiI3epWIQDauaNb7RskpARYAquuzkZGEyYkJNELM6LiQhFIfymPTnVwsmXhNuc/bqxW0N+6xRAbCKIVS+ZgzdI5WLdyITbII3XXLob+mgWMedBZPQerls/C0oWz8B0h8pfPPsfnX3w1rpq+wF/Evn32Gf6vv/yF6V/w568/w8TpE2FlbYAly2bhS9q6//iS4Pr6W3w/9XssWDlVPal1szUVj5UuluovwZR5UzF76UwYbl2PdYa6sHe0paylBbtygf9sv/L1oaHSkxKE4FChfJBq+AzhPonQEKYyHiUkULUdaELGp0i7UohqW5JRyjIcPzJCRs1SDUkvDGGUEEN5HsvfSmQ6oZRCGIl9S6PUlxAQaSOTNWYa0zTCXZ4fLvukm1+epikWIZfyPTcrlcBIQ362BNWUijQUUQqXFtDqUQ5LVFGyV1EWV5fQ+lF6N1YWoYk1XxuVVF97A3bz5u/b2YtRZoiTo3txloXo/PEDtGOjOD66B4eGBzFCObyT8rdHGiNZmEoJylRCNJzqUNSSF6HkbGelZuXLRFM/Lw81clnG30hvUWJcFLLTU/i9clkgKzHY1Y69/L0Pj+zm5x3CjQtnafmuK1v1iXB6y8L+kkrpBeElFk1gJCHW7ANh8OPLh/hVVA2B8pGK5y2t4TuC6QO35bVKlfIRdUX1xPSTgspjpYAENAKft7SOmgZ4Se+PtzlRAfHzXxF2bwjCtzxX0ldam8mQ1+8U4AjNd1Rub58qoL3h95DxW68IxncvaQ9fEV6v+Dncfv1M3n8bD+9eVUuuXr98CudOHsLYwT04Sft77Mgo9tOi7qJabaPKbGipRyUVZ3l1OSprypHPCikzM5GqKQ1pzAv+VKW21ttgaWEOSxkASuCYMbZZWMLK0pL7LdS0HBkYKmFKCG0ljGRqiwBIGpkFQCUl0lsZQ6XCypNpEqEjDetpGWlITU9XSkhUjagdAYsfXYGfpFQ5kvoSTL7cFjB5+vjAS4BEOIUxz6dkphNQBNCyVXB0dUVaVgZSpU1MhhQQTtI+Vs9KtK+3Q6maQXlM965ubN8uD23sgQyTGRoaZEoFNNChlJIAqIdpd3cT1VALJkiXYxwLU1xSlIrYBNb8rN3jEvmamTReHstMVeAf4IVtVqYwNjLERgM9bN5E/7p+FVYsnYsVi2Zi9eKZ0F02G0ZrqZwYOivmYyVt1MI5kzBn+jf44bv/wBdf/Bl//ssX+NNf/i/85es/EUx/waTJ32PSlB/wxde0awTVf3whyuhzLF07B0t1ZxA4k7BozRz8QHv27SSxepOgZ7Qam4zXqxnbhXl5uEXr0NfXzRtA2ckfTuAh3j5c5v2EMaXc1ETI79u8IRJhhJKEjEGR5yxJY6SEBkiEEd+vCV5TjaDV9HjF0rbFUSHFi7emQkrmb5UqUCKcJEQlJcYTWCy8ys5RzoukT+LrlAR59ngs0pMJLEZGSgItEmtGbmdyO4vbYrVy05OQT2AV5qSjJD8L5QRROUEkNbI0nEstLHaitpJWT0bINlajs0V69Rqxo7cNe3f2YWzfEM4cOYCzR/bj6MhOHBnZgQvHDuLa2WO4yrh4cozAOojjB3cTZH3oamlAnYywpWUoot1IJtRl+oQ0krtLmxTDz8sdMYR1ZLDMSpcZ6f6IpaVN5e+QQSjnELzl/L4yraCb32d4sAeHaN+OUbmdoXK7ce4Ent+5jk9UKB+l/Yhw+EQw/UxI/cT4RcFJo6p+pHoSCP1KNSWvBWJawElbkbQZvaLdkhAISa/gS8Ynnv+PXz/hn3//Gf/828/41z9+wb//+Sv+JfGfv+LnH99RbT3Bj2+e4FfaxL9+fKUs46c3BNM72scPtJWfnuPnj/wefP2BMHr74h6B9AA/vuV3kuMfePw9AfaO1pOvf/xIWH56iY/vCTS+5/3bx3j+9DZu3zyPs6cP4cjYbgwP9WDHQKe6b3mshOKpun09XdQKB47S0CyTgO2sYbvNnPu2qaVPbKwFSmaw5j5xKzIKWqKav28+raAMVYiKYl5LSKAikx42gUMm7V4aEqmEQiQvM+8GBAURQpoI4j6JYJYFpX58fVWPpKghD5k+w2umZmep1TwXrVgFZw83JGemqYceJqbLFKRUJKWlooZKvk9UzUArtu9ox86d0vBMhcTYs2cQu1kx7hrqRf9gK/oGmpm2qMdUi4Xr7qUCksapCBakCP4QEtJwFcnXEtE8FhMbqULTkMfCFxNMWRcEP39v2NrZqomV6zfoYZ2eLOi1HDpr5ImgK7Ceqkh/1RxsJEg26c6Bse4sbF47HRtX/IBNq37AllVTsYGWbfb0bzF18teYRLh88dU3VEzSdvRnfD/pO3zz7df4biL3S3sSAfXN99/jB1rAhUvmYouRPgK83VBXWY57t6+RrB2qkMdEB7PWFh8vfp7/w7iS+T+FTGSUEOUTFk4YScj2eESMRxgVQTgLXYS0HUmIjaOdk4hkxEaGamCk4CNdvjIVQGPjpPEzisejCC7Z1o5HiadklnM0A+uiNLCiwkrg62Ruy3PJ0wgqmfAogMpKY8hI2oxklXllEmQB4VSQk4F8laajmAW/tJAqJz8HZQV5SrWUUyVWFucRLMVoYm3c2VxPy9dKS9dN6PRjbGQXjlE9HWecGNuL00fF3h3EBXmSA2v5CycOKVhdOnUEF46P4tzRg6rR+6j0ZPW0o72+Gi0CwPpKNDFtrC0jFItQXpRLRZelFFRESIBm4imtRwx/r6ToKKTTLpTl5fL9NWrS5iCVw47uNgwP9ODgEK0m1dvYngEcIzgvHDuAu5fP4NWDG1RQVEdUJhI/MsSa/RZi5ySVNidpl6IF/IVw+ftPb/H3X97jr0x/fE9F9e45VQ6tnNg7bst5PzN+JEw+ETCfqIp+IVB+/UQwfRQQ8Tjjrz++xt9+eoO//ayJv/8i133Lfa/xK/f/wvSXH18xXhNyfC+B9JO8l6mEwOk9r/+Byuvt68d49eIBIXUXDx/ewPVrZ3GC6nVk76CyKdKt3dHeiFres4ryQpSXFaC7qwWHeJ/2UmkN9nehplosWKxqHJceOmlklh66LKoUaShP4WtpapCxVTIgNICqJ4iVbRAr3QAqH5m4K69FJUlbkC9tmLefD8J5f7J4bzwIptU665h6I0Meh12QjxQCLi1LpplkoZnWf3A7bVk/AdOvGQc0tJPqhwAaovLZw/snABqgOurubUBXTwMGBtuwg8f7qIomhEWGIYwFVSJUHv1Kzyi+USbfyfwaFawFNXNfRC3JyNA42rY4JPEfloenSSqRoEaiUtqzsLqS5BsJJmk3mj+TKoYKRmfRJBivnQRrgxlw3bIQHluXwMlkAWyN5sNCfx42LJ2GRVO/wJRv/oSJX/8FX335Gf70+f/En774H1RM/wNfT/xM9bzNnEeAGa5GqJcb2hsa8PD+Leym3EtmgVVQ4f8h7TqR0SGIUkCS9h2CgP+rNtQ+hoKDtAeNwyc84vdUpgloASTAkQhTtk4zrUBCRvWKnw9mhFAJyBQDSTXBQsebHkhJK2koz9faPFFjv1+bEKPnlm2BYZSankD7IyHflf+TpAkEliwfkUaPn5GcSCglEUrJVE1JVFFJVFDMgLw/aTyWTimenpLM46m0T8yQtFDZGam0gOm0fwRWdiaK87KprHKorPJRVUo1VVmG5poq/qZ1hFSjapMa7O7E7u192Ld7B/bv2YkDw0MY3TtE+OzBqbH9hNMRXDxxGJdPi5o6jOvnTxFWx3Hn8jncu3ZBzXu7eek0jx9R9vAwLcs+1op7aAv7ulvQ1lhFW1emwFhbXkxwZiGPkE1kRSgVjLebtFm5Ipo1fzwrlqS4CP7f8cqqyngSUXrDlPwHWdvKeKpTh/fh6jl+/rXzaiyUtCH9+oFA+PBSgeiXj4SAKB3Ge4Lqpw+v1WOGpe3prbQbEVwfGaKO3kvblWy/4blyvgRffyLAfv4kwHmLX39+R9gQPOPxM4H1iYrq03vCjOmP/NxPVEofCRx5n8RHCe57z31vXj/CS1q857SML6gIX/E7vHr5FC+p9F7Qisrjep4+uYMnjzXxjGrxBdXiCypHCXmf7HtGC3vv7jVcvXIOF8+fxBlWFkcOH8D+kSFlh3oI9hZWPDW1lSjn71zIykFAJePrBFDSvS8hjeP+gd6IYqWRzfzhQyBt2LiR4iRCDY4sLS9DZk4OtwtRVFqIjq5mAqWDAGojgNpRw8qosrYaTW2taO3qQPdAP7p626l42tDWUYfG5kplwXbuIphYZidEMVPLDF+JKJkPo1rPGUw1yxjIZLxYaCbiJVDSJZG2yUhh5ha6pqQxmGGkW0/GR6RK5meaztfJyXINUU+iMGTWsy/8PW2xzVgfFgbrYLiSSkZ3AUzXzYed0WI4bVoEZ+OFsN84n/tmQ3fpZMLra8ye+hWWzPwG86d/hlmTP8PKed/BbctK5Ee4YbirBs8fnMW+HbXITvBFfLgXYsL9qEoCCBIZ6s9QFksmQwpENAVea71kWzMFYLxNaBwuQQSJwCWYHvmPEcQIZC0ivQmBqpctkKlsyzQD1jABmqVMZZyK6oUL0L6XFm88wgL52RJB/HxGWHAwomjxIkKoxiT+ACdZNiJCXgukKJclorlPoCRr38i6NjF/CNkXJzO5WXFoBuRpIoGRxHuazMojhZCSgZECqjSBV2oKMtMEUGnIz8oknLJQkJ1NQFFJUUUJoCrLilAtM54rSlFPUDVWlRMaFWhrqEVHYx16WxuxnbXzHnl8MQFz7MAwTo7tw7ljo7h0+ihuEEw3L57GTaqY29fPq+kr929fxl2ZnCugun4Bt1h4bl4+iyu0aBfPHMUZqq0jB4exf3g7dvR3orO1TimsFhlDwrSB4Kouy0d5QTaKstOQmUQLTHBJ+1Y6814mrWBOeqKyr2VFOaijWuij8humujpAVSXDCs6dPo5rl/i51y7ye13GQ1rDZ7R2L6RtiQVdtR+9eIQXLzQF/hVV0xvC6Z3AiMrpA1XTe4a8fsv9r3n8JcHxajxeS0O5QEx67XiexIe3hA/jHS3la4EOr/uawHn3mtd785Jg5PVeEU48/oZgfEMQviJIJV5z+7XsZ7wlGCXeSfCz3/LYG54j6VsqO1FYb5jKPrnGa3UNHuM1JX3J7ybwevKICuzBLdy+dQWXLp3B8RP83ak4x2jdt+/oRwPv7xAt9PDendh/YC/VyyD27RvBEFXYwUN71XPyR0c1j6uOTYyDmdU2WDs6wt3PD4HhzKN0BF09LeglpLq6mwmffnXunr3bMSGakl8DIEmjEC0QUgBiGqMNGeClTWlzmEYrhRSjQiZ7SgNYHN8nwNJM1NOEmi3MGlvm0MiUivT0OGZ4wokFITVR2kOoQEJ9EOrrDC8HcziZboCl3mJY6M3FNoO5sNSnWto8AwmuC9CQtAEj9TbYUWKIgzVGuLbTBQ9PxeKn5yX48CgfTy5k4tL+LPRUhSA3zgVJhFA05b5MegwiEGQukvhdXwLC35+k53YgiR8Q4EFL6Qlfyk3Z5xfoC79gPwSEaLvtNSGTKkX9SIN2MCNIAUuzL0zalAiHMAlpWwrWRCjhooKgCSGQQggkSYNVGsD9skwFwShAlHYohgBJA0qBkLYNSpQR1d04kKKYRtPXx4RRxTFieKMloscjJoKWWW1TDRJu6twI2S/QIqR4PC6SoJK2g+hoxDGVSOR9TuY9lMGA6UmEE5VUJpWVaptixZLNe5dLRZWbmabG4ORTTRXmZKEwl4qKBV1GoNdWaEDVUF2GVtaIvTLZt7sdQwO9GNm1Hft3b8dBqqgxqigJsX8KVgTO1fPHcZnwuXLuGK5fPInrl07hxuXT6kmfd2+cx21u371+Dvdl+8oZ3OLr24TWddb6V6i8LpwYU5ZyhJl8V38HoxPtMjK4spggykCudARIJwHznqgp6UzIZGVZxO8uQw2a6qvUaOIewnQ7Lc4ALebO7fLs+F04wgJ5gtc/TaCeIyQvs7DeuH4Jj2TcEmH1VqAgsCBU3khbFQu5pG8EQtwvIWrqJ6qnH6nG3hEEAqxX0gDOcwVAEgIXAdIrCbkGX2sBpH399g1hJT2QP77Fp49UcVRyPzL99WfazF8+4MdPbxQY3xN8cp7Ee6qytwJK2ss3hKJKCcK3PEeup1LGa37HVwI+7nv//hXjNd5Jys94x+03POfN25d4TQC/oaV8S0X3muc+5/crLS+FqZlmjJ6jqxuCWSlm5Wbgtoyyf3QLt1jhXOE9u8j7eon3b0IEbUg45X04LVi4bDOiCJkoGVNAyGhCBnQJeDQhtkyzJAEhQ9hoX4tVi1NWTQsfmTsjQ9yTlTdNS0tEhgyAyqA1kEFjqh0jGQUyroaRnZHAAhIEF7ttMNJbBr1lU2G5bjIyPVai0HsJKvxm42SdCT6c9MA/73jgX8988c+PUfj3P+Lwr19j8a8fE/k6DT+/TMPDKxHY1e3LmtCNqiCIhTeQBVoWtZL1abzVQEUZIxQk3fYy/sHPC36+HgSTF/z9vPlawotw+j0CZeEsGUtEPy0RLO0ajBBC6H+HRSQLfRR//P8e0uaksVq/n69JZb+EnCdLScTIuI4/hGYipsyB0qgbNfub8Bdg/DESxiORqlW7ncAKQy1dIdeVEAiJUpIZ44RPEs+V8xPleipikUQIJcfHKxgl815KiL1TFo/qKV3ZPI3alQpFeslyqaDyGIVi73KpSnIyaamyUVZIm0cwVVBJVVO211eVooVg6qAl6G1vxo4+2ryBLozslPFQrB0He7CHtmHPjl7s5ev9VFSHD2hAdWx0GMcZYrVOH9mvprBcPEULKNA6ewzXzp9QYLp95ayyfreouG4ywwvMrhFuF06OqffKNeS6e2RQ6M5e9NJKdLY1oLWxRjXmS7S31KGhlvZwfKJnY32FGsHb2lSjxrDI3KrOjib1fplmMEKLun/vbtrM/Th5dIzqipA6fwZXLp7FjasX8eDOTTWsQdTIOxb+t2806RsqFVE2YsGePhY7JbbqgbJhb6iE3glE3r0iRF7RvonFe63gIupIFJCk8lpAJI3rvxJAP/34Hh8+vsWHD29UvOX7BSwvCImXVEWvFXx4bV5PoKKC5yiwvBEIaSDzfvz9EhoQaUJdTyzkewZt5lt+pzfcX1dfBwu1HIy1AlAA83lSaiKe8P95K8Di//zowQ08f3UPL948wIRIeruIKGkHYkGIZgGIZa0ZF8lUBjQx0zI0jdACHwGRBkZqwBMLggx+iuI1ZCCUgEr2CXy0IJIxCjLhT036Yy0qkwNlSLuMKs2WWcA5lP0kZKFMjWAtVCINqMysNZVFaK4txPbGLNzdV4RrA/441WiNkYLNONm6ER9vmOOXxwb45dVm/PWjGf72yQJ/fW+OX99twd9eb8a/Xprj490AdNf4syCEIjszjDAMQxIVV3K8dC2H8P8IpBoQNSENzqJw/AgGwoRAkaUhZNGsMAImLFSWjgjQHGOEhVGlSEO0hLQXMTQr8/Fa0m4z3r4k45L+W/B3kqUgtA3gv4OGv5v8duPxRwDJ9v8ev52vwCSN2YQS74c2BFJ/nCGuCc2scLUts7tlm6nsk3aAFBkly3skkS6VBtOUZM0+mYMn5yVTxcp2ClWtNgRIapvHUwVSKuKQlkBQcZ9qQGdkyFo4sp2i6enTpjnpycjLTEUB80JRTgZVSjbKCSxZoKuypADNdZVok7FSbdKz10FYdaBfhvn3tit1s2uA8KLtk9jJ10NMpfdP4LWHymWEdmtkqB8HaBcO0EYcEiVDmB2ltTtC+3Dy2EH12OSL548xjuO8tFWdOIQTAikelxjbT7V2cLd6xPLBfTtp33gtxsieAVpDKiQZgCeNxrQZAqo6ma1eU0JgVaKZIBNoyQjgvh4ZA9OB4d2yWsNOHBrdg+O0OqdOHsIZfq6025xmnD9HUBKkVy7TGtIW3rl9nRZJ2oDuK1X0TtQKYSLQUnAaV0K//PReKR8B0cePBAahoQWLAEMUzavXBAbTd3zPW0Lrj0DRwueVqDBuC3Q+fnqHT4yPhJmc92YcTGpbrvGBAONnvePx9x/fo7mlGbK+lKxDpQVQYloyHsrId8LuLRXXIyqhfQd3ICMnFhNE6Ug7kAAnhl4tlplSUrFVMq5GrTCnYKMFkEYFCYB+U0TqPLFoMseGNS7tlcBHICRAkuMSst6KsmnSmM1UBkzJSnEZBFKmNJIKkLIJo+xU1pjZaKwrR1dLJQ72VuBEfyaOdoZhtMULj86H4q/vAvH3jz74x08++M9fAxiBKv3HT2H45WUoPt7yxU/343BxXwQu7E3Gkf44jA6mor8lBp1Nsbx+LApEfaXHIjc1EqkJEZTkYQRTGJWFzC2SHitZLCsYsiBWNJWZhKxPI71Z2mU7taHgQyWp7VmT3rH//RxN/H6O5jxN+sfX2vafP8bv7VZi0wJVSCP3Hxu8tWvsSCeAtBn9MeTaat0dKt3fAEl4xRFkWkUlqkfWzpE2oiTeH80aO5r2Ixn/JD10MgtdMxZK5t3Je8SyEWJ8ncLzJbQASuExmdcmPXraSJHgPs1+WUSeAI0Op0rjtlxDvUeuKdfSvE4j4LJYcQmscqieZbyUVFYysFMUSw9VyCCB1N/dhu1UU9t7O9HX1arsk7we5GuZ/LuDlmqI6mqIYJIYprraTfWyexdhRSW0f+92jO7bhQN7CSpCR1ZIkMGJp2kNTxNKpwUUjHNnCKlTY5qgojp35rCK0ycP4vDYEA4coM3cL5CRGeD8vF2E5FA3djHduUMzUlimKmhGDneil+Dq7mqCrN7QKstpdBBWva1q+Zl2grezo1nNx5IBf7tEJe7diYOE6JGx/Th29KCKC+doQS+dxeWLZ1RD9HVaw7v3buHO3Zt4ysL//DntG8Hy9q1G8YiaEYWkIEX4yGstsLTHfqSK+vGnDwpCbwkdeb9WHUkooIga+/Qe7z68J4A+EkAtMDU1U6sjOLi4IZD5LpYi5O4jwvMdzyWsXlKxjR7eDbNtBpggCy5pIo7wIRiYcSSNZaaScTVqbA0lfBQzqqRahaMNUThisyRk2YL/03YyUxm2npSSrInUFCRSwquGa+4XmyYzjdPS09Tqcjn06tK1XJifg+JCyvjiHNSUpKOuOA7tdYno70jD9q4k7OpNwFBfCnb3p2LPQAptVya6m2KwvTkee9u4vy0M22v9cbwrFOe3B+D+2XC8eZyK84eTqY7icHAgBucPyXYgWstCUV0QgvL8GNbG0sPEGp5gSowNUz0wcVHS3S4wotqhEpLBekotKRgIFIKYBqn2pkB/sXZ+KoK4LfuC/P2431eFv68Pj/mMp74qpLdMncfQwEULGdo91ZD9h+D+INXwrWksl/YtmagpnxfMCPHjObSXvwWPhfjzWoH8nqohnMHvKhERIv8PASgN3L+1FWnaiBJo3WQQZgLvvzaVAZkKQISN9DyKJZPI+C1oy6QXTm3HMaX6kVBKSKuCWPlQeaWywksmjARkiQIwBUAqLW4n8XOS+JnJTAVsAigN9AgveR8jXdqmxP6x8pIBnvlUUUVUUbJSYLUs1kUVVVddjiZavuaGGtoqFvKmOqaNqq2no7UB3QSYbPcRYNL208OCP0C1JWtP7SCwVFBR7WTh305rKCCQ7nCJnm4BQxdB0q2WmtgjM78JtX3D2xXEjo7tVcu8nD4xSmAdwoWzR3GVlvDSpVO4LO0gtIaieC7KEyYunsDFi1Q/547i7NnDBIsA5gChthcHeC2ZbrSXKk71ahFIbfxfmmkHZUxQXW05lVaVUlyyv43g6uhoUXPF+gf4/XdKd/h27N69C4fGCK1jR3DkyBhOnDzGOIoTJ47gOOPosTGcPnMCJ08dU6t+yvbZ86dx+fJ5XJFpOlRkt0SRyZw9Aun9x3f48Okj3rx7h1dv3qKxqQmbt5hgq5kl7J1d4M38Gcb7d//pI7z76SNhRUX10zs8eX4fJRU5mCBqRGOZ/ntIo7L0fqkghDS9YLISXDwSEynLmcHUMgaEiAYwGuAISKR3LJn7pQ1IlJDMOha1o13iMk6ux88QpaQNOVdgJss4JEjK85IYaTKqMy1Framcw5ovT4JgkoymsW8pauqDzHQvzNOMJC5iWpyfjhJuF+dS5WTGIDfRHzkxDmgu9sBgUwAG62PRWRKI8/vD8fB8Gq6NRuL5xQwqplBcHE3H/t40dJSHoaU8BJW5QSijXCzJiUdeRgRy0qJZoKJYM0shERtEVRMp44L4Y8uaNkEyGZYgYAQGcpsACGLhl54xgVEgtwMY/gES0jguABnvVVM9Z+PAUJAZ742TBu8/xG+9dAI96eWjylEN5KKQxhu2g3kdgZoK6ZEYh6HsV0GAKTjKZ/FzNI3iBJQKwkl6CRmioDRDBajgJKjSpCdOeuDiaQeljSmRIe1J0qCt2pCYX5JjNSomlcAQ2GQwD2QRGNmptF5pib+FjG/KlPbBVG1KcAmgCC1RSjIWSkIGb6pR5zymzmFIA7KMi5IR5jIhVTNOipWHTI9RkcQ8k8LQjD4vUHY/i3klU7PNVJZwKaHtk4Zola+4Pz83U6XFsrxLWRHKyotQIjPaGaWEm6zhk021nknw5eRkcTuTqeRJ5k1eUz5D3ltakodiVp4VFbJOeLGCREtLA5qb6xUgZAmNXqo0gYpYs70El8DmyNg+nKDyOn/uBO3YKdqxs5q4epaQOonrN84riJ0h0EYJOBk31NgggxOLUCtrBFWXqNHSMnZIO2hRxhPVSs9la6P63Famff3d6COgeqgSW9qaUU9gtbY1qWkXnV3Sa9WGRgKthee28/u2t2uW/ejr68Lgjn7s3bcHB0b3Y9+BEYJtFHkFeWpVzS1UQTZOTvALDaMKCsPFq5fxjPbx5csnBNUzPKUiG6Nym6BslEhr1ix/bED+rZGZITD4Y2j3S2+XrCgn71OQIURUMKMJkAQosl+bao8JcOT6v53PUG1FCkDj5/B8LZiSuf+39gnCLYNSPFMbzGDZzFgCp9zf4JROKGWqtqVcmTCay0yYk4xCqpqyvARUFsahpjANVYRXY2k06grCsaMpFQc7Y3CkOww3x9Jw+1AiHh5OwPV9UTiz0w9XRqMx2uuH0f5w7O1MQVtZBJoqwlGRF4vinBjagnB+rzB+R9bWVE3JsfLYF7Fc4YgODVcqQxqrpWCHBGmmi8gAMOnSD+I+FVQlKggjAUSQAhgBFTg+y5lWS3X3MxUIaYHz27Yap/R7D5pGkWmV1P8esp8QGweRqKr/7/M0wxc0obm29MRJj50a1qAApdmnrB7tolhNsXuxjHhavnjaPZlzlig2i3ktJT5KQUkzyDJOtQUJOAQ+WpjkECa5ss39udzOE8BwW+Aj56qpLOMVkmzLPddGgaxkwEpIBbfzc+RcDYA0oEr+LeS19rO1n69m12fK3C9pD5NmgkSqc+lI0aQSspZzZkbqeMi2tGtqZs5nsrKUNX/Ufl5LFiHLlNeMLH7fnJxMNTdMoJXNbQlZy0oiV8CXl6XWGipmlBF4ZfKQg8oyNYdQHnRQV19JSDSgnUqtu6cNg1Rfosz6RZl1yzQHmfSpme7Q3lanpjy0tFTTyvE9rXXobG9AR1s9ZLkZWbCsna9bub+2tgwVlQLbAlQTYA3S+E6FVUV4lcu+ymJ+D4kiBbjqalm6QxY7q6PSquH3qoK0KRtuMoLxVhNY2TvA1ccXlrY26OhqpzXdg0MyrGLfEPbs2UlFNogJMolN24CsbUTWttvEJ7BGYy2vlq1kbaRdklK2ZX9ikuwft2Pj4FJtP4SLNrQKR7UH8ZqqzYjXl8+UiGTmlFCf/4d2JW2oHrjx9gc1SpjX0DSwUo4nUoonUYXIFAh+D1msTOZcZciylwSTNrJkBrvUaqyh1Hyr/FQqpGQU80aXFbAGLEhFWVE6qkqy0FSZhY7aDAx1pGNPawy6Sz1wqCsMpwYjcXmvN95eD8Szi4TUETe8uByDc7uCcXTQCSM9wWgqi0ZVaRRKCqJQmBGHvPRYZKay9k8KpW2QSa6RLJD8jeU3Z+GMYM2gnRYiyknskAKUwOD/BSANeDRjjTT71etxGGlDxjMJeDQh25rXWiiJktGGpm3p99C2MQmY5D0CJXn/7+1QkmraqLSf8zuYGGG/jw7XjBAPoaUbhxH/57jICKWY4qXhnPdVGszFzokFE2UjXeK/hSyTQoslVi2LSkfBiPGbQpJ9LNBaCImSEfiIiimhZS8ppALhvZUnUBQxlbWfiguyler5I6zkvRpoZWgUkRxX8/KorAmuQgJM4CVQks/WzOvjd2A+yyS45HvIjHmZ5yfLgAhspILUhkBI1v9JF3gy0qjY0hTIUlTzg6gmaQdNY6g1hwg0iYzMNL43jZ+bzmunqZBF0HKyMhS81Ehn7suUfVRgArUcGaksQONxmakvMJP1pGUdogra0WpZB4hQqadNa2qpU9FCddPV2YLBgW41WLFzfHunWE6GzOPasUPasWgr9w5i/4jYwAGqtX7sHupX1lQAqE3luxsYbYSB8SaYWVtjm70jYbSFoKpS19u7e0C9TyajypKvE7QgiGAmERipIBC0UFIgYMFXwW2Bh1YtaUPbyCwh0NGeKyHHBUACJ3U+j6tzx0Gn3s9UCxvVo6aN8e8mx7QAkrWAf+vhYSaVUCASCGkzr8CIkcaQGkxGDIs8l9nieYSRpPmMQma+Et6o0rxklOSnoawwHZUFaShnhpWo4nZVURLVUiwqcwLQXh6Agbpg9JR74MSOAFzdF4wLQ854ecUdL6+l4NQuf1w7Ho7jVE0DTf7Y1R6LjupENFFlNVfFo5zKqygrDrkEU1ZqjPp+MjcsQXrI1IjnYBbYIMjD9mQwooIAC7osjyDQ+WNoQSRwEiv2W3C/RtFoQqt0tGpGC6T/LyhpQaNVOlqwaPf/sQFdxiRJaAZJakKAo0K2GQpYlOBqSIKMR2LI0yy0PXwSqiGc/7+sOCDTWLQhy2QopUQIadSS5veS+6pWJ+AxrRUT1aJVNxqgaFSPUkIMsediscplWVPaIgGRNgRYahXN4jyVyny7CplzV5yNyhLpjZOR4jlq4TpZyK6M23JOWQnPKeU+gk72lfF8BTnCryA3Hbn8LgIzgZ98RkG+2DKqG343UekamyfHs9VwFGliEHBk0dKptYcII23nzB9Do8Ak1azOKAVeVqCUBe2zmZezc7ORKRBSqeYpGzm5OSqy8xj5v0eWBN8nIBOIiQKTJWKLiwpQWlpMNSS9ebKWtCxGVquUkrR7dXXJaoftCjiD23vRT2Bt39Gn0lSCVN9gAwyogrZus4KZjS02m5misrocAwNdGN4j7VAyQbWHCqgHE7SFXykRwue/zYNiZomSbuMogYMMPpRzY9RrWWIzUo6pAYm/A0WBhDWbgEMmg8p1FXTUcQGWtCsJiMS+aeyXxm5prJlSUarNiefF8Hp8n1g9bXey6jZmaNYAltcEkDRIjgNI2gkkk6ZSGQmMUpMJotS48ZnpGhhlyvSEjESCKAEFrN1KCKBi3rwCKqJigkg9u4mZtowZR3rjyoszqJCY0UokU6ahpjgFdUWpqC1IQmtZPPpqo9BbSuBUuOHcQChO9Pjj1qEgvLqShutj4bhxxAsvb8TjxHAIBpqDMEgwNZaHE3ZhVGBRhOE4kJJlQmuEKniiDGTCa4wsJhUubTyEyPiYI82obQHOuAIiWLRLjqh2IQUfgZFsa2McSnL8N1CNH+P7JaQBPUTgRFUjKweInVODHsdho41oAiVGGqsZseGEiAx8DPs9xHJKSKO2AOi3ibwqmKfGx0VpwCQhSimEANbMp5MesQSCKSlWeidZidCSS5e+tAcJeATYsuplyvi9VpN6xSoJkKSLXxRJuoCJCoPKJFcqHVE1onSoOGTQpMyb06ogCVFQClKEjNzzSkKlujRPrUBQXS4hy6nkqe26qiLUVxczitRSv9porClRK2G2iLVhyHaDnDd+fnNdGfeVqeWAm7gtx2p4vdrKQjV3rno8ZBlhGYaiWfKjgKDLZ9CSyYJmhFw+82U+86qskS4qR0KpH0YWt2UB/MzsdKQTbBkEWhb/v0xGtpzH90kqj9gW+CgrOG4D1XvlfTLTPSuLKc+T591l5yjAySL5hYW5ClT5hFcuv0denrSZ8fdTajOL+ccPOrprobfREJvMzGFssU09mFM6nQoLWQGUFqK0vFgtMSsxQZSGVvkINCSV5SJl3RyZRRvODCJT/aUHTIAjk9cEShrFIvDRwEUgo2kXIkSYWbSKR9sI/Ttk4nlM2nakzUcaqjUN2rIeb1Jyojoua/vKkpyadX4l1QBIq3wUfKSdiamMZdEuSC4rG6YSNAKixAQWYgUn6TGhnGdG/W3pDGZUkdOqwZI1itRWUoNqQ2pUOS6ZNy9T2iB4Xlo8cpip8zITCYxEFGUnoZhRkZuKmrxU1OUloiY3FmUZBEt2ILprw9FbHYyuYhdcHgnBw1NJuHEgEo9OBOPTw2JcHY3D2WEv3L4QjP2DwWgoCmQGDkdNaRjKc+L4GdEEZDRyU2KRwd9QZttLgVSDCqM13ejS1iKKIyIkimpFJhyGIFhSreohqJRVIkykoVoT41NNFLQ0bU/aJUk0Ie1Tv4dSSkwj/9BTJqEdXR0bQUs5HjKqWg14lIGO4/tiwmmtZbQ2z9WGBl7jIBMICeR4zT+CTVk3hihDsWsCZNULNh7SS6YZIKmBkli2ZKYSyr4xDygFnMT7PX7PNZN6NWOPJKRNSe69TOzVpjImSbbzua0suhqXRltXICoqAyVF0mgtaz2JctKk5VIxUQ1Vl+USKLmoZUhaX1XAe0o4VRWiiWlzXQnaGsrR1liB9qZKdLVWo6etFh3NMrWE4GogoGSVTUnr5TUhJksD15YQcLLiAcFFsDXJUhwEWV11CWqrilXbjExWlahU0CpEGcFZSmBKFPO7FZfmoIhqroBgLaJ6k0f+FFLpqEXvi/LUsja5VD85BVRL+dlqYfxsQjmLwM4inDSqitAjdApFPRLShfkZKGZerS1OQHVBHAoSAxHm4wRdnZXQ2bAe+iYm2EgIyeOe5KGOaiAyy1O6tK8xTWV5miBqRayP1nb9HlorxmCGj2RtLIt3aYIZhODSjA/SKB9tG46yYYSEgs84kH5rbCY0ZFqGasyWtiRpW+K2tDFp25nktVrTV67FUONOeE01BoUFULWjcFvbFvTf24VEJYlN4zkMmR2fMC7pBUL/LZg5U0QdMWOKMlLqiD+QNkTOazJiMiOFSkmWxZBMSdsmQWlfyrS8IAPlVEzlVEPlhakMZsp8Wjlat+qSVDSUZKI2Pwb1hTHoqEzFzpYU9DWEo7/CGxd2R+LZhRTcGg3DmUEr3Dvlh7tn4nG0PwDH9/jj0EgM2qtTUS+KqyQSZXmxrK0JQn4naSTNlu+aJAMF+b8naZYYlZ4oWb9ITWKVGfhUT6IwtAMlw1mxyIRa7bO6BDCierTKR1SPhEBLqSDu++PM/z+276hrSjoe2rFOarzReGgegyPtPb/fJxlXJOOP1Hgk5iU1j42pPO1UvZb8Jd+fr8WiaUOuJfskD6jgPmXf4qiIZKE43ldZME4pYVZEmpB1mTQh1jyFylhVVCrk/hNOUjDkt5T2QkJJQtqbFJBo6TQLzTEv8H7ns7LJY6WTm82KS5bu5X6JAu6TntdSQqpM8gDhVEEwiWqqked2VRZQPeVR6RTwdYFSRb+pJ1FJTGupqCRtIKgaCJ16Qke7RrkAR0Zly0LuspxpQ10FYVPI75JGayZDWeJo2fi9+Z2lDVTam+SJLuoxQNyXTesnr6URXHrwcmjRcnOpZiSlmpHnkOWMRzYBk08lWFiieVJHIa1rAaOwiCHAolIsoyorzWZ5DrBAsr8R4n0MEetuiDhvM/jaG8HNZiOcbY3hZGcMu22b4WxnCgfrLbA23whri00wM5V1rw01bUDatpcI3nRRP2KdJELViN9g7mMGi2LGYgYQEEUwY0dwn6QaMGkU1G8QkwwjUGImkVTZKgGSFBBmEu0i4bLEh2bRcIGWJlXb46DRxv8fcP74WrvmjqSSGQUwKjP+Qf1IyGsBkDRgyzO+tZlV27iplBEzoHTh5lLGS+Tx5v0GId50iSIFJOnuZ8aTkAZPpoVqekksZX282l/OmqKCGbOqOBNVpRmU1qloqkhBa3k8mooi0Zbvgd21dji3IwwnB7xwa78D3l/1xbvbKTgzFIHzuyNw73QaDgzwfaWEWWk0a9koXlsspLQpiMUgKEWxyXeXzMf/K10KnPwmAmT5HaWtKVrWMeI9F1gIOAgbCc2Axd8HMP4OFr7+A8BkCVu1trLAQu73OHQUeJh/tCGv5Xw5V0Kg85uFlsqG90fdK2kDk0pCbcu9lojQpDymvb+aykVzv6WC0u5TlQzVoYRG9WruvdxbTUhFowGO5AcFIUm12yoPaF4rULEikpAeMNWorDo0EpEtNo73PJ/3U9I83vtc2jpNm442BFgyrShV9cDJ8+SkEVzaiOSpppW0W7KmuLQdqW2msi1RRnVSIu1IVFRFBFgR84uoDOnGl6506X2SnqmqqlJUVo6nDPWkjNICXq8ITY3VaG2uU13uolIEOsnM1xGRwbTqPvD08YCLlzvsXVxg5+QMO2c32Du6wsHFHU5unnCVhf+DQ+Hl7w8fGRoiPbfyBBK6kCg6kui4WIRJswrvrTR7xAW4wNNkEbxMpjGdBm+TmfDZMhMh2xYixmkV4t11EOehgxjX9YhyNUSE+2a4WK6DqeFSGKyZC52lMzFBQCMN0NpGaC2Awph5tONLpD1IAyU5jxmPtZnGgkXyn/sdPuocyXjclmOihpQVE3vGjKfae8ZtmLT/iAVTXe9ahTQe8iiVFB6TVPNYFY3FkswrGVtG/EqtLLWi7FNTC1Tmlh4x1oLjvWMKMgSQtmdFCyJt46VqN5DXlOba/f/9uIzAHQ9lwcYXCZPacRxQokZyRSFJ5PIYa8JC1ojFuRKykFiaaksqoz8uZ6aqEAlPL1/JWqiGvrm6OB31JRloIJxqCuJp40LRVxmB/R1J2F0fiwPNblRIXlRKEbh/IhFnCKiHp/zx5Go8RrfHors6EHs6ojDQmIS6UlrConEVxihhjaxAKQVHDdTTqCYZY6MdV6PaVaRAE1DS7pIo7SvjbSwSakVI2iptxNN2/zHitEFb/sdQ884kr4yHmrmvggpGIDj+YIDfGpvlHkmlwVDtOnIPUijXZfgF84QMUJRBiGpENr+rDIRUFoz3XNmv8ff+vs37L/lB/j8Jgdx4Q7fkCRU8T9Nm+Hv+EFglEUZScFMIIok05gUZb/RHhSxzGmWN50z5TaWXjJEjwXwga4crIPH+SxuJNEBL+0gR77s2LaHCkCgrzVMhT7ooEntE6JQIdKhuNA8glAcFlhE+GuDIs+9kHJKEPLpZHtlTREWixitRlcj6QDXyBAyxaLRqsm50MeGWz7yWmZuhFhWLTU5CZFw8AsMi4OEdQCj5wcHNGzYEkTXDxtUDdgSSvasnnH384OTpC1vut3V2hS3BZWvvADNzc5iZGMHSaDVM9ebBTF8mjs+Epd4U2OpNgofRFPhumQI/06kIMp2MQNNpcN04EZ6mMxHquBSRTisRZr8cE+RZS9Kuo23b0bTvjDdMq2Ni0TSNz5r90oCsGUyobZDWwkZrxzQhKkcsVYJKBTry7CVNu4+AR7Y1AxY1EJIxQAnqPDXgkSEPo5PPkKdiSsO0XEfSBEl/2/7DfhVSM4oiYkZlZlNPwOS26rZXtaioKGnsFYVAANH2yXo6ktFlnZ001aAp8GEwM2anxCAnNRa5adKtzlCpgIi1Ij2sqKMcaSfSNnQy0xXkZqqGTun9KGYNWEgQqDWiKclLS7KYcaiWSggmQkeeiFEtvS3MjBWlWXxNS1eUoRq7q4rTUJGTiLrCJJSmByMzxAz95QTSoTQ8Pp2DmweicGO3Nd5f9sSnp4U4OBCOoYZg7G6NQgfhVVdKxVWWTvmfzM+gHWANW80CUEHprVFwGQqkOdJLmJqiGfzH/zmDAE/jbyW/kYx0lhHP2lCKhXlDdaOPh9gpCTVSmqEmtvJe/HGSrJqvRlCp9xJwcfKEksgQvi9U06vFeyVtOQpIVDECpFTVfjPesMxCnyUQEJUqFQbBIVM0pJFaesrU9A3ee+1UDgGrhByTcwUwapVK7eeIVVN5giGgEmDxPEnVHDkBFH8LCek2z5Rucv5OKlISmU9kXqMsvSswSlYhS9AImLTd7xJqfBphlC8gkgGK/P2LBRiFudyWJ/NmMX8QTASIPJFCQuAiAx9l8KKMyxEYyRNRJUp4rFiBZxw+jGICq4QAE9AIhMqk4Zo2r5x2T56eUUm7V0KVVcA8JhZM5mRGswyEUc16+fnD3dcfLoSMA6Hj4O4FB08f2Hl4w4rQ2UaVJGHt7EIIUTm5UjG5UTkxlSU3rB3tYWVnDQtrc2w22QgDAx2sXD4XKxZMgt6yKdi4aiq2rJ0O41WTsWXVD7BZPxXOhtPgbjwFPlunagYiqvab8dBASGPHRNnIcVEwmp4sTci2PEtJ01akaZDWnqOCGUAFM6GMtP4jlGRO2R9BJef91vvFzKRRTJpUDXTksd+CNaFqpBZVJCOwSXJZl0iNyBbFRIClECKpzBwycVJgJAoplT+4yiTSfckMJOvgSO0qPWKqlmWGUiH7pTCOL+AlI3Tz0+NRRHtTJG1BGQkKQjJ6Vxqm81n7SRuRKAttA7a2R0U7ylZC2+Ur3bjScCkNmWXFml416e6VXhelVijvq5hRqsokCKVSQqOUgOJriXpu1xWloKEwDiXJXkgPNsLxnmA8OZmLa2NZONDmgpvDrvh0KwVPLudjd3McdjQHYf9gJHqbE3nNVF5TYJRE4KWgRh6/UppOdZaCEgIzPzNe/U/ZBFEOf9ccqeVFCagCzMLJgivPWhPlIKs2Sm+UhMzlUsvTMv/8FsryieoQIBE84yGrIwpw5BFJ8gQKbSrz7dRjkxjaRybJeRKyrQWHUjeEg/Y7qUmwzBtqCsdvIfAcD1G9zAvadh+N7WJQ5YjtVhNsBbQMyTt/jN87N34fCJvKfKJNZfyOQEdB6X+PcWBpxgz9P+2d2ZNkV3Wv+99xxI376BdzHeGwDb4XLCaBEJJaPVR3dVV3jV1dU1ZVVmZl5ZxZQ9Y89aSm1aKFJCQhCcmWaSQQEiAbLIEQg42ZDVywuL6P6/6+tc+qSin8fl+oiBX7THnOqcyzv/Nba6+9twAm5YyVeVYqekYaKCDBo1X3ZZq/aWFKQGkKGMwjlgLJwMPVkRtqSfsPj0ENNT15EFAxnQ4GuI5M7psUEUmD5ONsba35oGRkeBP7qbWaViiXpIombFR1elCezAVZv7yf87Jzgxesd+C89Q8N2qA8JcaLzqnezBQLdlFipH94xI739AhMpwUoweqB43b3PZ+0uz/+Yfvwh95vf/OBv7D3/9X77K//4k/tL9/33+2v/+y/2Qf+7E/sQ//jT+wYMZfo9e7DrurHZpoa4j6MDMgcSrEeRtyH4DQxoBSMPnLJKInvENPhnCQqejIjbxYeGL3B5vQgpDm5k1uGeba0Hh4fO0hvuHkUiN4k5ER47oPKokqMwc8K+lGL+kFjulvPnZCRK1EmN0Klm5ZZj06v3bkVQMnfYnqYeMMBH0qHj5uUDWqHOJBKwEOrWMonEnCkHrDIqA0ARVJbLAeIEoxKxhxjKwIPAPKZM7S8prcYkyZSMsgWBowOc1FQTygkPZAbejNu6g1JHGFbti+Vs7c0ZaszD9pu/i57fOtBu732KXt89aP2s69/0v7w41H75feX7InrY/YPT4zat74yKShN277gs80QGVJdW3q4t2VMpMj9EETdVAXZXNID3qIViIHKaCEC3AzLgZuDikiqZU6gcLcN6IQbJyPPidY73DyWUR1AJGASy4AG1yxgE9YNID9mSu6c1pk6ibhPxIkw3PAEjQww7wEO7pW75qibiA/peQMolDwH3fZeADE6QDeYYrn7s0CHMj5T4DO4dLpexBqZ2fcQUHqeq55MSHN4yadsJhM65oNv6MVFMmGoIwBEq5VnSgtCSQ2l7QArlFJHzwfuGk3da14CJWJHq1JFHVtfX5Fbp1Kw2thijjHmmF+2tc22ANW23Z00bTMTdGI7Ox0H2LpcPBTakq5VrldstpB3aA0BrZFBOzswaD0XVA4O2ZkLA4KXADYyaucEKV/W/r7zAtq5c7Kz5AEBD1QPcZvU4sVY0AkwqdUr7SOwTFA5AcZzc/T2SMNsyI1SmebZ1pfP+D+ChI+YyA+pLzwmRGMyNBKpOI75jNKxyejz5S4ZP5qO53OAiM85iDIrARQAohL4xLnL5cgWXdBbRj+mrJqV9LQP6Ljx46ssS+24P8+6qJ6UEc3wyWimp0WErgGUqCKAU9Z6hf5pmfLptsjO7V7GkjoquTsWmbn0GSIWsMID5LEBktu0rv2rWt+QSsFW2a6HLmX5ClSCU2dVoFgRoDpSSGsMBNa2/Y2qHazLhauPW3PqpD19rd/uPDllz98atc8v32NvP3Wf/f6NQfv3t6r2+cvD9vhev738zHn7/Gcu2f5azlvviE9tEDRvyw0U/NYIhjYETrltrYpA6zDOyW2btrIqV2mOvl5y2wSTgmBSzCwta59AVVKlX0C94PJoOxaQifX3WjeUYlLJsGkgJBihvLyFTM8ow5N4yxhqjK4wAlSK9+iaGXSAUagh1j2GqOf5v7J5PZ8YKR8OIJXvPd7H887g52pbxwWMWI7GjohNYvOZ6uJ8cTzdPLyrh54r+peVpZLo0hEv3chuTmCi20ZabuLKuUlJhaGsUFK4aVputymTy5YUk+BELk6WjxNKyWG0mfqRrZP3RBxK+7c2mDl1WQBidtU01AjG3GSb29hKmqeMKYzWyfMRCJk6SNu399Zsx6d7XnKQXbm8YdeuMp4SXUC27RjxGDqAEo/xYVYzK5VI9V5QRWcakSNjfYFKq32LzAO+SJnSwtMUtkBhQTBYlJXd0mfI8OR86bzsT9uKgo/UTQYfjOszDzcj/HN/kSd0dA79QKSk+zWScS9sq6hM8CHrNKzs66SxUwKdiq5XEWjKmTl0MmOcZQDlbhkPhZvgxH79j4u4aHpQOI9nsKKykNgCWcq4TrAJBRQwSkqJjF3AxH46LwLJYooVaBv3SwyJhDkfZF6qCRjRokKCJPPSp7yUkge2VwlsM0uGILbcLMpw6egFXrb1VsG2Vudsb23erqwUbLc6aluF4/bY3rh9bn/QXrjeb28+c9x+/90h++2P6vaNl8t2c+ecvfT0oH3t7wbs9vVh25bLBojWmjPutnXIFJe7SMveqoC0XJu3VpnWN6nE4oxctykrq8ItCkrEkkqzgo/AA5AA0bzHYVLTOYB5F4QoZQDHY0Rd7hnDoFxiKJTRAV9maJRJqXGSF+lzlkwQUklSIxnlzCLrbh5KnWN1vmld0yGAIupyv8KAgisdXn5AJwNPt3EcsAk7BJKWw+1n2TtT8wKV6icdICkwtmef5Zq6h7geAIoXbqh+75qR1SvMX9S8SOmqoecl+pSlOpDqJMskFnpTex33ru5G8zv5Pi0UlGCUrGbLUturmfu2IYXjYBFodvbWPZANRFBHGxuAqiVFRdcOuXyCFPEm3D/mrCdmtS5YcZ5NYk865zLqneC4tqOoDvbX7LIgdOVg3ac9Pzavir6gSk3FTsaUHvxT9PCt+D/E9gQgiJxggQEaAJK+pPTloGg4BmAkYCVgBHgSRNI5WU7XAVSLfnwCIf1kUmwHOKZzHRmQOlrXPalM9y4wLegH0PkXdT3Ko2VZtq2i5TpDipKCrvumrOl/AD4MIVGcJRgr6MgIUC8KRCVgRJltI2BNvIHgNfswApOuoPQ9HDXlJ4vWkxTgTq1s3pqi4zxoqc9U9b1xP17q4cOt8+4FAlpSUHQrSC4d6f4s09/J+zwJCuSikAbAoF4MP0pcyXNSUDNyozbcrZLbtSLlVRixwuCH7Urzk/a1py7aq0/l7M7tCXt6+y77ydc+Yb//Sb/9+HuL9ujVSXv0YNheeXbAXvhCzvbXc7bTzttWs2CbrZxANylFJlCqIrQq0/pep6whdVQrTNmiKlxRFZ2A7/z0qBTSRX1nAkBuWNAZkhHnuSj3TC4W7hruFuABOhlwxigFIKbWnpgQkCalfgQvjGXUj4/sSAudl9pO7FLKPYz8ou4UgTQzia6Ne5iBIGBCqMAtCxHQ9zGSXsPiWIeR9vvgbgIQkzJEqAEvIYUYuoxjVfoMFpn5+WNZxjEof+8zxnOhl1Xq90U9Vb3Qc8K8Xwxt4/PX66VaEoAwX3ZL2dAl/SZYRcopWcWqAlK9UbNGq+lGDKjRari15G63l9u2gstGB1RMaqgjoCRXDgAJLMSUNuSyAZoNqSQv6TCrzwpmLSnmpp435kIjbrUGgPTZHZ2P6Yj2tuTaSR2RbHlsXv+k/yP6B4v659y1yf7p6KVb041DXNwqKjugwUU6VDyqwLGc1hMUiqxnFGdb2aUlqinrRKc3PWnkrmZEcx/ewNWTSJ596Q4zXTdUEsawH2yPYT8CSCVdD3Xinft0DB34WGdIjxKf5Z4FtgXWM3M3i/vjf9d+AtY8WAUZ2xisPVw2RgoEQshmBnVn4C5/K+qhBEa0GGG+rAfwKGCazJt5sxIIJQARoMxMUKLjpY+VI4tUAWAWQItY05Fbl4ycFIeSN7ungPYSEBKcgBAJkyRIkjy5DoikkNYa87YuaO00522nNmErhX7bLh23F26csteeH7EvPzZmT2+etddvP2C/e/OEvfOzvP3jSzW7tdpnr3zuhL3x0gl77U7Obh3M2IGU0tWNnD18UFS5YDvL87Ylt3GN+JGu0aBzbpF+cNNazlmT3Cq98cuqcCUpprxgBIjCZmWoJJrrcbkA0HgGoSmBakr7HUZa9gHTpDxoaaM1LkaKPHTNKLNlAOSljDL2O8g8xJDscDoqQWpaNoPryO/Lb83zoWfAXSeUS/ZMACrA9a6cNkpByS22AylgJHMA8czpu/DnXCXwOVzOIESdxDWjawVwWVBJV4sFLRe1DytQX7LlZIytlba7aRufo7vFohR2stRFoyKXDiMLui6XrillhLWlcJYZiiRr+k+tc8seT1qTwlmjpU3w2RZQdrZXBaekkHDRdl3xrLvqceVDKTW1v9exfTK8AVBBD/WCHmokH//0of+pf44SP5N+H8CCLwHAhOIJA0AACnM3SCABNpyTLzO+vDh3gk0qk2kfx3QZ1yPQRlDOv3hdg2v5AGcCjl9T1j3+EDGlecAAIHhA9AMCIx4QHpp4iBwaXebHOZz0g2M617seMC07nLiGHkB/2+mB540Xvj9N1D5zqiqBN1fr4Q33Iizgw/IhnFT5CvOTgk1OqmfOmvreCfYu0tsaQAlC3ca296qrIzAJSvr8UdY2yZECjdyzVdSSQLUiOAEhrF2bVVlI8Z5m6oi72ZqTSpqyTn3MGrM91hj/tO2W7rcXbw7bc9cG7OHlk/Zo86P29lMftP/49nH7vz8u2xt3ivb45nF7/ekH7Cf/3Gs/+u6sPX5zXFCiv5zK5QnBbkJu26wPh7Ks624AxOqMtSuMDUSPd7pN0PxOigR9wHDHBJfJEctN4EbhTg3JBCHZJR+hMimjSSmaCY8RARNBBctgEwmSDpnJSym5NQta/1cJr8AmAERMlHgopQOq67iI+/gzJOVCCUwA0LuAozIaZChRSGzjuLB3gSiDUSggf+mrPGyI0W9dWNSyfueS6g31N4zZacIA0ILqo0NIL+sicHJgJeOzWFHPjR/btR0wdcOooXqIMb99m8D3CkBKYyRhS2RK6xlrtkgzqcrdajlorhwwlnYCzq5gs7cnt44M7x0pIeJJW0sASPABDCKpT2rmaiRBJAW6SGLCh6x5EAzAoFKAQaieUCBsxx+tI/NkdI7jPK5soLZDoytmhLJQ6ev6ojgXSoeS+2FoAQcPwMugxzW5lqswwYjAt48hJDXizfDkE+WQyPpRVebZTrO91hlilL5lQASF46b9lJ7XEQDK1A3bXdHoeIdStu7DleoB9KFIgVAGHkqaniNBrjuYShktPmMjFzy46q1AWWCSLgEEuGn6rmB6oAANCiiyt0NJYWwjZ8kH8dLvRuwpGS1zqQ8bPf/pRuKm7VjTyzlr6aFbEuiWqrO2XJ2TyXUToJbrgpIU0YqUVKdRECRmrbOYs816ztbLE7Y43mvViftsv3y3femWVNLtMXvxxqA90fmovfbZD9pvvn3O/vDzmr31at0+tzFmzx702bef77OXnxuxJ28WbH8J961ou+15226NCUQ5AUkqrjLnVpVSqhQZJ4hB3xjKhOA2yYoX9b2mmNEMMSIC0REnykpctxQ3YtsRiELhdHfvieCxK6cMKLygAERA6LB1WBAKQ0mFeorzppdR+mxAJZSPb8uMdVywbgAdKiVdJz4fQAq3zV00gYlyVuWsnlEsrzoQNq964cu8jGWsJ0Wk+pOBiG1Yt0qi/qdjM2OZeka9U72kR32yipVVp+lF725buyno1K3elFsnUNF3jK4b5B+tY3SwRRXtrNqmlsn0pgWXkpl96Vy7LnV1rEjsBOiUIxaD4kjxmBTsZTtp3TKVAGhBN+hulf6pgEeUuGsEvDgHMPFcnQJuk/xWLaeAspYJfLPP4z36pwuom3ltZz8w4zpAMTsHn9M5MJbz+vysQEGZmvD142BZR9aZ6VTOqpzNzegB0zZM2+Z0zLyOBTTM+oCEBxrEfw5jQCqJ93ieULaNfJMwnyAw20YuCp8HVAApgWniUOkEgDDgQZA1YES3gxSLEFiAnSwSAMmZOczkzQAWn3PT/jQ0aQKqu4J6aItSVaV5zkOmL8l4Uls6tiSIEZfBKnqQq1JUNcGOZETymZoEkwWAdnnGVgWtFQGqXZ33USZx7Zirfqtdto0lKZvlou13BJJVFFTONqrn7XL1hH3xykV77sYl+8LlAXt6/ZS9fusT9rtv3W//+Ysp+/l32vbio0W7tTFiLz82am+8PG4vPTNl13bmbbNT1gNJAB1XsSBlJhVXmbUWIxaUSX+Q+yZViFIq5ZnzS8+EgOSDv6lENc1NjbqRDgBkgAPqiNK7hBCMlhqKGWt9XwYWhnnx2Wn53QAFpt/KTdvY57PYZubndhMMs2v5dbTPU1MAmKCGAZecfq84d4ApgNQNIoCXPpssjgub0e88o2c+p5fqDAm9+RQPmuVlTL2S5cP02wKlBBXVMxp2eJFTh1Vfw4rUNRksKKjO+3EqmVt+QfUY45gipSyvfXkdMwfspMySYgJCNVdJkR5Ai9tqZ8k7x25v0pl23Xa3O9ZZkqCREmdsrmPAhFgNwdwULE4qhUBXnsrHTfi2BBmOT+olxXZCkbAMnBxAImRVpKQLPzfJ/PMMxRoJhalTalIuwCV1yUg94ykjks+1/D5QWAJPWAEYASrAxOeAiMCCizRHJjVZ2FN6C03qBx3XQ0C3Aa2TKc22yWxbApSgoc/kMyChiGK6mZQhLeUDZHT/rpYoVZHDAAqgQP1ELCjFg9iecle6W3vCAEgCE4DS/ekhjq4GdDM4NN7MsqNEwCMAJSChiI7uxU3bu9e9m4MM1XToygEfKSwfF0nKh2FJGKS/JRXSUoUPa9cEgybdOgSGFpna5CVVbGN50W1L0NiW7azVbE92ZaNqV9cKtlkdsY3503a9dp/deWzAvvNqyV57YdE+f2XSHqrea//42D326zdP2js/zdvXXijYTUHoymreHr180Z58eNQ+czAhyOVsrVWQMTRKyVb0oLerOb/Ppp5FstNx3xxIsoX8Jf1ucuNo9uY3oeLrOybzOmVfS7WEWnL4aB1Y5ajoKBh933y3+pz/NioPoa/vL40/pXPKNQzVhIVr5m4f6ggAZSppkrQBrkPXE+5Fn/XzAB6AojJiRg4itmUWaimglGJSqCV9Rua9BvSs5fRcUscYyngGjyBTSNQ9VzeY6meypHhQRSl+lEriQgSsWS6ofs9T91SvUUJY+mzRz+ljx+uaQM6VEkCTFeGDSh+HyAPeuHC0uNWM7iUrnqdEzIhOtivee/9Ydx4O/mYEw/KS/u6LQjjdpMdt9AAs6MY87qLKCXw8gMxFdXHcLACE68U/Qzd+qOgmIAGpFKsBNnx5fJEpUJeG69CDo0qCr0uiIa0CbPd8Ib2xicXgb3tsRufA7/ZWCf1Q3gxKBcZ0zjSjQzKf9SHbHm+rSGDzZZV+nPaznBLZBBtdj/NH3AdVQveAcImAQKrkRwoIJQK0aCULCFAmlwmFlODBtrQfd00Pmu7LuylM6GH2lpzRbJwcmpBxK/Qgq+Kgnrqh9t7zdVvcJ8NSkA1MB9WyflNcvDTUKV1JkjWkfhKA8kn1yMj5IY5EXzIgRF7SuuQzuUEbS2XvQrIrub27VretTt021xq2t9HWusqVmu2v121/s2zXdhfs5v6C7bWlYqbPWmng43Zt8RP2ypP99r3X8va9V+p252bOHm99xH7w939lv/ruffazt2ft+c9NSmXN20GHSQMm7NbumAA3KRUm17AxJ/cx533uWrV070C0LmjWFuXKkqtEX62CAEXynze74xbL9dJ3SJ5QjskGplNS45SWJ4k1aR/JjoAD1w4gRQdXAJLyj3hmEnTea66o9Ewdds7FJZxgefiw9M68KCVZgop+9ww4hy4YbpcsWsZim48moeXo0O3Q0nOX0/Zum+Fz7qYlFUTrGfAJtwvwuKlOAqMUmF70cYJ8TKAyYEnbI9bE/F4+C7KWUT3J9aq6+1VtEMQmmJ0C2uxj7KF6q+qumvekl9uGoY5WVmjGb9sxBwk3qAruFZ+LUNl148AnEgAJJAMgYjOAB2C5KoKeKqNVDBChqCAl5IWoyDMPaOFD0mSofxgIQfMkV/XDZvKTki84ZUwLgvoS/R6guQjvc1jxQ6iM5dR3h3hPglEC0HuMt4zggqsDaPgMx7PtaLwhQKS3nYCQgs4CkJY9yKxjyRvBooLzZkxgSTGk6M6BUvKBtfR/cUxACOVBTCe2pe0JWqGePM6EC0e8ivvW/QEn3t7dCorzxTm4h2g1i8B1BKsp6R0PeIgvVVXW9Nuhfhw+qqyMcUQH2rogRKYzQ5EyJCkxpAAQrWlkRNNtxDvWap2s6W0ytsmgpttIp2pbgpF3HdEbb3e9aZe3l+zKTkulYCR1tCNXa1sAubqUt4c2ZuzG9qRt13tts3Cvfbb6N/bDp++y33+rz975YdF++s8N++LNot3e7LPv3umxX711yt7+Rt4eu5q37aV5wXDROiskcqLS8nLbdI9SbExEAECbUnP1xRn9b/p/9X+V9f8uyIWbn0XZCN6kBDDriQ+XS9xoSPBISY6ACGAAG09+zFrjEnzYloLcHlfSM+zwyV5mPF+onwSlBKzDcwpI45g+H+ZxJoHIIaTnIYEmxX4oXRXpuQ4Q8UIOGBEbwi1DAU3pGZ7ssik9t9P6HECa5VnW7w5wPA6kMiCUFJCAkikWAs4xDAdwATgADSNozUynAAe4NNq0lvGZWoIN7tXhOuJDkGpQNqwuo6zWa+laYoIrIMABiFgGDAlK5NYk18tVksyBk7lhAIhjwvhMtEaxz/1DlVDYZSGqQMehlhq6IeJEDAPJuWaRjqp8U1Iq9BdDWnI++nthLOMi5UlKlJuG65UCy1RcVIquKVcses9j89rW3aM+GapG/5vcONbTedJnCTKn5nM9oJh+PECSWrQEAqmTUDlk03YHh5MblAACsIARyibAkyCl/dk6nz0yjtVDp+s47FBienBx6Vj3bcBRD2i4AxiqBxAFhLqvE3Di/ECIwbc81gN49LsAIY8BoRJkFRIIM8VQUUWld3+Yj4+sEggBpuWGKjmZ3FmLGiBa1fqaHrR1FJIAlcAkVSTJvSHFtClQ7MhN25NaQiHtb9btymbNDrZqdnWzIQjpmOaEteZO2MPLZ+xLj+Tsxduzdntn2G4t99sTqx+3t579mP3mOw/YH35Rtu99o2HPPlKzG1t5e/rmmL30zJD9wxfG7bPX5+USFm19CZetKFAmW2lw3wxSXzDG8KkISiUC3QVaHxm4LLW+MWGlD/zWBXq6mlCmrh+8rHhJEcBOwMHlCgC5ssmWI0jdDSAHl0DmYyShoAQeFJC3smnZeyBo2d0tlFR2TACKkl5B+1vpAAAVO0lEQVQLab4+Wtcy0zMCgN5l2gaAEoTYlkogEuLA40KUDiNZpobcc8mCzcAjQYmWrpQ3RHiFoV4RFuQW4W5Rsl4np8iPE3AOPy/wyKrUeVlFAIpm/6SAIGJR7pGWU9If8SDiQsR6jiwSFlN8JoEJ4HCsx4MEmAAVsRtkn6shpKAsWqz4DMcCs2pVEq5W83NyDQLRZD/TI36aXu60WpGcmNe1VGIL3E9BENS2Yl6gLAiUfHY2qaQF/Q/JtF+widJjR0ANUMwKXgIPx7ONDGfUB2oGxUNOSQSUmQsrZnZg2Ar6M6UOj1R2GaXORwzJA9acU9tieAiMTpu03AQsAkRcj210HwAyqXWHxDy5ZHqASdCj1zczRzC+D+4U5/PJ/GSp9zjBZp1XZYp9JNcsIEQv9+hFns7DSACqgNpOqxn7XCnhsjCUqSBUXdR2gWlhfkpKadYaevNFvGiJ7iR6Cy7RckYpW9bD1JEcR4UwHdK6/H7cNXKROm1iRXUBCPgs2956zS5v1QUgqSXB6UCq6WCjYZd3pJjksj20U7drO4JXU9/jyL3Wmvhb+0zj4/by48P25ssV+/adstw3HdM8aS9+5n/ar9/4iP3+X0fs+99q2qM3Cjq33L+1kl1ZzencU4LfjK4vWLZ177iXUkY1AtvuruklUBxP8SPZ/BxQR2HywuF7JI5Hq9uI2xSGWlKJyzZ+acjzkxgniYkpUfSA5JJgRDcmXLCJ8ZQ64J9B/WT9K6OJP1yxQ9O67wdGcUzXcT7yBAACRA4h3DBcszSllZvW2ebb9dzP6BlHBPiUV9QDV0Kq8zTyZAaYOG5KdY55AvOqi8SAy1VUjCAk9dJoteRGtWUtay+lsibPhuFdybz2caeBEq1mtJo7oCgTsAjHAKaA2jFgAYC8GRwC6qaOtgk4xHYWsxiPzC9EkElKJh337tYwDDcrjvfz6hjABICI+zBQGb3dgR/70wj+FblzKZ7kABMw2M/n+PzhOajgAhtxqVAyqCMCzASjgQeuFe4T+T8sJ5cNkCW4eJo8pX48SmJJcXwMsZDiPnLVXJHoDQSAuO+sud2VCp1vxyTL9dA5rHQuQEQJqGgWvjTKTKXnZRdsbGTgXXGcUCxYdywHiKQOnOTDyM3T2wt4MLPotM6Z08MJfKLDJzDhOObeoq9VAAilFMoo3D+WUUXhpkW2derHpmW5YQwvsljkWNTBhDfpo4DILSLHyF0yVBDuGTASlNhGAiRxGJaBlPdnox9ZVtJlhM6ze+t0oq3KRZNKWkUtVWxX63vEjLANwUrKaDtz2fY6Rbu8NmPXNnLutu21R2xjccjmLtxlnZk/t5ce+Yj96jsF2Zr904tNe+ygaE/sD9s3v3jS3vrGGfvqlybs4aszul7BdtbLDqN1uXCdOnEjuaEVgbhIfEyglyIqFydVJrd2gSRJuWthuGtYbhoQDbnbBmTG6eqRQSJcKyAUsSQglKDFsuAkozP3IYgyC7UTMPL1sGw9whWx3zt/63l0D8LhlCy5Yql09YMrhhAQaELtuEsmMUBLWk4vJldMgg+wAlLhnhEbSvGhFCOi5ZyYUcSBkhISF4gjyaL0z1XTsRUgRF2XggJETQAUAWQqvVd83RxxnZSNnAWfCUrpTRm9z8vaTjzIM5mRUgKOD2qti3G+964DLM6J6nFI6TrpGtpPQhTJUDo3cSdPWsQIgula9KSfVmWKHzbeBF4KCh630ZfscR190RHzib44DiT8ZgcQ7pMUB5XZASP3BdWjH8XjPdn+9Jm0nexpMqF9f3Y+/HwkNoOiDTIrxYU+Gxo870OVEnxEgjMWUUwXRBATCU7XAhLpvK8TD6aWQ+oHlDxASqxBDyYwiTnUgRDQGeo/Y4N9snM9Ntx/1oGUACRYoHgyRRVxJs7NeQNwcR1ASAmIAk4kQzKYO7a4gDrCLZvxOEqtlJMCmnVjuUo2swd+84IQ0MFVA1RMZZPWffjaBtnZ8953jTjTShMlkvqwoYxYX19msLYFW2PESC0zpvK2wMTy1ipKiuA3TfS4fwVtXxSUGtap6b5m+my10GNPXJ2yx3fH7LOdAbu9dtaeXPuQvfnkB+y337nf/vO3Damjjj16Tepoo2zXt0t2W8c+ee2i3diZtM0l+rtJzTWn9b8QM5JCqkxbo0ZagqAs97RcEsQzt604L7CjlmZJAZAKJT9J3yWu2TTG9yujuwiuG0FtN353GSNMAI/DZzorfbuW37uvGzzEgzBvuFHpQWgAo3WHVGbj+tyE7mWSuoNpOdan9VzM6TcvyDWnBDw5XnxsUz0v6EVU0stkQS+WIsmKejnNq45iBS3npZTZ7oBR/S8LQli1FXGfWuam0UVEddzVT1JAroJw73SMK6BQKgDBA8oCBDEaVzGCAMmAdJcI4JCcCJTYB3wYKR/AROsX66kjXIIOFoFn4BaxI3ffVMGBDMFu4MMywWda31BLXNOzoAUkjMAbXziBN1oMcJ8qOm8oHQeHylA0UWLAJFq2WAYw3R0NvSuG7sFdsa7PsF7mTZCBiARFwAWAGMJ0oL/Xes+csnNnT9s5lX29PZmx7YT1nT1pfefYfsr6z53W8WdsdKjfRgb7fPlCX4+XQxd6bXjgnKulSyMXbFxqaeTCORuXcprWgxmKaFIQm9VDDJwADsoHSLE+r4fLh8eg1HbgEzEjYMR2oMO1zpx6wAbPn/Vj2IcyYuwfVE8JJUDztlRBqTBllYWkDBa17MmCghOBawxFBGgSgACSKqzAFQACOg1BihJj3GTWa4JVg206jsHeVwUixj5KRjO/QLTCiJEl23IQpeFJtuRabTCCpJTS9e22PbS/Ylf3mnLh8rbbltobftAWL95tW3N32d/t320/emXQfvuvS/abH+/aGy+v+QSUN1d77JtPnrBfvzlkP/9+1Z57bNGuri/IRdT1OnmppKKuVxQU8wLerLXqsgbjP+t/lmIqlyYF5yn9/9PuwjGFN61tfH8L+t4Kclu9xS1rsveYETDSd49N6AXT7VIFcLrXA0SxDxix7BDKLILSnoirkhbjw8lDeVFqG7CZFlxQQhMCEwORjcsu6gU0wtA6Ou+snp9oISsiBlQuoHLopgFYpHDKqutsnxegZqWcKTlmUUxYVF0vqa6WEB0wQXBpr7RtdX3VbXl1yVrLLYcOagk4pdazmh0DDqFSUsfQyGQmUNxwq2k51ilJSPQBret0ldBJBZ8wwOPG+TIwuQEqbhS3TQDClfPYk1wr5oPn2pyLWBCGP0unWJZrNXr0yv+UH8pyDf9yUVArisLyUYskMuKOedA5ASLcrNR6lVQNxnK4Xl4CNP1QsY8AsgNIywSHSUQkpkPSYSQoegdVAZRe9HlJX3pkjzLdTf85G+jrtfO9Z6z/rKDT86Cdk/WeOm6nH/y0nTl5v/XITp+4zwGAscw27OTxe339lI49/cC9dubE/TrXKRs+32tTSHzBB2UEeLrnWqeFi224aAAIZYXCipwXIEPl6FZAdGPweFN2nPc2H8VV7BNY+315fAwQnhcAh6S+dJ5Jri3gqbIxFjXW0kPKDBIMykaMiOb9pl4aS3LRWOcYXDNiRqutqm/3uboaDEvCaABSTIISCokptRnUnRkm1qV8tuSqbXYY1bFkm9q2wSyhUkGAaGe9YntSM3vrbbu8vWb7W4LQVsuubC3ZlT0C33nrlC/aldVJe3hnzm5uTtleHXU0bI+vfsxeu/m/7Bdf7bH/85OG/fsP1u2rzzXskf2yFFLBnrgxaa88M2wvf2HMbl+bE/SkzlYXbXWlZMtSSsCoLSi1q1JLAhIK0Ycn8fgZsaXkxjI9NEBijGmG5EAV09yPSqLld0qlKya3zMXCtAxggI1vx53PtgOh7uO8dUzPpSfjzurFPUfjzZzHeaZnaB3TS1v1guWp3JSAM24jF0dt+KKe2TG9RMd1HmKtszNSQBIHJUQDL35EQ0migHXVSdVl6inLzDFWpy6KE8lUvzNVQ+tWUj76nKBUUZ0n3tNcatrq2op1NlZlHbeVteUEoCpBJiYvI9tZF0rrjDHStKWltrdYEQfiGC4MCAIIaZkAlSSVlBPGzdDrFsIhvbxnroycBPzQo5RvST0BCVWEOqKrBrEergWYCHQTlCYQVhVw6tWq3ka6LvfWZEqRpq7ddHgRwMZIZEyjNsqXFRwYvhW44Da5a0QzqcwhJWNbNJ96y5PMW7P0WVrDgE30gKfne0X3SoX3YUJlafB3/U/6zJw+S6B6YnTYxoYH7OKg3DO5S/1nTthZgPPg/Xb25IPJTp0QnKSOzpy0fkHmvNQRaumcjg1z+EgVoZgABPAIdcMy4EAxcQyGkkLVxHKc88yp+6W0TrmdO3Pczvbcb709D0iR6RrnTupYKbPzPVJGZwS7Ht0z0EvLwxfOOpRGh7gPFFqf1N+gYD2uikbsCDUjdaBlBmSn4mG4b2lyQP12flxaTr3403C1EXdKHWhpqSKmRM4R8aMEos4SyY/EkeSyqWReLmaR2FytC0JNt22BamejkabEWa8JTHW7st2yywLSgcD00MGKXdsTzJZUSYc+bcu5++1q5VP20s0h+8lrK/b9b3bs21/p2Jc+V7Zr9Xvsy9ffZ//xrT+3P/z0tP3ih1V76uFZe2i34pDbWdM5Bb7Lm1JcqwXbEpDWG+RNzVijrlJwamqZmTQYboUJDTu61yWBkwHtC0Wp1gVUvJ69GT13s3omVZIMOSkQjet3pZwAUDyzMmYVwXw5A48rJqkXAtGTvAT1rE7qmackURCojE+ieiYdOhcvjdnA0KBdkA0xtRKJuKorkVUNoKL0ZYCmfYAMI04EmOiaRaKxw0ZwATYomoa2Ud/D0hxjKbGRpv6IJ+G2sb+91LKNzTViQLhIKA3tlCvmMRxOyoG6AMZyUkmCAM1qMi7ueT1+XHLDwlA37h/KAI8382U3QMk2zz+QRZDaA86q3NFKRkDcwSQ3iD5qBJvJ16GXOz3bF2T0luf+GB/X+6pBX86tz+HCzaByeENksAEyh7Dp2gaEfF0/JsHkIztSRbGtLHexLPnp7oweFGZSoA8WIyjGcdOTxKUAnR4iKYyLcqmAQW/PCes9fTKZ4NPbA3h6DkERAEINoYJQSKzHPo7rBtXZ08cP4YUrx/Fs60V1yThP2vaAlqWqTt4rlXWPzv0pbb/PQUR56sSnfN8ZHdMrWPULUtiF3hMOrUGgBKAG5CrKHEQjfQ4jVBIxEFrLPGYk+AAknxhQagBXq6rSB+snaE0sSGWas10umdZ9GmWBB/cs3DmPI2nZe/ITM5IBJB8lUm4ao0SmZblrq4Cp6rYt14zg9v5mQ8pIsFAJhK7vt+3GQds+o/Lhg5Zd3yzaTmtMYJmz67Kd5VFrzx63/dLd9uLe++3fXrzLfvl6n/3u7br96Osd++oz63broGo3d2bt+VtD9voLg/bK8xP2xCPTUmGTtrY8p/vEjRQsWyi6oqciMKfX5YOO7e2t+CiDdEtYFpTK+o4KUkZzc3KlZvW84K654WYBmRRH4vn0Zwm1I+tulg/VhFuFe+Wu1aVRG8WkykcuDgs6FwSd8zbAhJajQzaK2gViqCvVDYLT45xXyxO6FgFrXDfqLE327rZhfrxesnr5so+6jbpJTfGq9yoj/kPMh/1e73HbqBvu3mESCjKC0zDkWCQZEgxmOa1DO+QWfcGIAxEsJss5iwdp+WgojQAYco3gsY7jpmTcRMqITBFySMkytCTZif18Dggldwy1g+X9nnyIVd6SXF/rKJmIzbiLRYsO9yd5T0l8ivvifik9piSVwmcieTHcMY8D6QvlPJSHcaTsGDKv4xhvQZOl3vVSPwuSunJFmLqlojc4IypGrIiYFGWKG3FdyVuBalRK5YLUyVkpHuJFHicCPigk4kMy4IEbdt+nPm7333u326fv+ZivH7/vk+6eBWCijM9igIltQCdcOsrTJz7t4DnxwCe9PH7f3fbgA5/wdUoABKD6zz7o6mdIsLk42Cv3S66YzEFzUe4YLhmWLecmR1wJkeAHeA6nQxY4cKsoG9W8lgWVpuCjbb7MwGpSBGxbkssFeHxMbJnDR2DywLY+nwLWctuII2kfy6ihw5IB/FfKXvEPIUSLGi1pMiC0t1ETCJq2RzLkdtWuCULX91bt2u6ywLRiN69u2CPXOrbf0W976RO2kf+I3WzebXc+O2mvPlOyO4/l7amrebu2NGybM++3L1/+U/vfX/9Le+dfTts7v1yy5x6fsRt7i3Ztp2VX95bsQNd5aGfRHtqWopLyQqExfO7ykpRdm86YDX03qHo95+6i6fnKJxDN6fuccQhlgWteYqgiucA+HC3gIZ5DXChrQUM1jeu4SyqxUbngA3re+qWEe6WEWZ4U3DD2j+mlSElAmm3EiaakqokL8VnOxfqMnt05PeNFeKD6VFQdm0MkSBDkVD9SXtFMSnDUcx+Kx/uf6flnXyRFkpfEuucgwQkdi/d1DJWBkqBZO5rdAYr3RAcMKA2V0AqwIME8IC2lg/JhHSXk+1TigrEtouCelp0BKAzwQEV67aJ+QnUFiLgnH1qD2IbWHXa6J1c+xF3k19LzPblrKVDuQ1O2cQtF4ey+uE+OKeo6MSD9uwDkoNE1ZL5dXxRxn2hJ817vWT6QZzlznPZHEzatRiX9QIyEyCiKFbmQjC3U4H50zz7qoVwOJhFkYHJyd4YuyC07f05GELrXFVC4S6FqMCCCCgIiwCesG0KhhFiOMraHKkrnFZRO3+cqBxfMXa++zPWSjQ6fkzuXBggrqhKU+b/yk3IxabLPOWDczRIYUDI01bMerhZGhnFe7gTH4ophHPOuObKIC+nzzGEWzf2c0wPRAEjHHbasaRsGgHDDmDI7VFKoI9ZJMFxuCkxSH8CIabTJ99lYlhpZLglG9FMjQ7tiW5s125Xtb1btypZss2JXZdcFjCvbNTvYrTmcblxZsusHTd//0K5Uz37DVheHbb3QY9cWP2ZfufZB+5dn77ZfvTpo7/ygab/87qa9+PmK3bpMCxuTTw7aPz07YG++NGZ3np+S6pryZv+V9rzukTgXg8gxdIqUYZXvUCp6kWeJDHxeshP+Xc7iojFoG61spADIUEMeC8IFC5NymdDzeklKHvUzNDpo5wfPa3lEsAEmSdVgfizN9Q4Gldo3MHzB+i/0eVB6XOeY1Lk41pvsBZpZ1UWWqbNebwEM9TRbRxWxn+PIuuZeOEckQXr3EJWHMNJLPur+sT/+/fHvj39//Pv/83fs2P8DHsoNF9sMv1YAAAAASUVORK5CYII=" width="288" height="192" alt="Una calle con edificios

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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Ubicación:</span><span style="font-family:'Times New Roman'; font-size:10pt"> Guadalajara, Jalisco </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">ABR proyectado (comercial):</span><span style="font-family:'Times New Roman'; font-size:10pt"> 2,200 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">ABR proyectado (oficinas):</span><span style="font-family:'Times New Roman'; font-size:10pt"> 7,934 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2 </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Inicio de operaciones estimado (comercial):</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">por definir </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Inicio de operaciones estimado (oficinas)</span><span style="font-family:'Times New Roman'; font-size:10pt">: en desinversión</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Héredit</span><span style="font-family:'Times New Roman'; font-size:10pt"> Acueducto es un desarrollo inmobiliario de usos mixtos ubicado en una de las zonas más exclusivas y con mayor plusvalía de Guadalajara. Estratégicamente localizado en el principal corredor de negocios de la zona, consiste en dos proyectos independientes para Fibra Plus, un centro comercial y un edificio para oficinas. Se cree que esto hace de </span><span style="font-family:'Times New Roman'; font-size:10pt">Héredit</span><span style="font-family:'Times New Roman'; font-size:10pt"> Acueducto un centro comercial con alta demanda en la ciudad de Guadalajara debido a una combinación de ubicación, alto nivel de accesibilidad y arquitectura innovadora. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El contexto arquitectónico del proyecto cuenta con infraestructura y movilidad urbana a distintas escalas, contemplando en su edificación una visión integral sustentable. En el proyecto de iluminación se aprovecha al máximo la luz natural. </span><span style="font-family:'Times New Roman'; font-size:10pt">Esto</span><span style="font-family:'Times New Roman'; font-size:10pt"> hace </span><span style="font-family:'Times New Roman'; font-size:10pt">de</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">Héredit</span><span style="font-family:'Times New Roman'; font-size:10pt"> Acueducto un proyecto vanguardista y aspiracional, con una ubicación propicia para que los arrendatarios obtengan todos los servicios que necesiten. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Este proyecto experimentó una modificación en ABR aprobada por el Comité Técnico del Fideicomiso en julio 2017, por lo que al cierre del 4T18, cuenta con un ABR de 2,200 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Comercial y 7,934 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Oficinas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre de 2025, Elite Acueducto mantiene su componente comercial de 2,200 </span><span style="font-family:'Times New Roman'; font-size:10pt">m2</span><span style="font-family:'Times New Roman'; font-size:10pt"> en operación, mientras que el área de oficinas de 7,934 m2 continúa en proceso de desinversión</span><span style="font-family:'Times New Roman'; font-size:10pt">, con un avance de más del 50% vendido</span><span style="font-family:'Times New Roman'; font-size:10pt">. Este activo de usos mixtos en Guadalajara se alinea con la estrategia de la e</span><span style="font-family:'Times New Roman'; font-size:10pt">mpresa.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CENTRO COMERCIAL MANZANILLO</span>
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<img 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" 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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Ubicación</span><span style="font-family:'Times New Roman'; font-size:10pt">: Manzanillo, Colima </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Tipo de proyecto</span><span style="font-family:'Times New Roman'; font-size:10pt">: Comercial</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">ABR estimado</span><span style="font-family:'Times New Roman'; font-size:10pt">: 20,829 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fecha de inicio de operaciones</span><span style="font-family:'Times New Roman'; font-size:10pt">: Por definir</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Es un centro comercial (</span><span style="font-family:'Times New Roman'; font-size:10pt">community</span><span style="font-family:'Times New Roman'; font-size:10pt"> center) ubicado en Manzanillo, en el estado de Colima, muy cerca de los entronques de las principales vías de la ciudad, a una distancia cercana del puerto que representa el principal ingreso de la economía del estado. Actualmente se han negociado convenios comerciales con tiendas departamentales de prestigio. El desarrollo contará con la infraestructura necesaria para satisfacer las necesidades comerciales y de servicio de los clientes y su diseño arquitectónico contará con frentes comerciales amplios y de alto impacto, pensados para hacer de este proyecto uno de los más atractivos puntos comerciales de la ciudad.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 2025, el proyecto Centro Comercial Manzanillo se mantiene dentro del pipeline de desarrollo del Fideicomiso en etapa de planeación.</span><span style="font-family:'Times New Roman'; font-size:10pt"> el activo conserva su valor estratégico debido a su ubicación privilegiada cerca del nodo logístico del puerto de Manzanillo, formando parte de la reserva </span><span style="font-family:'Times New Roman'; font-size:10pt">territorial que permitirá al Fideicomiso expandir su ABR comercial una vez que las condiciones de mercado y el ciclo de inversión sean óptimos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CENTRO COMERCIAL SALINA CRUZ</span>
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" width="298" height="121" alt="Edificio en medio de calle

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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Ubicación</span><span style="font-family:'Times New Roman'; font-size:10pt">: Salina Cruz, Oaxaca </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Tipo de proyecto</span><span style="font-family:'Times New Roman'; font-size:10pt">: Comercial</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">ABR estimado</span><span style="font-family:'Times New Roman'; font-size:10pt">: 10,079 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fecha de inicio de operaciones</span><span style="font-family:'Times New Roman'; font-size:10pt">: </span><span style="font-family:'Times New Roman'; font-size:10pt">por definir </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Este centro comercial ubicado en la ciudad de Salina Cruz, donde se localiza uno de los 10 puertos con mayor volumen de operación de México, en el cual se ubican instalaciones industriales como una refinería, varias salineras y tres astilleros, además de ser la tercera ciudad más poblada del estado de Oaxaca. El desarrollo tiene contemplado satisfacer las necesidades de consumo y entretenimiento no solo de la población de Salina Cruz, sino también de zonas y municipios aledaños como Matías Romero, Juchitán Tehuantepec y Huatulco.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 2025, el activo se encuentra en una etapa clave de transición hacia su fase operativa. Durante el 4T25, el Fideicomiso alcanzó hitos fundamentales para la apertura, incluyendo la obtención de la constancia de término de obra, así como la revalidación de los permisos ambientales y del programa interno de protección civil.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">TORRE PREMIER (COMERCIAL Y OFICINAS)</span>
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<img 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" width="340" height="195" alt="Un edificio grande

Descripción generada automáticamente" style="margin:0pt 9pt; -aw-left-pos:-0.05pt; -aw-rel-hpos:margin; -aw-rel-vpos:paragraph; -aw-top-pos:1.1pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: Villahermosa, Tabasco</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">ABR Fase I: 5,631 </span><span style="font-family:'Times New Roman'; font-size:10pt">m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Inicio de operaciones: 1S19 </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">ABR Fase II: 3,828 </span><span style="font-family:'Times New Roman'; font-size:10pt">m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Inicio de operaciones estimado (Fase II): Por definir</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Torre Premier se trata de un edificio para oficinas ubicado en Villahermosa, Tabasco, en una zona con fácil acceso y movilidad hacia las principales avenidas de la ciudad, con cercanía al aeropuerto. La localidad cuenta con un gran crecimiento económico y se destaca como un centro de negocios de suma importancia en el sureste de México, además de ser un relevante centro administrativo para la industria petrolera de México. Las reformas regulatorias en materia energética de los últimos años han detonado una fuerte actividad petrolera, que ha propiciado que Villahermosa sea considerada una de las capitales energéticas del mundo.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre de 2025 </span><span style="font-family:'Times New Roman'; font-size:10pt">Torre Premier se mantiene dentro del portafolio destinado a la desinversión (etapa de promoción), la administración registró múltiples acercamientos con clientes potenciales y continúa evaluando opciones estratégicas para maximizar el rendimiento del activo, manteniendo el interés previo de consolidar el arrendamiento de la totalidad del inmueble con un solo ocupante institucional. Por su parte, la Fase II permanece en etapa de planeación con fecha de entrega por definir, sujeta a las condiciones de mercado y la estrategia de reciclaje de capital del Fideicomis</span><span style="font-family:'Times New Roman'; font-size:10pt">o</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">TORRE CIUDAD DEL CARMEN</span>
</p>
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<img 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xnhFTT1o7SpB3UMNesZfrb3v0JH7yu0dhJmHQRbex//J9yk5rTjTbgNh6Q/NNyKpHyNMNPUizu13bhV360qFPJr+3C1ps8s0LTyOE2XeYGXKHPQ+bnpg12eksDTKLyteHeFhWpiwu3MNRL+rjJuPGxu+d9COqRVEwSTZabSz/0HFTP7cFMIg8yu9xPqfe7FWBoLbu+j4fRniDo+BGoCsTNcX21HmS6XsFQc25WKDlyW3xdtuFfVhQIaohpGf+LKWhlittKFdUkFwcAr9PZRBF2nhJ+qEoGAM+PcFNwMzq1PgUzauUmTECO4GUJSvemHKcxMw1QFt+ctUjPaO6zrhNq1+i5co4MTuOXX9I8CmTn9Arc39Qvc3pR+7j+kBGYqXDOSufV+Sv1dw43p3RzcROfKO3CJ6+RXduBWdQdKmwfR0PUa7T2v0Nc3pMJLGTxSmnUMSePc13/Ft9/+VUFJaj1lndax4Ka2G1Lt4EzhppW3aY19Rar/6SutUkGXWbg9be7H9ZqeYV2r6SbUuiiBm6j3DV3lesa6wm0uS7/U91F1l0HyP6FIF6jLHIyMZbzu+25jTsZldeZkHnAy30hGZXPmpMrfBHJK8v+b0stMdJlL7KbSy+v0adN9mJPx9u8rc/sZS1JONFZZkbH09T5E+vWOKYHJT+Dc1L4JzmFx2tz56jJ3/W+TniZMy3A/RKZw0wFnDDn1v9H0iGQ9AaTsS2ApIbB0lpf53A+nz5UxbfP/y3RtD6o7UdvGELRXGwVX4DUofUcFPtKViuHjX/+ijccmg0xKKNlPgEllQlMbwSaVDPy/TSoZDJUJArYBI6gJ4PRwVIOaJlVjymO9lL6plMBO9S816qc6Btx0qL2/rhJaArj3kayr1idklOsjoETvAypZxzg0/q5we5fMw+3D9K5yOkmMpm9ec5B5l0z3YSrJOOa2e5fM7etvIXPnZixjN/tj6o3O6Jw2d77fVebSyHeWEdyGASdgo87LNEFmCjcFL5VmDeI5SWNdkUyf56809bjOvPuksQfVrQwxBUx9/cpxCdzUV64IFukLKsMU6XATyeCTff39aO/qQ2sHoSZgo1q5j3bCTX3gRRrwUsaOTY34YZDqnaDA9o3S8LT0QzVaT/Q3hZtyfL/AbZTMZd53yXQfpvoFbj+M/p7hdo5wu0Dp7dLO0Y0poBk5OAk5pVmHODP1a1hXa8fGSIvz7tV2orilF9Vt0rSDcJJ2a/0DCm7DzTUMHd7NwW1gcFA1BZE2bjrcWrp6DHAbYNhqaNtmBm7i3mR6tLQQVmsiMjL8kegHg9vbZA5wSoTIqHI7Ssrt3iZZZ6xtzEHqh9bYIas5aeV0H9KubszBBIzK7UyXmQ4/ZSpZbrrNO2UEXtP96fP1MMgcpHWNte2HyBhkf0tJH2Nz5/c+GhUy/hQygpukRRmnMb+qF1f5bC8S1BcIN1kmcNPX0yoLunC1ipJtytuUZPDJK1x+tYpwq+tAlRpkQxwXQ1K6NgU3hpQqjDRyb9Kh/VsZaNIwZLiMqitlYVLBIO3bRju3PtXOrZdwU/sxhKMigZoONhX6GoBmKuXmCDjd1f2N4SYSwGm6TF3isY112UTG6w9vZ1h2kfvTNBpIIq18T5dMj5a5bczpw+Am60pCM9j899AZrmvcoX9E3cOd+E2XvQ/cTLd5p+RcDBnTdH+mGfbHhpt+3d9F5srCvqtUudh3kkBE7sWbz/vHkt7OTdqmXWJazOfL/3p1n9IVLhfAyTIVqsov17/I/68zf9xknr1RwxD0RasqW7ta0YYbVdKWrROP6rtQ0dJHuElneIaYdFsy2ocaFVfcloBGQkWBjDgpNVqHODkp5Jdw9RsMcr50vWrr7NUkkOS+OinV9crg2LRyNc0Jyj6NKxg0+JmHmz6t4Pa8dRA36/q0mlJC4oeGmy6zgHuHzO1nLF3hAxEZOz2RgqLxfgkpY/cn0tc1B7QP1YcBcLS0xDkaCL/ou+lt0P0+knaM5o5nVqbhoRmZSwfvkrn9jBLXkXSYTxd2h8CStmj5fNFeE/fGF6U4uKvSpIPrnid45ZrOlrQx//fibkMf7tR2cd1WrteGm9VteFLfiaKGLtS0SKNcrd2a1nXq5bCkQ7yMtitjtElHePlwixrxw0gysod0jBeQaV2xtO5YAjutt8KQ2ofmAKWSQAtJ3wk3Iwj+h4TbcEUF/xdJ7a3ojf0SQL/A7T++/lPDjZJys6uVnbjJF/5tyR+E2jVGEzeZPqX30c3KDtzgvq5w/gVel1QYXKsd4Pq9uFfbh4cN/XhY343HdGvF0jWztQ+1bQOo529zh8BpUMFIV3efjPShdYLXB6KUNmtSFicSIEllgXz/QIOb1uVK+pZ2EG7tDFHlt1fgRTgNl6MpN/Zu56YBdGR6FNx03aCu1b9d5uCiS61TJ01GzC//sXS1VoPbNXnrSFMW2mjRVeXofjq4vUtvh59Je7ofQkZt8kyXjcqI/4Gkg8h0vt575G1lYPq2ut627jtlgJv5Z/3jSXViJ9ykwW1+VTtdG/MC09ZNpr/7zBuPajtxn6Hm/Wo6u6oeXBc3R+BdZ9q8zfN9xvxUIt0xG3pQWNeJ0uYuVLb1oqa1H/V0bm1dUjEw0gFenFcnAScuTNq6DbdZE7AZgKRDR6Any4dHAiHc2g0VDAK37t4hwksDmA7Gt0PNVJpLNMCNtCaMdN2grtW/Xebgokut85PCTXN40uhYdJ0PTnSDD1H09wU3rZzuB1XFSGYzXTYqI763JLP/vB2mDqaRedo5S7OGEWCZl76trreta3xMs/pbwY2hpsDtsoSeDC0vvWhTDu020/+TOulVIADrRgEB9qxxCHcJuDvV7XjC0PMFQ8/GtkE00PRU8f/yxm7VX7SypVuNGiRwa+kUGGkd4EXSCV4ApXoivANuMgqvAE6Wy3pdhJsMgyTb6nCTWlP5AIw0+hXp+5A2cGNVKMj8YRhSBriJY6NN/QDdeIv05W9CaAwpmNINGgFRd4jiIt8qPqwb1Z24xQclZQV3G3pV1zElvnVu8EHmE24jzU9GaxT0jGUCP2P93JugfDfJsUe7ujelrauHPcPbvEdvjb+5DOf8Q2v0PdQc0/tK0tBbxRedue3075u8/3Fl1A4tTL1BB/eY0UwxgVVAA1DU2IMymhtxaBUtXWiQfqGES1fvS7qwl6p8rYrrVLb0KdUQcDLKh4yu20BJTwPV20DVehJOdG4j/USl/Ew+6zcaQgI3HXAa5GR9rSmIgpyM90agdVJd/a8oWccg2Sf3MQw4KWOT8jij/en6znB7l34ouBmHy2bFdW8TbHfqe3CPcBMJ1BTYDM7tmjg76UqmSz8uZRZsIjNQ0/UL3PSM/QvcRt9Dc2AZW8btNc3ph4ObpitVXbjHPFZIAyDfSilv7qMj60MFQ82yph7V4b2Njql74DVh81oBrrGtD1VcVtGkrVtFByeAqyPgRDKUkTHctNF2BUAaYPqpd8JtkMfsJxi5bRudWytD3nYCTiSQE+n9TkXGcJNf5dgM+zKWglsB6XyLcBDpcDKd/lDdUCGiFp6+UwaQKZnMMws0I93ice4o0XITYqLhcxC48fe6CqVHjmEM0atjyBzUjPW2NnnmoPW+kpDVVKYJeaz530/vDzez2wjgjMNfTo8q6zNMv2u+uWVvW1f0tnaEw+u9ce4jMgWVMbyM57+P1LBg7ylzQDOV6TYCKXNwM11veF26NdFlTkuU84D5obRZPiUwoL4rWtvej4rmbpQ3dNCNEVJ0Xh19LxXYOrplyCI6Nrq8cro3UWVTJ6oJOFGNfLavvQfN3E4+U6DDTYWjBI6CmA4fPaykjAEkbkzAJdu1EmYNnYNo4nHbuC9RO+eLuno0ZydSw5Ab7U8k4a++Pzm+/I7AzeB2Run7ws0IKN9V5oA2SgTRLYadIlO46Xob3MaSOaAZ68eCm6nMQUxfZjr/+0n2JxB4m96+zSi4yTwBj/G08br6fAUeI5nZZsx19eVvg9vweqbnPiJTiBmDzXj++8gcoH4oDQPLDNzGWld0mc8pn+lFDMCT+m5UEljySQH55J5IIFUtbqy9G40Cqa5+1T2qlcuqGzvxoq4DZdxO9C646WGpAEggI2GpAhoBpYPIFG7d4tLo2CTUfdHSi6p2cYM93Gf/B8NNJO5OamIV3Ip4krd5AbfrO4ehdlsXb4joJi/svWQAikgvg/shdFNAS5ldRoemSf4fOf5bz4PrGUsBz9jR1byfjENZvenJ5eqxxIRnpPdpPKy7NGMZl8mIzK1jKtPM8GNIKzzXZDrPeL1R89+2bIzpN8Rl0j3IrGTZO0V3ozR6Wg3GKM5n1LoEBo+p33tTmULmh5S54+nS19GBZjxfRvWR8un7TPeFDC0raWaqCRFxb1rZmTTt6ENjZz/hxnmEWm1LjwpBS+vaUSIiG0opBbcWDWxjwU0qCHqkWQiho9eIijtT5WVGEBquUCCIpBFvM49fzX3WKujSRXKfHZzfIY18u3sV2HoEbnplg7EMIJWeErKebKPgVklrKo307td14i5vgArzCBJjveHqxpAp4H4o6cA1t+yH0LCrM3Jv7y3eL5Ex6MyKsDJ1f+aA9lYZErGxzK5npJ8Kbn8rKeD8CLpUQUBQb8w3gsnPTebOUdKatF190NCN5029KGnqwYsmurBWwoQuTioImjq1j7jI5z0FdnVt4uYYhspnBxq78MIgcWy1BJB8RErUaAK3dgEc1dUr4NI+4aeXlSknxxDVFG4CI/lgcxsdXGPnAB1kP8Er0OV+eV4d0tC3t1+t08V1OynpZN9NqJlK1hHX1q7DrbZrEAUE0yO6n/t0MTJo5XeGG2/gG27uXTIGjckyPdSU2lCBrj49PN94G+P9fKBGhazvkincDHpnTSxB873hRhknZpE+39ipGa9vuuxDZQ4o79JY+xhz+i3rmM5/QwaX8kNLv79vW/ZzkX5ephDW50lj3nu1HXja0IVyqfls7UMZXZyMnltJFycOTioFtM979hBa3ahv02pGBWY1rdIMhNPirKS21BDSNtJhCYBM4aYa+BJw3X0ivfbUADhxb5T8L25O3JjASvYhju0FQ+EyCYepOh5Tyt6kB0Qn9yeDYTZ2M2zmr8BQanaVpOKBv210jW1cJvtScKsggR/Rud0zOLfb38O5fRcZg8l0mYD2HnWf53S/XlpOa9O6BHj6usaw+lDpcHun3gI3U70P3KSMzlimUDIn432I9PkXjGS8/veVvk9T2LxNY+1jrOm3rWM631QSopvL8P+ZZAw1Y+nO81p1N/NLh/pQsvQ0ELgVN/WpJiBSU1pFB9ci/Ty7NLV2dtORdavaUJGEnyL5BqlIh5vUlErZmEgLS7WmHHp3Kv3LVrpL0yT/G4nLJYwUSNbSMZbTIcpnAcvpLmt4Xs3cV2fnSy4fZMhK+LXRQXK9OkJWmqNIKK1E1yffbmji+o08HwW3Yq50l3C7Xd81XEtqCrfhMrgfQeqYBIySAVS67nHZfepBYx/uN/QqyD2QaYNkudoH171BSIqG9yXOjjIHM1NdJ7TeT9JIWHpBEGCcNisD3Eyd3JvldUyYJhrdwd+8NEiOaHiZbK/LaH3zknUoZox3yrDuRXEB76k390F4i0yn9fNQMp2nTxtkvD8TmcvwH6RK3ss3xHttpMt0iarsVH4NenObd8v02ObWMZacm/H6uiMzlinUjCXb3GzoxyOGpAXSrk26UtGtlTQPMETtU7CrYSjYbhgRV7pHqRF1Od0u0KIk9JQQVEJFkTg2TQxLlXPT4KZqOI0kzTskVOxRLk3Ky0YqBnTJsVoJVnGN9dyflLu9oLuUDvriKqvapD/rAOf38Xy78LyxA0UEYAlVJmEzl1dwmQzDJOWIolpCT8GtkAtNYfa3kA4pY91t5BuHuk/dpaW+V9dFqHXjIZeJ7ss6dHS3Cb6b/P8GH97w/oxD1x9Yb6sNNgbc26SanIij+1uIsBAZZ5ofU6bH06c/RMb7+8FFgKjO5KOk9c0cVrXW0+VylQCjU7Ube3Obt0vByuTY5tYzluk274KZqeTe5fOFd4fOraS5n7AYpPvpQ3nrICoJDQGbOCApvNcclohAkka0dENqBA+CSlyawEykN94dKXPT4CaS/xXwCEeRhI8ycojArb9fG3FXpMOtQ+Am66qwWJN8blQgVcHzk/C5pKlTfQP1OR3dY+a/x2SArqfM+wWcr0BIyInEmf6s4GZO9+gmpSD0Pn8lbJZKDx1ujwiyR429XN6vGu8KHAVw+ra/wO0t+imAYSTT4+nTHyLj/f3gMgGKJg1qMrLGsOjc1HhnhJs27pm57cbW3wJu6hgE8+3adhQyf5RLhYJAgOCo62QYJx92IZTEQSm4SWE9odMjISWXdTHUk/IsgY5UNKgKBYakKiQchptW5tZCEDZ09g+vV9eqhY4tsn8D4HS46d8qHYabAqRBBKKEmDXthBuhVtrYjvKWbgKOQCOkH9Hk6BLAPacknFXfXSbkBHQ/O7hJC2pVllZDmBFM92sIs9pOPCRQRAI2TV0EHC+U4eqTxgECrk8rfzOzz9t8oMZu8PtWPog+pB3f+8Luh5I+gID8mlsuMgcPU+mZydyyv3fp1zZ8fVV8RoSIPiyQEkEmMh7rUMY703WNYam+zVh6F6hE+jL9uMbri8xto8sczEylwM3zvUtjIBAolUoFgqdKwEMQCZQEMKqwX2ox6dxUs42+l+jve03YvVRwk7K3SkMNqoSI0gBYyuE0Jyft0qR8bIjAHORyrtvcrRoIyzZSTqc7ON2x6SODyLGlLZtUBMi5qNBWKgw4T8rSZF/1ErISfnLez+raVf9YcXDGcCut7+DxCG5Kuor9rOB2l3pIGIgeEVZPmgZQQBv9vKkPzwgx0SMFNoKOetzUi2fNA1w+hMd0b3cJHHP7HYEbXRz1Hx1uSjw/s/MNMs3s5pRfw3OnzC37e5cxIGT6KqUP5jgW3G5St6pHdNN4mzGkj377NlDpy8aC21XOy+e+BMCm25qDmal0uEkUVMQ8JBUIZYSOlG010I3JcOECGQU01UxD61nQr0blkJFz5etWg6ht6VLt3cronlR5mDQjadVqVRvau7UwlU6vrvMlqgm+qtZ+5aDESUkZmFQMKMDpUOuWUUC0gSrbCbg2/opra6MkRJb5rT1SQyq1oQOq90QlHWFRfTuemsKN+VqgJlIOjueo4FbMGFzvlymSMixzkBDp65hb9l0lx1P75a/uzBS4WvpRxJuoxLi7kA9FWlg/4kU95nbPCL3C5kEUNQ3Swckge4QXL+rNc+Rbiw/2Dh+MEm+I1mWLxzbI+HxEekg7HNpS5iD3YWKGMOpdIQ0rhwFoBkA/pEa5D8q4q5noMs9NJP/L8vcZ00/WMd6nDgNzMl7vXev+FJIQU0JL+dXnmZ6jDA/0Nt2g9HWN9/025TM81ELaEZlbz1g3CbE7BJv8KreowmEtZJYhjUSm05crZQReTVd4TPmoywOe51O+aCU0LWkUEPSq2kipdZSQsIcQEac20P+NQQRc/0vVcb2ZUCpr6lQwEddUQohI4b6EuOLipM2bght/pbxMmpZII9/KZoNLbNecVzPB1dxBUFFS+9naRXAJzGSo8a4e/vZoDXqlOQfnS6WEdKbv6elWy+q4r3Ieu4DHfcy8/EhcXGM3CukOyygplxMVUT9buD3kzZdytaf8fSbi/88IvCcEmLg30WOZ3yTOrp9OT86tG3ekAsLkHKVWVWAoesL1njTIfvo5LV/ap1OkjM9H9B8fbnQI8sHtYXE9np/UAqvMSpnbj7H+nuFmTqbnaA5oxvoucPsQCcTkw+h3+Hzu0kHfolM0hZv8bwxofVrK2FQFiACUvzcoGbvtMSH3rLZTjdEmDqyKrkrar0lNpQw42Uu49RNsoj4ZkYOOqolQqmRY+aSuTY0F95DbP6VZKGB4WyohoABSGvRyH+IEBW6qQoDbVBnKyUoJGwFcLQEovSNE8lnA+o5BtX+Bq64G7qeOkuYcrdIMpIeA7ZGwVio+BlDbOYQKbldE9/mMoWihAI37UwaITCgiJwops3D7m8kIbsOQY4Yz1n3Ou0+I6VLrGNbV55nuV8rqnkpYSwiK23umxrAaxNOGAQW3R5S+rinkdA3X5PLXPLjeR7Ktebj9EDIHIF0jmVbLBDeZ0GVsL2lHKM5VjcxqlGG/C9x+aOkZ9kNkbj/fVaYwM5Ux3HSZOyeR6XrGMre+Lll+u4Zmg2C7SbAJ3Myt94b0dSk5zzvcx2NC8hnzWBGjnFJm/gpxbqrcTGuG0UaYqKYbqmfBK0jDWvl4SzXB9bhBi3juGsrEHxJyT5nnBDDl3L6K0Krp6EZtu/Re6Df0NOhjeNhF89GD53RZyunRyRUTiiJpklJO1/eCjkuae0jlgdR0Vki5njTrEEgSYs10dxLuiuoJNqkEqZVyPR6nQlwh163mti94TdJFTH6l98XPHm4PmGmNdU8cmqF5iJIAzgRypvuV5iIPuO4IFAWS2vGGZVjXHNhE/1HgJkPJ36FjVYlNyij4JizlW+8xt79f149bzAQqw1Hm9mOsX+D25jbmzklkup6xzK2vS5bLM7lVSUhV0qG9J9xkRN0bahumO57nXYLtiTx3pnEdbhJSSqWClJs1SLkZJc5J76zeTrfU1CXwkuiqCzeZT+4wjQjgHvD5S4j6vJHujYB50U4X2N6J6rYurQcDwaM3yFWGgvmygC6rqLGT5yCi8+PxpaipkHmykMuLmb/kvGTUknKeVw3BVt8xhPp2gozwkrZsUo5XTRDKMQSeUuEgo4i0Um2EYQvniVp5/J8Z3ARgArheVaEgMoWbJm0dkYBKB520hZNf40a+Imn8e+8NmTm+GY0FureKIJNQdmzAjUgqJj5U13gM82LCFqlvYfQr+MhYdjeYMO8xYd2v61BfLyps1hKehBHNTMwSFsjwN9LmqZTW/jn3JU1vrnH9awxBZB/y4ZDLTNhXCGSphZVh3K/LIKGGc7rCaW0UZDn2iCSUkjH5b+jzZDsjyVeWZIx/Y40s10ZUNoWBLu36GKrJfqvlC278NZyPGsRUzpsZUHST/+uNupW47i2GenJuptB6X5mD2/eROUiJhmtnh6d53xhuKtUYZDgfHWjDy6mbfE6SHsWh36Okp89D5oGnhEwBQ0YJ66SMqpyStmXNXS/RQqg00dXVMcwspZOSbpl3CLR7vN/3+auJwGKaLpGwU4DEl6TWoFaTdPMqIri0oiCRtEmTaW3eUzN6zghLQsoyhrPSXOUFIVdBlbf08zicT1DK/9VSkWEYxUTK8aSWVUbyVSMBU/Jt1J8h3DQ9khbV1GiovSnpvTDiyDSNdn4y7/1hZipzcHuX3g637ycZ0eQ6r+mtUpDo5Nu6S4MZE0cpQ4cyvu0q+Far5RtOOkrLW1qq3bWqd62mSkaGkAJiSUDSOPIBM4N0x7shmY9wkyHotTH0tFqqoraXkG9wSE2czNPLKOXtLpnhDreTj5PoIDe9HgGNvo26Z8ZQGwNuClyUqr1kZhM3Ki74lmQ+3v+HlLzU5HxuCtx4bqbHkVDvtpRj/R3AzVQa3DqU5Dkr6ec0Cm6GdRTc5NkYxPsuoLtf2857pX2uT/Sstg1lNAc15EEdVUU4CVzEZel9zkfApukZ76+qoGjqJwSlx0M/iukMBXrP+eyeUiNwe7ckzUnn/mKGu1JWV0gAS2RRxheywE0qQuQFLKMGi0us6+hRkoqMNrq4VqZtcXAy5PmYcLvf2P9eMt3OWGOtY7z9KBFm6os7BrCJ9OmxxbcQM5kSL1ykwlQjjQU3qcgYrswYQ9I85Q1xf8Pi9m8ATmV+LYQ1lmnGFumjBRvPkwxtbr4+T5+vfpnoRi3n7x0m1MfyNmXiFFCpNkdMANUML6RMRC9jGYZbj/QD7OXbrkc1C2gi4Gq5XSXfoqV8Lo8IKknYWigi4+5LGCJlIK/4ln/FxDWoquDlDV7EMKNEEiPf4MU8vlQEPeT5iBO8q8pteG94znpNtfE9E+gIhGRo+FEyAEyHgPqaEyWZ6xHn35VpnpdUMpUyE1QSzHLtT+SY3F6a/owFNx1wymEaAKG5undD721wGwaRmWW6jIH1IRK4CbBEaixDPvdb3N8N41C0SlvHLNzUPeC9qelQ/U3lK/L3eZ+eSQ8GcUZ8WZUYCuefU9LkQuCm2p0aoPZAQlPqCec95bOTcLeA+VHK9J5xvsx7ymWyXF6CInMwMydxcJLGdEkzjxICs5j/ixMUyEnZnQBOKilURQXVRNepq6Vr8C1wI4HfR/eYAdT6BkCZ3YfJMjVttA9dDzhfh9r7qxePeTNEUmkg0noujOi7wm3knGUdY42sYxZuBumNhocl8wwaBpIhA+vTxvPMzRdnoxLzsAxhlogJXc7nCc+7qIlvUWZ0CRekRktCC6lCl0aO1cz49a1dkJEfpPpeWp6rkSAoVYXPkETG/JIwQxLSMx5HEm0Zn1EF91lHsEkhr/Q7bCcM5aO6zVI+w18Bo6iR+5QRHmoY6krhrnSjkTextGG8z8SvD3wwDDgjuBlfsyZDGaUBcpIxJTM+5XYl9bxW7kfcQhnPVcqQpCxGau9KpIiC64nTfBvcFOCM4KbPMwaZOX1f52YOXO8jBTeDY5NnLoNQCoxHwc2wzo1qHW4m1680Ajx5aT9j2n4u6YdpVRrIa10cJUKSUNQEbobI6TGfpUheMqbSlmlwFL0BMUN+NZ0vesbnaSyBmi5Jk6V0dip0ZTQiUjW2TGNSPidq7BwywI0TClJGMgcfYz3gAYfFmyK/D0n9h9xWplUnd56E6AHni2Sevq45PaQEVh8iadYhb5cCHqdItYtjOMUM+IT7esJzEcl+1XENUuemQlo5V1nO65GHSA3Pl3Phfh7xWrVrEsl6vH4ulxBah5updLiZlsXd4nFvcftbXEeFriJafhkkVAYt0H47VJOXAjlnzrtVx/CS28r/zwimQj5U5YzaB9TAg/KJtjtMyPpgAfKCkAbND5mwJKSUzC2huX4/pCF0AZ+F9NWT7ixSKyW1TZWqXEMsv7QVkrCAv61yLK2Q9wVDDmk2INX3jXwztnYOanBjKCtwa6VUX0KCTQYdFFfYJG2eWpngCLdaKSchaJ9wX9ImUZz2fZ67uAbpLywOS8LIW5RqZG2kW7yW29QdAu4uM41WU9eJEib0Sj6j2mY5xpAKpaol7CagBdLSjuuJdNdjplQA4K/2kpD/BWJ8JkqcL1KOiM+B80T69FiS5hVSZmhOylFT3xdkSoSWVBAMS45vBDcBlTofFYrKr5yftlx3d2+CbbQkvSpnLuDi9D31AuH/ku553wVu93mPdLjJC0ok7k2aUmnriDhfLSccub1qsmWQDi55KSmQMh1KGZs4NWOwqXVkvpFUpYNBkj7VC1sk6ZMqY9qUr3aJpLxPupYpuJXwTW0OYG+ThH+mDslYsvw+QxRjvWub76InlFhXaeOiS3o1aE0+NElmMt5GQln9zWPqBIffSNxe9IT7k1+tgkMLhWW5AhznmZMx4IylMqjajgmCD/A59y2ND583MbM2EGoM28oZLrb2vkRX9ysVRj6XPnUMEWsIitaefnT2SYvuQaiRGbqHVBW6AF7BjftUw0KZOb6p+3zAYz2SmiwBJhOL3jaogG5H1WBJeYcCKd+QXEdamb+g26uSPoOEYUO7NMakg5O+iQSdAE+q/2UMfBlosJ7/16v/h5R7q+K1Vqj9aioieORXwlapdZPwyHRkGl0CJs01iANgpuC0lL2IC63hucin5hoINvlgsABY71v4golcyoCeq+elvVD0Mkv5lUwt7lcHhS49w5vO/xDdosQ1qcqA7wk345pPJYGXfiyBGPVGGZxB7wU2QkilER1cHyAp31RlnLyfGgD5MuELRTk/PkspyzMF1zOuX8B8UsgXsfwK7N5Yx5B3dUm61CVpR2r6pdGuSJqYSIWIcdoqYXTyHwJuAjKti5ZmYaVRr+gp/xdJY1/jbd4PbtxOSYOb2HO9nO+7wk1CsMc8tpyjPIRqgkFgUE9Q6NXn7f2D2rceZUSGPjok1bFYWnH3oqe3F339vaoDsrRJkpFTBSKldEf36fjEBcoxRpVl6cd+Q+IImQgl8TGzq9oqw/0T5/iM5/dcwEcV839xb8UtXSiTan+6PGmPJO2Sagk1qWmV6nlxf9KtRxpslkqZH7dTAyJynyXcfzGPI2Unsi8pIJZKiyJxxzwfcXByPlJeaHruDwggcWuiJ7y38vUmqYmTLj4qBJWQhPegmjDTjy/dbxTc5EXH+yEuVsr6xL0p5/Yjw010var9R4ebDrUfA2736NR0Gc83lrQhfcxnJwajhFCRwv8ippnHte18aUllxZvhqA43kYTB5uCm511zcJO8U8LnLCObVDANCNwK+aI2Xi4vawW30o6XeNg8OKwHTcwsOsSM5hvrkSHTjyVZ/pAJ0Fjm1vv+onPh+RpLvyH6jTKFmxbSjobaGxq1jTitESC+C25jScoFJcOpPnnt4tCGIGPOi9q6ZJz4fjUig/ZR2SFCTjovU72D6JWOzVT/gIwfr/XNk87FEvpVc1/Pm6Wwnu5Hwc08XI11m4lOuqVJbfNDJjBzkmuX+/ecKpTExgRVwDeltAZXZXl8puW8nhd0TGX8lVBWXKg4UGn/9JwJ7Tm3E0k7J62tkyREcYSyvhYiy32R0V404MroL8xYlAp7eB7POe8Z9Vg1ZZHO39IAVMbv0l4KEiqrsj1Oi9Msli4/PL58uk7gJplIHJ9kRh38qkjATEY3likovoukVvdHdW5jSKBt7pqMZZomPsS56fngYY30EOhBXfcgWqR/KNNra98r1ftB1ZRyv3o+1CVAk2cikBOZW0eXObiJVNMVvkwFcFL+ZuzcdBngNkRgDQzrgQFsGtxG5hvrveDGxGUsc+t9f/VTA6Okx+n6DTIPNz3UHEOGdbWC1W6VyYylwj/u50Mk7XtkQD3l0KQDMeHWRViJOvsILBnrqk+GX/4GPQOv0Sfqf6XUywTTLcvUl376OU+2l6GZZSRSPmCGjOLetB4H74abXsEh68pILGqk42EZylO4jrgqSXzi7B4yAT1honlKSTmntDwv4HMtJOQKCDtxe08Ilcd0kE+ZAEVaWR8dsDwH2R/BJ+tIOPyEGUDuiSp/0+HGEHU4A/EcpHJEQlCpKRNoPiTgnnJdqUBQjToJ2yq6SflfErs0IZCELiNfKLfJ9KEKyeuYBuW5cZ8COHOZ3VTmoPGhMgs3wmqUjJeZ0Vudm0HGxxRpcHu7TNPEG85NybxrkzJduZ+SDio7BtEgkURnl+of2s30Km5eRuqQl4rW3VGk5UepWX3OaXnZKdcmMiwz1VhwK2zUxncrZloSFck8pr834FbOkzMPjp9WeoG3scyt96ES5zUKbj+yNBhqUNSm5U3HB8mHUSHdUxhOtvCetzMsbe55iTb5RiTfep3dMjpDnxrrSg07Q+empAYPlLHoZbgY+SjtS/QMvkJ732s0d79UnY+l6YZ8B0MS3lhh8ds0MlaeNpSUfu4j16NVTIj0+dp9HZFATJ6ZtFUaSaCjE/bItiOSfcqxlXgc1SBbjs/1pchBwg6paZWMpF5aTLjPCVNpaiJtnsrpzsroBBUEuZ1IledIGhKwMTSTwnKt5k8KvUcysvzeJYDuUOYAZyxzIey79AbcTEFF6bWvuqRNoUi2MyepyLgn4jkJ2K5R0pVOrmFYAq/ajhHx3g4PHDEskzRguCfafWEakkoe9dzFNQuo5DnxRcWXw3Pe0zI+13pGfVIzqTrOyxDlnX3oYpqW5kFaeao0C+mn+NzkWXCeVPAJ1KTsVF54AjfdxZlKD1/fLbpBI/iJfoHbjyBTuOnld88ZzklDWjVQIDNjbauMNjqIRlp6+eCFDPuiwlTp+sIQVcLOTtp8GQNLfrvlS0KGD2t0D7xSUGxUZXbS3ELehvKW1ar1TRPuu6TDTZpYiCRBj76eEbhpTQS0+caShKrKSoxgZlpTpu/TWGPCzbBtIV1YAd/OEubKIArKMRrezlK2UsRnLGFzAa9DMswzSrkB/spHj0R/T3CTRtjDta5SMyo1oUbzbld34hnPu6BxgNfI6+D0HYaAtw2S/wVucs6qTaGSlMeKMzaWOPcRafeEz5jrSud4cVaqfRmfWxnzYjmjIilikKKFCr5UpI1jS9dLQo3pUPp+SjGJNANiZFLDdPmMz02VxzF0VQ16+UwEjFLTLc/omQ48zjcHNpF5kJkTz8sIbP9p4Da2fjroSa3r85YBVcYk3ZsK+UAkZJIyOOlDJ4BrYaiqxq9iuCpdoqTVtYyB1dwtjRIHFMw6CTVxb110crKufAZNYFlMJyNh4EMmKNUljfv/EMmABDq8dOnnbjpflwDO+BrVW/gdMl7fWFLZpCBK6XBThdWUjEChj0IhBccqBKGk5fwz/qrKEMkk4iqYQUXDDbsN0ooTeJ1cR3cnxhIXZAqzD5E5sIl0uBlLh5hql0bp07quEwY3pPaYQLhXRVBVdeBWVTuhRgfGfd7jchmNVpWFMlMXCsQJq4eU/EqoLyPgPBKQSNMgXrsUL8igr9L85j63FQnwRcP3QN0bvgyq25lG29WAjw3tr5jGGBlQ0jha+oaWN3WqEXf1r9LLyB3yrdGaTin3lCYZ3ShvEwffwXNqJyi1Z/Kc+79X2oQn5bUo4PTT2iGCTWpLpTz2u0JNV+8vcButnwZukmnlV4ZZelI/wMRGNUjZ4ACKeY3SNkdqHusNzSn0bzdKQbl8yUfK6OratYEABWgSuuqVCVXNUoBOV0gXI2Hvo0YmXAEEH/iH6G8NN029Wi07E6Yx3KSGWTKAwE1qQ+XjIVLbKs7tqZTbcTvpFC5DWMkILxIKvXm+Pz+4jbSnM1Gd9oF0gbJWXjjibMVB3+ey+4SPgEPckTRsLZd0RFXyBVrdNqiNsMFIoaZN604nL1HVcoDgUK6Wesr0+FDaDfIcRFq/Ub4wePwXzZ2qEXZDu7YvAVYxwVbRIvN7GHoOoI8v2R6+kKX8WJr/SNmX6i4lFU9MhzeLy/GwugF3Smtw8uJVrFiyBNkz0/Hs2XO6OXFxr1XIqlycAWo/AtyGmNGNC+WlkN4cDN7UEyYyTeaX//ylhYzv0g8W2koG54PQprUyKunIXtoyyIQzhCqGqjXSvEKXgE7BTRrPSv9PeVNqzUBkvtQKSl88SbgKHkz8kinU0FASYur/GySVBOZk3NRF08j1joShmnRgmMLth5Dc66dyv7l/fQw+PeSVkKi4WT4YIpLMROfC9WTwxJGBEoxgNgbIRBKGqSYQb5E5iBnrfcPU4c7tBunz9f2MKiujpLGsFNir8ioC+Tndl7g01aWJklD0Ibd7zONLOauUMUrPkWq+JOsIsUbCSPpXtvLl10JAier5oizkdo9qmea5zycEmFQAaV3j+DLk/RLJMyhpla563Ux7napRtMCxrq0bdUyfMgxRM+d1Sjc9Ak59rb67FxW1NSjg/u+X1OLE+atYunwtDm9Zit0bcjEzPg5BLg5wtrJCSpA7yp7cJVwHldMu4HVITbgONaloEJmCylTaelIUY5DkJb7ojGUENwGasUwhYF4Ctqe8qX+/cHs//VjldpJpBXDy9immk5MuRGoIZyZSadogNr9SEhsljVW1RrNaC3xpCiHrSxs/1SaIz00K3KV2WDK49qbXM7sm7ToIQj6vp5T0GHjEzCHAfcxz0DUC4Del7+tHgZtcB69BL7eT+6PgZphfwIwuHbVVa3UmcvmVPqTG16ip791wY2Z6m4xBZk7fpQzOWPp+pMzPWFJZ8IDORtcjrvOY6z+q7lRAk2lxXE/5nKS8UdohlvB+lfC6K+ni6ySdyIuQks7kbVIORkCV8Jqk1lgqeGTYIRkNRCpm5IUrLwYZCklCT/n4S1sHodhJKEpbzC5Jc/IJP4kqulFaV8e014HC8mpcuHQV69csw9ndK7Fv7TLMiI2Gr4sbHCyssXFBOqZFByItLBRRnq5wsbHC1BB3lD/MNzhtgoovJq2ZkLFjezfctDSgtXnUJGWQWtmsLgW3UoZAkrDE8t6qbOabvAuPmfD1TPA2Cdh0uH1fmYPKz0U6FN7Umxn0Q/SQD0pgpEZDoCSBSTMHNQICjyvtyaQVtnxnska6MvFFJCGrgE3accmHdVUDZiXpmcFnwe1V+ZWZTC9AEnckDXQLpF0aQ4inTAhqKBouf8zEpn6p4XPkMj20Njf9Q0ruhXEYq8FN+1Udqpn4peJEwjElhmhSzmR6nT9nuEnDWtW4luGYSG8oq8NNPo40DDseR7pCPZAyspoOVdCvKo14DfISUhUsTENav1ABlKQVOi2mkaYOGWzyJVoETnRz1Uwv2v2Tlv3dqBLnT+g9k3I63rNKGdeNIacMniCNxtsIssamFrS0taGuoRE379zGxg0rceXYOmxcnYOEmBh4OTnCacqX2JyVgoy4CMyKCkewkwMcJ47H5gVTMT02EtNi4hDt4wEXKwtMC3ZGxcNLCmgyTLiMKiJpT8Jvvf3bW+HGdZV4zkVM3yJxriVMC9K4vKZrkPlCQugOA9zaepBfVouZqzfDL30Oluw5pt76AhwdXj+Ffu6AM6fvAzgpX3ogoYFMSwZm4pSmC/pDluYM8mZW3UkIpBd0yVUtA6prUTnnSXmdWHJVQ2kkvbuZBrjRkvOV+1zQ3MVwWMQ3OH9lNA9tBAZ56wnwjOH1w4D8fWQKN5Gaz99huElZG4Es7eWe0IFIw17T6/w5w03fXj/O8DkZgDZ8DIJPlqu2f8yPuqQvriyX30diROoJPd4XqTgQUMhoHur7CIRcLSOAhvYhhqrygRemI6aZIm6jQEYnVs1wtYghaiEhUVPfjI6ODjQQZHfv3sWebRtx6dhW7Fq/GPEhoXCxtWJo+SW2L0hEYkgg4gMD4WVrDcdJX2JtZjqmxiZganQ8/J0dYD/lC2zOTmFIGoX0mASu6wcXy8mYHeqM6sfnmMbb1XlrY7xpz3VEY8NNQlhpAlRFcMtgm2V8/mW8nvIGnjfB1tz7ClVMzy8a2jW4PauuQ8riPCzedhAJc+YjdOpcnHpQyRsnocsrgod0Z8b68cXjMTN/X4nrVJL/qUd0KCJtmi61aQAPmgdxr3lIdfZ/LIDhr3Tlkm82PBQHRPJLAb1qtCo2V94WTGgSCjxuGuQ6sg9meMb2AqgHvKEPud4DyYjcVkb+lU76Mu9+EzOf7JfztJ4OLw3T3K6RiZXgetjYrhyKZNZnzJhSeC5doVT3Mm5XyHmPVet76dLE81AhaKc6JwnLlNNq6lAQkIay8jaWGkQpf3vCzC+SZfIpRBkaWusaRVfIYwso5W0vo4CIZP8CO7mXUsmj31dTEP1YUudpJDWfv+JIJeyW+yLPSRv0kNfN638TblqoJR24lYzApkDyFrjpjmoYMm+R7sJ0cI01bazh8jVuLzLu5qQcHOfpUr01CFFpqqNLG2SA2/L3Lq/1Lv9/UCeVKbxfkhYk7TDtFjE9qOGCmBeqmFZe8JmWMv1K75GS+hrUtDUTCo3Iv3UX27Zsw40jm3CUQMtITYG/owPcLMdh1bx4RIeEIMwnEG50Xk6Tv8SK2UkI8w1DhG8gPOys4TzxC2yYl0qHFov06Fj4uzjC0fIrurkkZE9NQO7MGYgN8IG79URkhLqh7vF5BSn1gRfJZzw3cZNSfqhL690yInlpSx4sZ35r6ZamUC/VgA0yuk11c4e6PmnrqYbq4vWX1RngNmdhBia6e8ORNI6YnoTMTftw9E4h3/DMQE3fqFE2nv8dSXeCOtyeEASPGweUpHuWwE1G+xCoqZCMN+YJASQZWVrEy/8PuR8lriu/2jb8n/t7qGDGDMNwUeAnEtDJOPO3CIn7Te18aAK0XtwlPG5zmQBMjX5CuKkmC4TVPU6rvndVMtqIOK4WPGoVuDVzX4Pc9hXPZwAldTWUOBatzVFpbRXhJdfEc+V0UcULFNY0EpAtKKyqR2XZAxRX1DCxcx2+0e7LtSsY0hUSCtL3r5zXUdE8oNygSCvn0yRjs0k5jtxLVf5lkCmE/lbSAMdnxWtXzm4U1Mzrg+BGqHyodJiZTou7M15PNBxymsj0HEf0pnPTBhOQ5hyteFTTwvMewL16piNelwxEICN7PGIYK93rZJCEJ0wPApSb98qxc89x7F+/CmcPbsGCjGnw93SHk8VEbM1KQGJwMIK9fejILOm0vkLetFgE+EchyCeYcLIi3MYjJyUYnjaOCHD3Idys4DKJcJubitTIGKRGRCPA2R7O3HbTgiSszJyGDTnzEBfsA0/biZgT6oG6Jxd5Lnx2PJ9HjW18noQwASbOTIeZaeXAE6ZXgZv0I5aeOn19A+jpk//p1uSjM8yzFVwuqmQaKeN9UnCLnz4LzsGx+OO43+PfPvoYtiERmLZiDS4VvmAGeklQDL4BkJ+1mJFHqX6IeolnBMZT1TdW7z5GoPCt9pChntb3VZrEcDnBKM7uETP4M0JKVEBISEaSvpMFDYQPb6baB8Eh5T73uc97zS9xlw/qCd+KT7jeXe7jaX0TiipLUVBXp5za49oGwqgQxdUtfHnwjVVXjxcl9/GsthJFVc0oLq9EfeE5VL8oQ1ltGYqe3kfVo+Oor3iC2rKneHDjFIov70JHwVU0l93Cowv78fDMWvQ+P4GWoiv8fysu7MpC473jqKkoVuf5WMFbKzwu5XVI409t2BhpUkHxemXIGOm+JNL66mlw0wcgENdkDjQ/peT+iTQHNyKtQNw81HSZAsMUbsNuTWQCo/eRQMwYZKbTxtJhJo1mjWV6jiPS4KYNKqm5N9VIt7qD+9Haw92XL1PxPtynM3xUWo9HL5px+3k59hw6jpx5s3Fh3zrkZqYg1NMVDjZTMDchGOnhEQj28oOPqzvsJ32NVXPSCLpQ+HgFw8PehoD6EjmpkfDyDIGfZwA8CDe3KVwvIwYRnj4I8yLcCEFXhqUb5qQgKSyc4Wo4AhXcvsamzCQsn5uOjYvmM6z1JTAJtzAP1Dy7qL2YCLenDW0oZJqUsHi43aIJ2JS4XJqZSM2tDH/e0t6N1g7tmw/SZKWaL2SBWgX3IYAr5/oKbpFJafjdF7/BJ5/8d3z+yR8x0ckT/unz4Jc6B7svPVE39Q2A/JwlVedSbsWMWUiV0J0V8cZIA1qBm9SkPKtvw6OWITVm2/OGVi5v5I2ls+E6RfX1dEbNDJMlNOMbpbKSzqiJju0llzWjsvQByqpLuX4rimtqUVd4DdUV91BcV4XSkkeofXYJleUPUVJbipInl1H/4DiaS/NRW34PBfl7UXtvNzqLz6GpJB93Tm9A08296CwgjB7tx/X9q1B3ZR3htA9PLmxG/t48FJxZgtJr63Bxz0qc3DYLt4+sRcGJFdi5JBHHVs/DuUPL8OTQQiybHoZdq+bhzLZ5uHNoOQrPbkBn+WVUVD7Hi5oSJhIpo2BCIuTVMFEEnIQsMjyMhKrSL1OaARQz/JUeAPr9lMqKnwPcdI106dKkGqiaAZqxTIFhFm5mQPRj6N1OzVTGcCPUxCHyfO9WE2iVDbhdWIZbRS+w79w1LFq2HDtXZmLP6mykRfjB29FWQWlVRgYdWRiCXIPgaGWFuXE+CA2OhocnHZmLOxwItxUZyfB2C4KXG0FmYwNXAkrg5ukeDF8Pf+7HEh6Tv8K6OTGI8fFFhM9ouCWGEm6UDrcN8xOwcv40bM7LQkLoCNyqnl/kC5d5i89F+gFLv2AZNUYGRFDtFpkOTeEm/UilG55qu8f0WtfShXr1MZoeNU++gl9JML7gPkTDcEtI8oSH2+/g7/obREU7YvHmE7j0vAFnH1fhYkE9MzXf/nQ3T5qHmOEHVdmYuIBnDMuecsfPeDApM3tOByCjRjzntAyk+Jxu5im3k48rF/J/NV4YJftQVfrMNFqNnYRc0nqf6xr2L2OyCZwkcz3mPIGOlEPJes/orgRWxaS+hM7y1fkivrmK61vVm1y1/q+qI1zohHjTSupqUfriufoV+ldVlKCy+DZe1L5AZVUZaktuovHZaf5fihdV5Wh6dhYtz06hrfI+qgvvofbuQXQ8PYyWMkLs0Qm03tuKlsd70fz0CEpvHkTjrc2of7gfL65vx4Oj69B0ZSNab67FvSO5hMxS1ORvRcnJRTi5Ig4Xt2Wh8voW3Dk4B5vmxeDYhgWouroNt7ZNw/xYPxxePROllzfj7IZETA10xv6VM/DwxGKcXh2NOB8v7MpLxl2C7OJKvin9nbAlLx2XDyzE1U1pSPR3x5ZF6Ti9eS7u7MvGlQ2peF12FC9L9qGh4hadK+8ZH7rcHxkMU+CmvQA4zQSkPhTC5yegk47wCm5cLnCT+yoVFcYaDZ2fEH7MFMbSeiCYSoA3IlNg/FRw078jMaJegq1Xla3JeYw4NwKM0LovNaLyy22lLE0NAMlptby6FXcIsbsFxbhw/xmWrtuAtNRoXD2yHotnpSDM1xv2VhOxaEYEkkODEOHtD087e0JpCrKnJsLDIwiern5w4HQG4Rbi5w83V2+4OTjBcdI4rJgdBw8XX7g7+8LTyhaelhOwMD1awc3HADf3yV9g/dwYJAYEIIpw87SdrOC2UTm3KB43HH4EqvOUrxTcVsyfSrhljoJbhcBNwawH1R0DaOh+qdrpCdzkA8uq77BATcJTShhRxXBUFZtwmYwNWNMsZW2dnJbhrbSx/QRumnPTpOC2Ycd65CxbgRlZedh48hzOFtUw5GpXUHlMoD2WAxNGTyXBM/EXc/pJ8ytKnJCEPAKnVwQYwz8ul8LMp/xfKiLEJRUxVCuUwk2Crri+RbVPetY0xLCLQKqqIpzopLjvyupqVBA8Bc10RARXbfF9vHjxAmWEVlVVCcoLbqC8vBAVdQ2oL72DykdnUFZTiJqa52h/dh71jw6hvuo+morz0ftoHzoeHUF76VU0PD+Drkfb0PpkNxqenkTrwyNoebATLXe3ovrKdjTc24sO/l9+Jhf3jyxB8529aL21AQ93zkT+pizCZz2qrizB6SXhOLF2DppubEL5qUXYOdsXB1bMRPXVdXi4bzZWJnhiJ2FTc2kN7u+ajrwYNxxfMxuVXH55YwKyw11wfNVM7m8NLq6OxJwQV27P5ZfX4sLKKKT4u+DginSUXViNM6sikODriD1LZ+LpkUU4tywKUd4u2LtkKm4fzMHZFbGI83LHxoXJyN+zkCBLRgLhtyUrHWc20rntz0b++li8Kj+KV2W70Vt6Ah1lN1BT9ozPQMo4+BwbGRLwuTxTb0q+FJhIRiQvJ63MbSzJ21cDDmHH9X8qwL0JMnPS+pHq+lvBTQ3/biSpQHigwCZ9PbWyMxk26G5dO27VtKtwUyB4o7Yf1yvqcf3uczx7/AQHT5zF9FmzMCM+HCc35GBGdAD8XF3haDsBe5emIdTXH4GuvnC2IJBSQxHiEwAfl0C42djCy8YCc6fFw9nVH84uXlxnHObE+CHAky7OKQBudo5wJtxWZiTAids4OQcxLLXjdhMIxWh4C9w8CUrCzZVwW8uXclJIMKL9GdLajofrlHHYOjcZyZGxdGpz4WNvzfW+wkbCbVlmOjblzmVY6gNvgnBOqBfKnzIs5T2XtmnSG0cGkpB2nTLwgVZTakiLAjZKxomTocOrOE9cmfyKBGZvk4JbQlIcbF2c4BMTjZT5OTh3r0hr60YACaSekIqSAZ5IWRVDuee1jSirqqd74lueibysrAK1hFAxXVUZw7ba4rt4UV2lai0ayx+gtugmQ6NGVNaVofH5ObQWXEJ9dQE6ym+h5eFBNJRfQWPFTXQ+P4Y2hmaNpefRXHQJnQ+2o/nRVtQ/PoL6e3vQemcXWm4TLDe3oPnhTrTdWoPis3m4fSATbXe2o+XmKtzcnobrO6ei/d4OVFxch/2LAnB371y03N+Dx/tnYWOaC13TcjTf24ILa2OwPs0dpRfXovnGehzK9sGKNFfU3diJ2ssrcGieN/bMi0bFlbUoOZ2FrdMcsWtREurzN+DZwblYl+yE7YRLxeXVuLMjHUtiXLEtJwWVF1bhDs9jYYQzjhJm5ZdW4/y6WGSFcppOrPLSKpxbHorZ4syWzcKLi6sIzlAk+jhi//JUlJ5l+Lk8hPByUHB7QridWRqJCC8n7Fk8FbcIrtOEXayHKzbkJCm4XVqXgFhPN8JtKs5tmo9bexfgytpoDJUepnPbj/7i4xgq3It6gv85M3Yp3cBzhqcq5FQOTYeaJnHYHwK3n9K5mYeZqX4ecLurj+BRRTcmv7zvUkZ2W2o6pY9ndRMeMry8U9GMyw+e4eyFs7h+5TzWrV+PqAh/zI8Lwo6cdET7ecDHcQpifZ2wmiAJ83bXGstajcfmLLoyN294O/nAyXIispMZRrr5wNXeDy5W1vC2mYy5dGD2XO7g5K7glkG4+bkHwM7BH+52TnCZPF7Bzd7RHw6OAZxH52Y9HlnpUaPg5m7xFdbPj6NDC0FMYAB87SbCjfvbnZOG5Ogo7F69jM7NRlUybJyXgKXz07HRADcvm0nICPHCiyfnIb1KZEikcomkpF+qwKtdep5IpZkATRuQUrp8SbcugZW4sXKG5wI4+f9FfadhWps3Gm4G5xYT7YcvPv1/4Gj9vxERPB6RUfbIXpmDC3cfMJTpVm/lB9WNKC1/Quf0CPXPL6Hu4SG0Fl9GO0O1tseH0CGwKeV00Tl03d+MBk7X3t6GFoZwrXc3MTRbi4Izy9F5dz0d0xbcP7gIT0+t4LJ1KD01F7sy/VFxfjWab2/A6bWxWDPVnQDidnRMu+f64syGOHTc24hne2di/VRnFBEALTc24PLKcOyc7oHG69vQeG0N9s/wwOHMAMJtOyrOLsKGJDtc2zwVjXRq93enYnWiFWFId8bjnF8ZhvUpzii/uIbbr8PhHF+sTHdHPeFWdXEZ9sx0xa45kXRSq1BMuG1Ot8fm+dEKbk8PzMHqBAdsy06i81qj4LY4yhlbs5MV3G5uTUFWmCOOrZ5FuK3BWYaV84Mdh+F2ZmkIZgU4EW4z8YLrn14cjHgve04TbudW4viSIMR42mH3khl4enQRTuWFIdzDAbvz0nj+OQpu0e4u2ES4Xtu7CJfXJyq4bV6QhvNbMgm3LFxeE4WhksN4VboPr4oO4vXzbegtOkLQnaaLu01A8aXVQOemElC7Wbi9DXDi2LUa6Z8wJKXMw8xUHwY3czIHqw+VatIhZWyG/+9VNuO+OLLiWhy9kI/DB/bgxpn9WJidhUACKzc9FEtnRiPAzZWAsUBGpDeyUiIZTvrQEVkgztseC+mmPN284GlP50awbKJbdxCw2XnBydoCOYSbp4s3HGx9Fdx8pAlGSjjsHBm2OrgOw82HTs+WABTn5jjhayyfFcd1/LlOAFxtrOFu+TUWpEUyJA2Br1cgPG2sFNw2ZArcQhHN0NSXoaarxdc4u2EB5k1Pxp61S+FL5+Yi5XDz4gm3qdi4yBhunqh6clY13hW4STGJfAuhtnMIjQxPpQ91jXzMuaUbZU3ynYx2JYGYOZXVtiuV13WMCklFCm4BfBt8Nu5/4pMJ/x2Wlv+EFQsDkJ7oCE8fW8xfuRJnHhfi3pO7qLm1E49OrcF1uoKWOxuY4ZcSNO4oP7+CsNiIY4tCsWOWL0O6rSg7s4hOZTLu0EW1Xl+NE3mRmBdoicb8pQzx8rjMEnsXRHPZOuRvTUWMy+/pULLRfG0lNs70xDTvcWi+uxFV5xdjZZQVoRCB5ltr8WDnbALJFqVn8tB4czXDsyBsm+6MhhvrUHN1CbZOd8W+LE+GlltRcWoBVqdMwcXN0+jsNuPezlSsiLfB3X05DC1XEyiBWJdkj7LzK1FzeSUOLPCic3ND7TWC8dxi7J7hgh0ZEYSfBreNaXbYkZ2Auvz1eLI/Ayvj7OiUEobhlhvpqN6iArfrm5IwL8hWObcXXC5wmxtoz+uYzuvnsZcGYyrv757F09T2pxeHKLjtW5qCsnOrcGxxECLdrLGLywVuJxYFI8jZmm/xJIalC3E8LxTB9jZYlxWP6/tycXp5JPytpmDtnESc2zwf+Tvn4vhCP7xkWDpULs7tMOG2D72Fx/CqeC96Ss+isuYF6ipL6eBeMQQYHZb+ArcPh5uEnfKrDTek6WF5NR4VleLGw6fYsHMf1i1fiGv71yIjLZlhpTMWpkRh9awIhHh7ETI2WJQShOnxIXB1Yohp54CZ4Z6YH0/n5OSBAIIk3tMaC1KjYWvrDhdrJzgRVOvojixsvWFr4w1nAignOQjODu6wtvKBs6UVfOnAMpJCYMVtrG2chuHm5ewDa1sfuNm+CTdxbl7WE3gs83BLDQtDbFAQ4TZJwe385gWYPyMRe9cuVnCTWtXN8xOVc9ucNw+Job7DYWnds7MoYRqT4d+LeJ+l7aYMGd+gPizUp77KVtkqA462oriuRUmHmK5Sg0qqW5VKa9oU4Iyl4ObvaYF/+8f/Fz7++B/w0Z//O8ZZ/itWrF2CpCQv+PpOwrS8XGzZsBRlVzfjyekDeHrvHNqur8e9XTPgZ/0JCo4RSnRmq1LdkBntQnCsRdGx+Uh0/ZxgSUFr/mK6olCk+nyB6qvLUXl+ITKCx2F7ZiBarq/E5U2JiLL9BE8OZ6EhPw+bpnkhyfNrtDF0rLqYh43pdjizMhott9bxmOlYm2CJshN5aLu5FmeWBWFrujOar69Fw9U8bCfo9tMFthG2JSdzsCrBChc3TiOMN+PW9hSGjta4Rxg031iFk7nBBJQ9Ss6tJRhXYP98LyzlNdfd2ozqi0uxfaYTNsyOQBlD1LITC7EpwRHbMhNQf20TCg7MxZJ4WzVdfXE1bjMMnR9C2GTGKlhd2RhPQFvh8PIZqKJzO74kHIluk3CQzqyCYeqO+d4ItfoYuxdyfU7vm+uBUMsvsSsviS+L1dg1yx0Bkz7D7txkwi0XB+Z4INB2HHZlxeDOoUU4mhOIGCcbOsUYwi0bF9ckIjXQAVuy03F2Uxau7czEmcWheFl6HK/KD2KwaD8Gi/djoGgfhooP4GXRITq6w3TbD1DKhCA1xSWNHaqCoVQKe1VljlT2jOgNuHE9kXQdM54/erBKTabbfB+Zr0AwFaH2IT0UGJbqX+C6ybf+DVF9B4ElbddEbfy/DQ8qBiEff7lT1YNb1Z3qy1wPVJOMZtyqbMX1x+UovHcN+beuY8mKJcicnognB5cgNSoIPs5OmB3lj0PLM+Du5suw0RaLksIwNzESLs7equYxNzkA06JCYWlP12VjiWnhrpgeHYpAVy8EONnRndsgKzUWE61c4GjjwJDwa6zOTMEESw9YWNHtWU/BouRQhps+sLAg3Gy1sHRmYgwmWXoTbm5wIdxmhbvB3dEPltZ+cCUkXcaPw1LCzdoxEJOmeMLNygbeDHkzYgPh4kqIeQZqFQqE1ob58UgOCkeUbxj8bG3gPulTnNs6R9Ws7l27UDlMd6uvsSMrDgt4PTPj/BHtZQNPO+mh4IrmostooVMrZjqRfqHyBSxpeiSVAo1t/WjlMvmS2QuGl0X1jCgoU7gV81kUUYU1rcOSeaV8ZroU3AKDHfCP//z/wT/98/+Nj/74X/CnL/4BvlEJCJOyOKeP4OnrgLyF0/iGCET+oe0oL3yE2vwVuLo9HbGhPnh8dinqrixFXqw9ZgTboOH6Kjw7NBvBlh/hNMOllmuLsWuuD6Kc/ogqQuTF2Wykef6Z4PBB07UVOLc2Gv7jfo2HB+ZzP7l0V46IsPtYK187uxCLwr/CoYUEIeF2fXMCVsdNQenxXLTeWINTSwKwOdWZx1iHxquLsX2aM/bNJ9zubFJwWxlviUubpjH83YLbO1IJNysFtxbC7VRuCJZE2aDozGpez0rsJWAWxbig9uYmnuMiLIv5Gnnx7ii5uAQlx3OQGzQO6+dEo45we0iwz/L7DGtmhCu4XVobgyTnz7BqbpSC1xk6zWjbzwkzOjMu37fAD9GO43Fw5VQCfi3h5smw1AonVotzW00g+yLW1Qb7l6YpuB3KDkYCw9ADKxiWHstTzi3WywF7c1MINzq1FVEId7LFlhw6t/0LcWF9MkJcp2Dd3GSGpVm4zVD1El8IArfXLw4qoAnYNLgdRF/JUbws43TpUbS+uICC+joCrRfSI0U+mSeFuv+Z4KbVTHbgHkF/hxlDdI9u4A4zzS0p7CfgblJ3qgZV+7JHdGR3y+tw/NoDnDt1FNcuHMCy7AyEebsyElmA2THSx9IRycEuOLdqGryc3ODh4EC4eWL/kpl0Rx5wsqXLSghR8LKydqUTs0AunVtqWBAmWHE5pwVu0yKDEeDiCX9He8TQuWWnxWK8pTPsre3gOuUrrJqfjPFT3DHFwoVQeRNuXlYTMT0hahhuzgTUrAg6P8cATBa42TjCZcJXWDwrAZYOvpgw2QFONhPhYfU5ZkT5wtopmCYnjGHlFLgSeOsypyI+OBIRgT7wd7CGB+G2nxHH/PhQpNGZ+TvS4VmNY1pNRXZyCOYS4EmBLoTbFAPcLqG1Y1A1/5BRXVSfWKa5Uil/Yyja0KZ9E6OccCtRrSLeDEdL+UxKqCIjuCnAcZ4uBbeoeF/8+x//Af/0r/8V//xv/wUff/oP+PiLj7Hj6FUEp8fBwYdvjFgnxAZ+SusZjBv5J1F8YREubkvDkRNHUfFoH2ou0o0FTEKM8xd0NsvxaN9UeHz9Gxyjo2ggdLbM9kSQ5e+Z8ZcTHAsQ7/Qx1s7w4bLlOLM6Ep6f/zMeHJiHerqvJdF2BOO/o41AKj2djcyAP2EfM7/ALX9jHBaHfonCw9l0fatxMNMDS8OnoOnKOjQQsKtiLLFpqjNa6dwKjy/AgsDPcHpNMl3gVlzZEIs5/l/g5o4swm0lDs7zQk7wJBSeXo3qK8uwfYYTMsPsUXNjI4GVixME54pUb5ReJtxOZGN5lIWqBq+7uZnXNwtZ4ROxcU4MaunMbmxJ5vVb8MHHoYJh7EXCbqq3JcPQWai+vBYnl0Ui0dMK+1ZMI+DX4XBuILe3x/lNGahimLt9jjc8J4/D7sUMSwm3w4siEGBniV1LpuH58cU4uTicdt8COxal4uHhPBxfHgVfO2tszErGzf15OLs+Cd5O1lgzN5UhglQo5Ci4vS4/iW8rj+BlyUEMFBJmhXs1F/f8IF4XHsTL4n3oKz2E2qoHqKh+wUTWr/om6p3rR0ncnDQN0SFGAIr0aWPpy0zXMQerD9WPAbfbnL5V16ec2K3aXjq1XtyramWIKUAj5IrKcb+gGMcvXMWyFStw/9xWLM0kzHy8sXlutHrJRHl7wIsh2Zl1MxHlw1CSoEgMcsZJPnNHe086NUfMjnTDntxphBnDQ4InOyEUKRHBmGRBuNlYY1FqKBKD/fHVZBfCbQqmhbkgPTwQQW7ehIY4N27DPPn1ZEfYWdkyJPwKK+YmYtxkV0yxdFHNPnJTwhluemHyFIapPIaHxQSGuhrcLOnunCd/jTlRXnBwDsKnE9zhYGkDN9WtKg1+PnEI8ApXjXg9bCZgbkwgbO38EeQTyvDWEr6Tv8K+xYmYHu6NGG8nhqWT4THlM+zISUR2UjTmxocjxM2ecJuInVlpWEQQ50xNQnKgB/c3BRlhrmgrvIienpcE2CAhJB3ge1XZWwlfKGV0aS8IOOlmVUa4af1GtTI0qSjQ27GJM5P1i+nixMENu7hqhrH8X6TglpERi9/89n/gD3/6I/74+ZewdnbF7z/9J6TNy8D5gmos3XEEAQFysz/ixVvgwP6tzGBZuLglEYdPH0Pl48OoP5+LrDA7RDp8Rrgtxf29qbD86P8ws0YTWIuxeqojPL78FUOw5aoCIXDCv2Fxggsa85fj+NIQWP36/4vbu2fTuS0ikCbC6+t/Um6r4vwiLI+bhNPMzMq5bUrAPO8/oPBQtnJuuzNckBc8mXDbQOe2AqtibbB7jg86GdIWn8zG0uhJuLR5ugpxb25LxjKGkuLcGgngM0vCGJY60LmtUXDbO88DubFuqL+1BdWXFuHurmSsnelHuOXh6aE5yCQYV82JQg3hdn/PDORETCLcogl2DW5zgyyH4XZpfZyC2xE6L4Hb6RXRdGLW2LWcTu3qehwh3BZF2jNsn4PK/A3YtzAMdl99gZ2LklF2YQ0O5kbBh5Z/x5LpeCbObXGkapC5dWE6Hh5cxNAmUpXRrGMCurlvMU5vTIa7kxNWz5tKuM1VcLu4Khqvyk7gmxdSqaCFpjrghgr2EHCHOY+wY7g6SGfXW3QG1dV1TGzSwNkM3N5RBvc+MgerD9WP4tyYYe5VN+F+ZRPuldXj4p2nePLoCk6dOIU502bjwKoZ2L9sOmL9XOie3HFjxxzE+wXAz8kFG2aGYdmsSHg4B6jypjNrUpjBveBu64wEOpYjy6bCwtaJTs2RUPHG7kWctnRQ4Mmhq0kIC8bXk7jcxhY5aeGID/TFFxM5TVBNJdzi/TyVcwt0dkAcw9LstDjCzzzc3K0mK+dmZetpgJsNfKwnIZ1OcrKVLx2jF1wtx2NerC9snIPx8Xg32FtaM9z8HBv54k6LYgQSGAx/eyt42U7Ctqx4TCV8ozycVJjqTZe2MzsO00KCMDUkHP58ASu4ZadgYUoCw9B4hLrbM1yeiB0LphLWSZifnIT0ED8Ftzl0oh3FF9HXO6S+/6EG0mwaoGvrNjiuVro1wqlRKhMIOUJNrx01rg0tredyA9x0iYsrINwKqwVyrRrcpk2NxEe/+wd8OcES//zrX+MPX1nA2c8Zfxr37zh6owBnnlUiecZs2Iz7CBkZ03Dv7g26rExc3JiKo2dOovbhEdRdXIrlSR5Idh+PhmvLcHdvOmz/8I84vCIStQxLV6fzYX36vwiNZXhxOgPBk3+LvCQ3tBEyJ5aFwPaj/4EH++cyTM1DVqQVYh3/jI772wi3hViVaEUwpTPUXE+4pWIZnVrJsUWE2yrsm+eJDakOaL6+CfX5y7A0is6NQJIa2ZKTC7A8dCJDtnR0MsS9sz0JuaGTcXP3QjTRuR3JDkRepDUK6ZTq6CB3znZHVpQL6m9uJGSXcL1EbJ4TgPKLeSg4ko1pLh8jLzUIdTzWvb0zkEnntnZOOKoYht7YlILZQdbYME+D2+X1MUjwmUinNlW1czuxJBQJ7lOwc+U0VBBmhxaFYDHBemnLHDq31Ti+IgxZaVHYu5xhKeF2ZGEME5cdti2diYJjOTiSFwpve2ds5Fv/zuHFOLKYjtrWHmuz0/hSWIQLdMguzFjLZyXi4qYFuL0nC2dWxRJq0s7tkHJuEpqK+gm3/sI96CsQ2O3BkALcHgwUH0VPyVnUvrhDiPGNqrpqEShMfNLtTBpuKzWJixst6f1gViZw052cOWi9t+pkWKZOPOJb/gHPUTqP36P0ATnlC1mP1Zhofbhf08PwUppg9EKGCbpD4Mn3A+7V9EO+NH+vuBSPyspx/OJVHNi2AffO7cCCuXMQ4eePO/vmYxZdU6CzC3bmxGJtRhS8nD0R5emCa5tnIsDTE272rlg1MxS56cFwtPWFt4MtTq5h1OLsBTsbFyT6u+DQ0iRMIHgERvOjvbGdcBs/iQAQp5YYiPgQf3w+3gVuXL4wRWohffHZeCc4WloijTCI8HGDLw1HoKsDj819pMfii8nusLFwgBvBsnJOMj6bQphx2tlyAjLTAmFt54JxU1zhYGcBL4JmWnQk7NxDEeIbrsCTHeeFqEA/nr8bPAkdtymfErqxmB0fg2h/hpZ2k+BBuK1lqDo1IgrTIsLhR5B5TfkSq2ZHI8LTFwkBIQiwt4UnAbtj4VRkE2SZiQkIdRW4jce2zDSsp7vdmrcAySEBvL7JmB3OPE+49XQPoL1H+7RlU9cgKpneBGzFfLFKzb2ATcJU3blJcw+936johZrP5XzWqmJBh1tVi9JzSsFtxsx0/OZX/w2//vhP+M3Hv8fH46YgMDYen076DBEzs3GXO8patpIX/DVWr16J/CsXkb9tOs5vmIpjZ06jnnCrpfNZne5Ft0IXdX0lnh2dgxiHr3F6bRQabiyhEwmD/6RfofbyclSenQvvcb+iJXdBB+F2cnkYrD76BzqS+Wi6ugiZUVZIcvsSHQwlKxj+LouxQP5mhpaE27WNaVgSakG4LSTcpJzMCzsz3NFycwtqrixGhtenyI60QdPdzXh+KhOZIeNxan0Kuhim3t6agEV0eTf2LELjzZU4nB2ERRFWKDi/knCTsNQVC8KdUX9jg5q+uTcJW+cG4MWFPB4vF4t43JUzIglvgnL3DMLMAqtmRRBuq3Cdzml6gAOdXDLd6RpcWheFON6LvQxJKvLX4BhhFu9K57aaYSpD6EMLQ5CX4IbLWxagmmHpqeXhOLGV0Fo7HS8uriXEZ9C5WWD7slkoOr6EMOTbVJxbbhJfLItx7hhDonkx2Lx0Bl3aMlzalAhHa3fkzUzEhc3zcIdwO72acCs7wtBUc25DyqEZKhaUg9OkoFeyS7WJGyrZj45SvrAq7hFaLQSShKl0bI0E3BtObkSm3WU0vQk3XWah9Z6S0WpkiB81Xh3h9lAgx8QvH5fRhuEWoNG1EWwP5Leabq+6AQ+rmpD/sAAPn1zC1XMnkLcwCyc2Z+HQ+nnM0G4MwYJwYeNUBHt7I9zdDTd2zUVigHRhcqYziceK6aFwtvdixnbki306PNwZSvIFtGpmCHJS/GFl6cFQ1Aqn1kzjem6wtnRGkp8TDi6Jp9Nyg+UkCyyI8WQIm04jYQfpiJ6b6K/6XX5OByW9AhYlhSDS3xefjnOGs4UVUsPcEOPvgWAXNwQ7WyPOzUo1DflsgjMsCEinKV9h+dypcHQPgo+7DyE1icvD4WrlDDuej6uDDQH0FV/CUYj19USkq6Ma7WNhnDfmp4bRifoh0MkOLpPHYdPcWMT5hyM8gGnNzhpu1pOxakYckiNikRoRAV+7yfCa9CWW06mGurnRUfoj0MGOYe/X2JqdTofGqCohASEu9qoGdfO8ZGzIzsCuZVlIDBW4TeTLwh2tBrh1yUePevvUx5Fq2wgrgVojw81G+bLWaGlt2TSJc9M7ycu0VDCYwk2k4BaXOg2/+tV/xRdWVpjMmzieb6OQxAx8wQfnnTxDhQG79h/ErCgfLM3Lw8ULF7B+qgf2ZEXhyKkzqL9/WMFt7TRfzPC1UHArOp2JmX6WuLAuliHgEtV9yG/ivyrnVnp6Luz+/I+M223Rem0lji4Lw/hf/zc8ELgxLJ0XYYFEl8/RfmczSs9kYZbnH+l8QtB6ex3fmOnIDaNzO5nLMJVwy/Qh3Ny47jY0XF+O5QxLV6a5qm2Lj/EcPD7FsbVJ6Li9ATe2xmJBwHhcJ9yauO2hrCBkE1gCt3rCbOt0F8wLc0Qd4VZ7ZSnDveRhuJUdz0VO0ARVbd94YyOubU1DtO0nWDo1FFVXVhG68UhlyLAxI4WQXY9LayMR7zEJ+5dOUxUIxxaFIc7JEvtXZaDu8joczfWnc/XE5a3ZqM3fitNLInFqYzaOr5uJF5fW8lynIcrdiutPRzHhdiyXb0nCbu+yGbh5fDGu3MpEBkPh3Wtn4zbD0ju7Z2JWXAj2LE4n3Bag4PhyXNyQTLAdxesXWpmbCksNtaUifVp+XxbvxlAh58l8urjBwkOoqyxAZVUFHrYM4mlLh1mo6RoTbk2EmcgEblLpYCxzEBtTyrF1405DP+R7sA9rW1Wjc6ntfMAEfk9C0hf1KCp5jlv3H2Dj5n14nn8YO5ctQnpQGK7vmofVBFWghzP2L07F+uxEeLu6Y05MAM6uS4MPXVeomzPyd8xGjLcnw0sHbM+KwxK6M3trN0R4OOL0qhTCawocp0xhmghGZoIvxk9whRfdjcDNwYbwmWyPRF8H7M+LxeeE0ZQJk+mYvOlmkvDleB1uAYgzwM3NwhoLk4IR6Ufn9rUTnCdbIC3EjeD1hb8rQeLCEJXh4Zy4cBoQR0yYbAsXQmTHwlTEh4vj8qdL+wLLpvsQcEGIIsx86CT96cw2Z6bz2gMR5e3OcHccsuggUyMjEBsYhWACz4Xh5vp5iTx2LEL8I+jSeH428jIXuMUgNTxcla95Tf4S6+bHIpbHSgoMIgTFuRFkC1IxJzEWc2RIcSeGy4TuVs7bmD0He1bkIClUhkyahNkRngpuXZ292pfeurrR2ilD6Eu3KkLM0J2qTAec/FICMa2Jhzi4kRBVh5u4t6KaNkNIKqGpAW7Zq9bhy69+j6gZWfjSxQeuwZHIWb8XURmLsPzgOb71OnD06FG+VYKxLI+u4cw5rEnxxNI4dxw9dR51ArfLS7FO4Eag1RN0hSfnIiNgCi6vi6cbW4LzayIQNOVfmfFXKPDZfvkbzI7zUJUCexYG4aP/+f9mJp2PZjq3DIaOsQ6f0LlpZW55ERNxdVMS2u9uYAg2CxsI1vb729F8dw0uc/6ZlVF0ddvQRDe2KoGh2lSB2yYUncnB3CS+Zfdnov3eJtzcmYis4Em4Rri13F6DowtDkRU6hWHpKrqxFdgyzRlzQuzp3Nar6Zv7UrBF4HZxMeG2EFkBXzI0iSBE19I9zUCi2x8ZpnqhhiHtzS0JmB40EZvmRaPyMp3clkRC2hqHlgjsCMPNCVie7I6zG2ag9sYWPDg8FRe3pOPargWoy9+CqtME6OXNnM5WZXL1N9bg0emtuLp3AUpPLeX1rELJne24sjtddRHreLgVJTd24+auPIZPC+lcN+H+ibW4tTsL5zfl0C3vQOv9HYTbMRWWinN7WaIBbYi/AjuZ1kE3xOnXzwg+hqkDJbvxsmgn+rluV9EFlNY1G0YJ+VBJGPt+5XQfFKrWt+A+HZs033hS1YjnDCvvvqjD6SuXUX7/NA7vXIdpcTF4dmoN5tFRRTKse3p0MRbE+yOYjuzMznnISfKh67BlGojHhnlhcHdwQ0a0DyONFHja+yHU3QFXts9AJN2Zq7W0b4xDXkoArKc4EXx2OLEiCTaWk+FCwK2bHYq58b74YpyLKlc6uWoaQ1BHTJ5oiwQfe+zLjcWfv3bgtlbIifPB2rkJ+IJwc7W0wMJ4P8QG+eBPXzoRCFYqj0nXJhvbQLhzelownVtwEIL9IxFA4CZ4O2L51Bi4ODjC2UHKyr7C+Y0ZdFbeCPZ0gIfVeCxOD8D0CILMP5igtoKfzTgsnZFIRxaJcC8/wm0i5sd6Ii4qFGF+4YSmO1wmTlQ9H0L8YxDoF6KiBncbzpuZgNRoimGpwM17stbOLZHnlBoSSrjZwItOUJzbvORELEhOQiidmzRR2bYgXcFt78qFSCbc3G0mI4Nwa2Gaam/tQqsMZd7WgaaWLtQxLK1pktpSQotpTatQoJvjr0iH2YhkBBAuU8DrUOHpcPmbcW3pys1bMI4x8qyl2zHFOwy2Hl7Ye+EWrhTU4OaLNtXB+uD+fViSEoYVebm4df0a7uzK5NsrHceMnNu66X6Y6W+FhvwVKD41HxmBk3B5fRIaBW4MT4Mtf4UahqXFhJvln/8Z8xJ9VWPavYuC8Nv/8X/j1s4MNNK5TQ+YgFDbj9HJsLT6ch5WJ1nh1o50wm4Dbu2ahs0zPVSPiJZ7dHLbU+haZqH78R7CbjVWJdlg0wx3dD3cgqLbK7D56EzcvrKS227Go8MzsCbZCXcO5aFNtiUYt872QdHFFard2+ll4diSEYyqqyvRdHs1XlxejPzts1F+MZewW4kH+zJx60AeGgnkJobThacX4dahbF5TLuetQPm1tao8rPLCUu5vLapvbMPN3Tmov7QBbXSz0s3rwZE8VF3fhPJLObi9fwEu7ZxP57YOxUfm4uDyFJxlQhXndnfvVL5JY3GS0+LCbm6eioVpYaoR8D0e48qmNFXYvG1ZKvLp3K7tTEdagIfqHnZu81zc3puDGzumqY7z3zA0VWGpwI0hqQ43gZ6Eqgp60k3r+V68lLI46a5VsBf9hF3f88NqBJOKmjIUNLdRnXja2svfLtXZXkYP0aXK38wCTsrpRmukTG6kJlUvj3tXuZwan6yqCufyr2Nxbjaen92AJdMjEeVlhSfHl8LPdjzCPdzx6GA275Ezgtzt8fhgHkMiP/g7u+H8ljnIiPGHs50rwZOEDbODmeFdkRHljZOrE+Bk44MwDwdc3TadGd8Vzpa22Ebnls0QcuJkgZsjTq5M5npWKnRbkxHKF3UAPhvnyukpOL4yHdbWTpgwwQZxPrbYvzAWX3ztCNvJlpgX5YnVcxLx+TiGlHRu2QRuuL8ffvcxQ0MLC+QlB2NhShzCg6LgLaN3xPhi2Uy6sgBfho+TkeZlgV3ZyYjydIKvoyXBMl7VoIf6BNKJ+hK2lsihw4xhaBnsGwZPx8nwo1NbPC0RIb7BDLe9GbKOQwYdZHRYNEJ8IuHv4kzn9gVWzotHkB9dmy9DXIEbIbhqFl/asYmYGs3zIdx8Ca0NmQmqh0JaWBjhZqHgtmtROjIZlu5csRh+9lZqRJGtC9KwMUeDW1JIAPc3mc/AA02FF9DW1oOm9j40EW4NMiowVdcq7q1HtW97IW6NsHshbo6Sr7xVUtIWTkYZrlTAE0fXQbWrwSlLa9uUpM/68GCVG7Zshp2vH9YduoKo1HnwCg7E5SdlajhfGeJafvft24uc+GDs2LgOBY9vo+JCLvLpPE6cOYnGB4fRcHUF1s/wxwzCrYkgKDmzALMCJ+LSuhTCjnBbR6Jb/ZYgWIryM5nwnvI7ZBFujQwl9+SF4M8f/Qp39ywg3HKR6Pk1nMb9GzrvbkUtwbg/24tgmUX3tR6Pj2RwX/EazO6sQ+m5LNTkr0fX491ovrcaz09m4cmxReh7sI3L16D48TrUPtqB7gdb0XRnNY+/HrU3d9D5yVBDK9BwczMq6cTab69F5fk8PD2SiwoCuO7mcjqiDFxcn4qC01mouMSQcVkMdmYGMLTOQ/mxBdhGyK5Ld0Hl2Sxc356E+eFfY36IFSpOLcPplRGY5vMlZjEMrj67DDfXxiIjhE6BYWT1lTU4vyqcbzF3HFo9i+e/BhdWhiElwAmHCK8XF9fjDJcn+TvgwMrZqrb04spYJAR6qo7z9w7n4uLaRCT7+2Arw9Ab+/PoFNOQGiiF1anMvHMZeufi0vp4Veb2FwJOK3PTXJrm4jQN6o16CTitmQjDVE4PFh7EwNPdGJAuW8WH0FZ2ETVVj6BGhOFbV4ZHklFe9B4NIm2YpPfTcOjKN7CxgzOWObCJZHjqkseXsWxuOlwYFknZWIDtBFUmde9QDly+/Bghnu64f3ABotxs6NYc8PBwNtJCfZnZXXBp6yzMjPKCs40jdi+Ow4aZwbC1dCV4CLdVcQw3PRHm5oDr22bAy8UDjhb2dCZxWMAQ8sspzghzd8YJws3d1l61/VpHuGUQbp+Ot4Wb7RQcW5kGSyt7TJpogwQ/W+zhC0dqJW2mWBKgngRGLL7+ygqOVlOQkxiIOZE+BB/3RTAuSw/B1vmpiA3wIqQtMTPCA5voDGMIQF+HyUjwtMSSmXHw9/CDN92bF53bjoXp8PYKhre7L9ytpalIGCLovgI8QrmOJeE2HrnTE+HnRxh5+sHZ6ivC3RtRoZEIJQD9XQjWSV9i9fxEDW4+oVpYyvNZkZGI6TGxVBQ8CDcfi6+wcUES0iKiMJWhqp/9JAXYoytm8rzScGTTcvg5WvOF8BVD1RSsz8lgWJqNRIGbNCYOc0dj4SWGo4PqQ0dN7TrYulDD3yq+OCtbeggvGfGDTk6BTRsBpKqF0GuRb4r0E3Jcl/MrGjuodlQQcJV1baigKgm2ajp7BbeN2zfANzoWh/Of4vi1p9h14qIaOK5EeupTRUzQR08dx+K0cGxaswIvCm+h8tISXGWGOn76hIJb/ZXlGtwYlkrbtaJTmZhN53ZR4HZ9Kc4xM4Za/R41l5YRbgsQZP8xclP9uGwZdi+PwW8+/gMOrZ2pnNvMENrtSb9Vzq35poSM0vdzLdrurmUItxxlZxYzDN3K0HItw995uLc7Q003317JBJmCG1tnoJthWzUBfDTHF7f2ZHBfm/Dg0HRsnuaihgwS8F1cE4bjy+NwmuBtuLoMudETEWf3ES5tTkPZuQWYF/wlEp0+wsNDGXhCB5jq+ifE2f8B5WdzcWdbGtf9I5KcPkXZiUUMjWMRYfN7xDl+gVK6h8N54Qiz+ggJrp8QfktwY30CZoc44PDqGQxj1yq4zQpzxcFVMzlNuK0OR1qQi4Jb+YV1OLc6EsmE3b7lWsf58ytiEOvvruB291AuLqyJR6KvF7bkpamO8/mbkglDKaxOxtlNGcjftRAX1sapUUG+HYbbfq18TcJRg3tTYaqCnqH8TZydwK34MAb421+0nfO3oa9wN7qLz6Cx7DGKm1oJMhkqSUZwINT4pv3OcOM25srk3gY3qSktenQJSzJS6Z5scH3nXPgwMwUxBLt7IAsOn37EEM2NzzsL8Qzjwryc+QyzkRLsDXd7J1zeNhvT+GJxtHbQ4DYjEFaTnRXcTvA5Wkx2Q7CLLV/e0+Dp5AaHKdLNLhaZCYH4arIDIgm+k6tTCVZXuhlrrCF8ZsQG4JPx9hB3cnRVCvw8XeDr5oUUGRxhsdRuWqmhhmZGejJcI0ScudxmPJ1aEHbMCUOUnxPDR0ssSvZmvgil2/RmGGiD6WFuWJhEB+YsMLNEtLc1MungPZ194OXkosCyNXsq3N384enK6zPALdwnCH5uBJ69DrcE+PgEw9fdZxhukcERdG4h8HW2hetkwm1eIoKH4SbXQrjNTsSMmDhV26rDTb6NkB4VreAW4DAJnhbjcGFzFlbNm4mjm1YMw23D/GSszZqNXcsWKLhJyD4jxBXNdG69vS/R3j2oPkLT3tWPlo5u1DR3oIYhqvQtrW2RMLUdtTJP/XaiQQalJPiUczNATwHQoEqCTiSj8lYThApuGTlZWLpxN07fLlKJrYAw08EmKm4dwLVrF7BnYQpy5zAMOrxCdYu6vn26wbkdQi2htW66lLlZofEaw1KGnnNDLDS40blpcPsjtyOcTs8n3D5CXpoGt72rYvGHL/6EIxtnoulqLmaH8w044TfouLtFhaVbZ9qrETw66Nwe7JmGjal2KD9JwN1ah7Mrg1RZWfP1Deo422c44sCCQIadm1ByPhtrUi1wiQ6z4+4m3N6TgpXxDHH3Z6na0tPLgnFoUQwOLolB3eUlmOb3Oby+/jXPlXA7NRfTvD9FiOW/M7yZg4cHpiLCkplm0kd0hwtxdWMCAif+O0KmfISiowtxbHEEvMf9BoGTf4fnR3OwcwET21e/QpDVr1F6WsZfi0YKE+bhNTNRdXm1gttMA9ykQuL8ylA6LyccJNxKz66h8wtDIp2bVCBIDwWBW7SPC/Ytnabgdo73LMHHE5v4TPL38nw2JHHaDZsWJOD0xtm4uiNblUWKc/tWD0sNAFMwI9xelY04uJdcLmCTX9FQ8R5qJ/qKdqD/+U4MPt2D/sID6Cs4gc7S8yitbyTM+jSoEXAfCrcRSdg6unHwO+HGsFTgtpRwc6ZzE7h5TPqMYZsl7h3Mgd0n/064ueMBnVuynwvCvV1w/wAzGMN2NzsHXNw6E9PpiBytHLArLxbrpgXAcpIT5kV64/iKaEyZ7IoQVztc3TxVwc1+sg1dSAzm02WNm2SHeHc7HFmezFDTCs4Odlg+KwyZSREYN1FgMwknmH5Suf9ob2+kBLni5qY0honSTs0aM3iMnVlJ8HMiGAmdpSlB3G8EPAgzGXUjL9kHc+OC4eEgo3DYYgYhPDc+Cr6eQbw+C4bedsiZHgMXJ4LM0RUe1pMIm2lwI9w8nD0ZFlshKy0UIV4B8HENghfDRumTumhaPN0dw003b7hYfc1j+CKazi3ElyBztlNwWzUvAaEBUXBz8SVYNee2KC2SEUMw5U9QWsCfIa186So9MhrTIxnSEm7uk77iPc2h85ul4ObvZANXhsIbM5OxfuEcmhc6t1BDWErn1l58Aa+GXmPo1bcYGByiXqJvYBBdfYNoaOtWHxtv7+5DR498mrAXzXR3nb0D6Ox/iaYu+dh0j4KXkrg69T9BRyAaS8HtyLnLuPmkBk9rulDAHRV2DqG0bUBJg1s/Cp5cx/292bSpsTi1Op6hWS5u7aQVXZKNyms7CLelWC9w86Vzo7sqpnObwxDtwtoU1F1ZjLOrExFh/QmqLhBup+Yj0ftL5KZ4o+nGcmbwSHz2+a9wenMKmvLzkBnjhFjvSQxLNxOGi7Ah3YbhbRyd2zrc3zNVwU31Lb0lDigUW+nGmhmaNl1bih0znLB7vj8672xE5aksrE8UuE1FB6dv707BilhL3Ny3gFBdgVNLgnBgYayqzaq+sBDpfl/B7k//iGNLElB+Yi6SXP4Ejy//BXd2zcCdvWnw+fJXcP/sN3h6fCFD42i4fvHPhOG/ouBwJg4t5MPjct9J/0oYzcW2+cxIn/8rAix+i2KGyieXhCLScQL2L09H5cWVOJYXiFi3SdizJI0h70qeSyDipQfD0jTCbTWO5PohzGki9hBmArfDWf7wt5+C3XnS/WqRqj0NtrfG+gXxuLo7m5DnW9jJCuvnxyrndnHrfBzM8SOwDhrgJu5snwFuWrmbwE2g96r00Btwe1WwF6+f7+H6+9FbwN9nu+jidmGoYDe6uKzlRT5K6+pRRPclRRfGcNMGIKUjU+AyBpk5yToyHqAAbXRvB/Ngo5Rzu2iAmx3hNgduEwk3xymE2wJY/ZEvGQ9XDW4Brgj3olvfNw9xftJ0w3EEbpZ22JUbi9VT/TFlkiPm0rkdYxQxZZKzgtuVTdPgQYDYTrbFlgWxyKUj8iI0kjztcGrdNFhZucKToeG6mQHYxtA03MMR/jaTcH7zdMyIckeEiwtfWM44tTwNrs4Ejb0D5tIxSe2mo4M3QWSBJUl+mBsbAmd7OhurychNCuS2IXSV/pD+nTPC3dUn84K9fRHqNAHRPPaiqbFwsPeCm6ObAtCm7Olwc/WFhxPTnJUlstNCDHALVLW3AreFhJsP4eYrZW4Ez3wD3KRcTuAmPRTWZSYhjHCzs3OBj530UJiC3LQoOsHp3J6hr90UeNO5bWK4mc6wdNmcWXS4VnCb9IWC25rMmTi2eSX86dzcCO4tC1JVWLqbYWlSiD/PdZKKVrrKLuFbgu2bb/+Kb16/wutXr/Hy1SvC7ht0E2CdvYPoJ/AGXr7i7yv09nN6YAj9L1+rr9vXi7NrHZGEswKzcro7Yym4Vbb1oZgJrKxtEKXthJqMq9TO6WH1o7TkHqrPr8KB5TNwdk0kaq4sJdxmIdrxczw9lInqK3nYkRGM7BBnwoxh6bF5dEJ2uLRhOuouLcaxhTHI8JmMugtLUXkiB9nhVti9KBIt1/JwZEU4LL74P4RbggpLZ4VZINz1S7TdXo+K8zlYEjWJLiRStXO7sT0Ja5JsUXQ8V9WOnlwWgo3prqhnqFdH57Z1hivhFozmW+tRwpB1bYINLm6ZhVaC8Oa2JOXcbuzJUeHtCWb+HQujsG9RNGouzMc0z0/h/Pn/YsiXguLDc+H71f+C9e/+C67R+d3ezbcjwWf30f/GsyPZDBtDYPv7f4DDJ/8bzw/Nx55MX1j+/v/HkOh/4fGRHCZ2d9j+9r/A6dPf8V7kcP1wJPs749BSGcxyJXbM80eKlwWOSSPfyxuwf54vQ9iJBG0Kys9JMxUfJHnbYzdh9/joEhxb5IekADeGOEm4c3Ahzi2PpBNxx66ceNzanYkbG+OQEuGDzYukUmI2Lu/IxHECc6hkP76hMxsq0Rrqar97R8FNwlTdvekaVCDcrbaR3/5Cwk0qGQi6PoEdoSlDp1dUlarRe5X7aiHk+L98XEbA9qhFBrw0hdnYGg5TjQBnLB1uj+sI1MfnCbc0hoYOuLkrA84TxyPYbhIeHszAZMIt2MsDD/cvQHyAsxaW7s1gWO9Kp+WMi5tnIznUEy6E277cOCybFopJU5wxJ1acWwp8GPJFejnhytbp8Hd2gr21PXYuTGBmDeM+vBDJl1A+0356qAeBaos1s8KxISMaAZ4+CLCbjPNrkhHq6wlPR3ekBNjh+LJkODj48VxtMDfSA5vofKztvOBOEOUk+RNmwbC3kXZgDEuTAjA1LBiW1oQXndzMUFfMjA7hNXgjwNkGMZ6WyJ0aDTt7H7gSbh5Wk7CFzs3dxQvejtwn4ZqXGowQb8LNzYdAsiFwxyNnRhIBGQh/QlLauS2I8kNiGMPXkCgEuTrDfeIX2DwvFjFBkbBzdISX82Su9yUy48IwPTkNWdPjEWhLlzblC2xcMANpYVFYt3AWIjzs4Tnlc1zYlom1mWk4tmk5Qh1tuN54OtQUVT4oTjPWxxECt9lh9oTbRfzl9Tf45i9/xV++/QbffvsXfPPNN3j9+rXS0NAQBgcH8YrAk+lXhnlDQwTewAC6uhnKdoij60WTfDi6Q0LVDvXtD2MpuNV1v6RD05xaWfsg9SbcXpQ9RPO1zbi8ezGhlopawuEOE1Wc82d4fmQBp5dib2YoViV5qZrF4mPzMdVnCq5sTFNNQw4vjMY0989Qe2EBKk8vQKrbp1ia6qaafhxZFoZJf/hvOL0+TrVzSwsYzzfxrxTcys9mIyvoSxxeFIAWAuralgTkhk/gMbPReGMF9md5YUnkFNReXoW6q0uwPNYC69Lc0US4PT8yCwt8P8WJ1Slo574uro3EDPePcGX7fJ7jcuyd5Yx1GQHYPj+Uzi0TUwk3nym/xs3tc1F2cjYWRn0J//H/A9c2J+LB3nSGnJ8gfDKd2JH5uLopBiFWf0aE3Z/x7HAWji2LRozTH1VD52fHV+Do0mAku38NPztrlJ5ZhvwtcZibFI0Dq+bjxYUVOJwTjNwoR77lZ6DiovSRDUIoQ4i9ixgSn12J44tDEOlqgx2LUxXcTiwOVG5CRg25c2Ahzi5nonSho8hOwPVdObi6LhmBbi5MYCk4R+d2decCgj/4R4DbXlXxIHr5bCc6Ck+iqrKQL0cZfXkABS0vUdT4UjX81R3c++p94Sbt4ooen8Xi2SlwtrFH/vaZsB33NR3KJNw7MBvjP9Kcm8BNBncMcnMg3OYggS8XN4aRFzfNRLCHC92RG3YtjsbKGYSLhQsWxLjh8ro0xPoFI5YO6fb+2ZgXH4hQGXpqIQHG9B3k5o5IDysVDUR6O8OP+1szOxzL6Zac6Zz8+AzP8uXo5+4GZ1tXvpDscWRJMqxtvOHAkFEqkTZnp8LKxkPBbSHhNj0qCFYWvnC11OCWFhqEKVZaiDkzzI3n7UHIuhButojztsLi6bEKbi4OdG4WE7AtZzo8pYyOUJZC+8WEW5hPkKo88LGXdm7jsXBGCsJ9whFEwDkTbrOjvZEUFsIQ1Fs5Shmsch3daUxoAvy8QhHgQOdm8QVmMWS2D05BAJ2ar+0EVYGxIXcaEiPCsWJWGsLd7FTbusMrpyErKZxO009FFB5TZASbFGSnRiAjMZTnTYDSZc4OdUA3ndtYcJNfkYBNh5sCnGH65cuXGJJQduAlHd1L7RN/PQxVWzvHhpsGNV1m4Fb+EC3XN+PGwVV4cmQO6ggHgVus46coUHBbwdAsDKvTXBTcCg/PQaLLx8inG5NRbffnhCPRcTwqzy9S5VmqjViKC5quLsQJujKnL/6JoV4c6i/lYEbwJDiP/xcFJIGbOLWzXEca8V7dFIu5fn/G4wPzFdx2znEh7CbRLa6mm8zD0ujJ2DbbHy0MQwuPZWBx6Dg6melqX9c2xdMFSg+FharpxnG6o510bSosvZyD2UGTEO7yOa9vGSrOzsWF9YFYGjMJ93dPxz3CzfHrTzHT63OUn8zBhQ3xCLL4BDP8LPD0yEI6gAhVRudH4Dw+shSHCaM0OlU3exc8P7UC+TzvlKhQ7FohcFulhixaEmWPs4RbFZ3cngwf2HzxObZnJTMsXYGD0iOBCWw7w9LHx5bShYXA39UBW+nM7h7IwamlkTyWPTZkp+Da7hxcWiONT92xakGaCksvb5+HE0uDMFiyD68ZihqDSgCnwU2aghBsw0Dbr4WoAkPCTVtPg6K2rRbWSq+GPoasfdK7gWFqf8FhNFY9RnlDk/rgTCHhVtQ0qNWotnKaMgczU70LbrqkmYgONyeB245ZsB43Ab7M2Df3zcanv/5XBHm548H+TLosZj6GU4+YXuZE+yDE3RFX6eTTCY1gRyccyovnCzKS4Z4T4eaOy+vTEOHlixgPKcvL4IvWG0GOdnQhsVg6PRAeDh50T7a4wJe2r4cnPGztsHZWGJYkB6jx0rztrHBqdRo8Xdxga+XCUNgeB5ekYKKFJ2ytbXgO3oRkEiYTpm5WVgpu0yICYDmZYSqnc5OD6NxCYGEt+7aGDE2UEOCBYHfKzVHBLY9OyMGBMJSw1AA3bw9fhpc+KpRckhaMyIAwBBFw8tFkH6uvMG9qEgJ9o+loQ+BCVzU9xhc+oUn40sYfTnbOcCXcVmVNQ0JMBiI535uhpbs4vpQQ7tuD+/JWQxb50LkdXhaL2eEeSPHxRIC9fFfhU8I/iXCLUZ3nw53tGap+hZ0LkrB8dhKfUyqSeR8F5hlhzugsucCwlBBjWCpw+wvh9u233yrpcNOhZiqBm+gVXdzLoVcMXQVwA6htl0Evvwfc2m5txa3Da/CcIWc94XBn95xhuNXlr8bRJeHYOEuDW9mJBVgSZ4MnhxmWMmQ8uToJC6MDCJHlCljzwxxVLVPjFQnZYhAw+XeqULxeIBPOGzbp12i5uU6tuzLOSoWlLbfW4MqmOMJsPAqO5ii47Z7njg2pcsx1qL2yGAsCP8fqZBc1mGbhcYHbeJxam6bgJiOKZAd/xZBiAeG2EkczvbA9JxK7c6JQeWkhXegntNi/w4NDS1F1IRtXN/pjNZ3gw91zcZdv8c8+/RIhU/4ZBScW4dSGdPiM/z3SPcfRWeViT6440z/DjW/Xx8cWMtMEI4lhp529J56eWYtzKwknN2fsWjJTddc6uigEuTGuOLuFL4ZLa3AkO4gZx4awFee2Cnvp7LwYUmxdOl213Tq2JAw+DB82503V4LYsCt4uTlibMxX5+xbgEjOlt7MHli9IwBk6k0vb5uKEOLdScW5SxqZB6oeEm/RRHVBu7gB6i0+iteI2KhrrIB/6ed4yyBD1x4ebo7Udrm4n3MZPgo+tJa7vy8Af/uUfFdweH8xCPN2ar6MV02G2Ks+K8rSnM8/AMmkXx0x4aEkcnXskXbCLCkvPrp3Kl4Y3IjwdCM3piPYjdBydsS07BksINwc6rlgPO5xj6Glt6wxHK1usmxWCRfHeGG/JMNHGCscJNxduY2XhjDh/JxxYkoavJ3nA1sYOsyK9sGp2LGFHoFhaICfRd0y4uXNfs8PdkRzsg1CGpQJmgduSGXRuDj5wtncl3CYquPnQpfm7+BGIhFt6MKICwxHiRzAxDQXYTcTUlDi4+8chzD+GrmoinZsPfHxDMMHSHW62tvCcTBgxRJ8dG44YPzpS+0nwoJPcuSCe5+eNxABfXhvDUoaqm3NTMDUmGjOjmG8drOA68c+EG0PQaelYnJ6MMCdbeEwehx2E+Mo5Kcijw0sLkg/MEO6EdWfJxTfg9pe/aIB7F9yGHR3hJoAbfDmE3oF+1LWP5dx6hlDWQaDpIsxGw60PFeWP0HF7F+G2knCbT7itxL0985Dg8gUdUjbBspJuIgKbZ7ignqB5cWohtkx3RdG+qajPX6eG5EnyckIFXVwxnY+M8jk72o9ObRkzYQwmfvKvuLxhGkPYhZgXY8v9foUOhpal3M+CgHEM00LVqCBX6b5ywyYy5KT7ukHHM98DO2d7oVn1B13KEPYrLIi0RNvNjSg5NJcu7yuGpalo576ub0pU+7q6cyHqb6zG4QU+2JoTg53Zkai5uAhxPKabxce4f2gZqi9mEW4hWJNohfsMaW4fmAfrSZZIcfkIxSdycGxNKuw//w0d6Dg8PLIY2xl2J7l+Ag87B8JoCcNwfzrXKbCydkHR6ZW4vDEWCaHe2LN8Fu/BSjq7cOQleOHMlkw6zvU4yRdDSmQA9i1LR/GF1Vg/xwt2E7/EpqUpeH58Fe9tCHwYXm3L0cLSQyvi4OzogLXZybi1NxtX1qfAnWHrinmJOLc+A1e2zsBxhvsCqtdSK1qqNeAdKCKwDBUKqmmIuC/5n9LhpoDH/1/T9b0s2qM0RAkYNQcoQJMwVVzbXvQWSBcuCW0Po7XsGkoaWgipPjUOfkGzdN16yZBVwlQZDFOreNClvnJkqsbRMm7UK+Vt8nHryjunsWRmMpys6dwYItqNHwcfOoubu2fhT//yTwjxcEPhkUWYGSm9DRzx/FAWFsQyXHNzw/WtM5GTQBg4uWA3097mOSF8kXhhnvRQkAEIHP0RzHsp/aeDvf0Y+jphc1Y0clNDMEV1v7LFsZXxsLFkxraywIa5IciMDyDACDdbC9XOzdHWCRaTHZDob4cDi1Pw5UR32DFzzw5zxdq58aqMz8ViChYm+mF6hD8sp3jDhfDLSglDamgIrCd7wolh9sxIJ0wL80ekVwBCXCyR4DUJWVPjMIFO0MrKjsefiM05sxEcnICIwEh4WkqZmz9SA4MI5nCGnFbwJ9xyp0Ujyj+AobQ7PC2+RHaCBxZPDVYjjgQT/j4Tx2H3omRMi45BYngwguiCPQnOFbMTMDU6mVFHPDytpRP+l1g2iw7Q3QvJQUHw5jlKhcKO3DTkps9CdnoKAqW2lLDckpmCTYszsWfFIiSHSgXJRMwM9UBn0VV888oQgn77Ct9+M9q1vQ1uul69pIuTGlepcOgdQHNHj2rkK70aSpmuZOhyBbf63iGUdw4Mq6zjTbhVVTxG1529uH10FQpPZCq43d9LuLl+oQrM6/NX0V1EYc1UV9Rdp+M6vQgbZnmj4MAsQmcVzmxMxdwoH1QTgtJOzdbqEySHO6FJHN/SGPzxd/8Lx1YkojE/DxnRtoglNDpvb+S62VhE93V+DcPSO6tUN6Y8hqHPmXAbb6wagdvNDagl3FYl2PEcPNByV3okzEaU/W+wf2k82m5voHNLxHzC7QrhVndjDQ5n+WLrwlgFt1qBm+vXcLX4Ex4cXo6q85kMJcOxJtkG9+gGbuybA4txEzHD8894cSYXx/h2tvwTw58pvycM87CNcItz/RhuNg54fGIpDuX4IcFpIhOgM4rPrMC1LYlIjw/H7jWLeD/W4MTiMCxN8sVZZrQqhvRnVoXi6PZcHF8/EyV0cuIMHcZ/xbdkGp4e5/GWBsLFwRlb6QIe78/FJcIrLDkMm5em48beXIZJyapLTu6seJzfMhtXNqfTSYfRnR1WHefFmQnAtNpSgszQvk1vxPsm3OS7CwQhASa/LykdbqL+Qvmlq1NOTiuLE1AOFB1BS/EVVMpHpluYdpoksXUxTNW+cCa1qsYyCzcTPa6Xhrs96kvqomsvGlB49TDmpUbC2doW+Vunw2niePg5TMGdPXTYv/43Vf74hI420dcZAQyxnh7IxIxQHwLNmTCcjswYb3jYi5OOYbQRyP24Yx5d1clVdEW2PgimA7+6ZRr83L3hYGGHTZnRyE4MVqN7hAvcViXAmY7Hw8YS6wm3uXEB+GqiKzwJN+mhYG/thCmT7JDgZ439uYn4YqIb4WZNuLlgU1YqJjEsFbhJhUJqeAAmTfRQFQi5yX58yQXR5XnBma5InFtcVCB8QyMQ5GqPFG9bzE6JwaeTvTDFgs6NMNudOxXTCJ/owDACZApWzAjAwhR/xNK1ett9CX/rcdiVOxOpUd6I8nGhc5vE6w/GvASCNCKaLwK6SIaRG+bHIS40BtEh4QjidcjIHkuZnlIiEpAYGaPa9PlafoV18+IRFxCElOBAeNlMVDWtW3MSkZU8DZlpSQhw0fqWbpyXhPW587F/VR73Ie3cJmJWqCfhlq9qSKWm9NU3QwTdCMzeG27c5uXQN4Tba/T1Snu5XtS09uAF00tZk3xYvPctcDNRdfVT9NzfPww3+X7BaLitwD5a/LTgyai9tgaFJ7MRGzABt/fMIsBWYUtWMO21kwJf2ak8jJv4r4gNt1ZQPLA0Gv/yq/+K3YSc9ENNj2C8b/cn9bm9F+eysSHNAXd2paD51jLkb47H8hgbVMrHZG6uURDZO98Prbc20TGuoNOim5nmSRBuQsnxTMz1H0eXk4TWuxvUF6imun+CSzty0HBzLQ7RuW1RcItiOJyHWDo31ykf4yHhVn1hAUEagbWE2/39c3CLzs1qwmTM8PpUwe3sxplwm/gnhuVf4N6hXGxaEI5Qu9/SSdjh0cll2J/ji3gD3ErOrsSNbclIigrGjpU5hDDhtSQCK/mGvbB1DqqubVSh+ZltuTi5Qb5buhY39sxFrJeL+vTf01NSYRGihqXesjwdtw8twvmruQhfl4SNa9Nxbf9ihqJJBKsVVs1LxrltDEs3panQ+GWZNiqIgps4NR1u/F9cnT4tlQo63OS379kuvCTAhujQ5HdQnJpUKlDDDk5tqzUMVqEqHdzAc9n2ANoKzqKWbr+QiWzYpdG9vQ/c5MO86uO8DZ143NCl3JpA7XF9N+5WtmLd4VO4eWYX0hL9YW85EVcIIYGbL+F2jy+hcR/9jmGch4JblLsNQul4nx5agNQgT3g7OnL96YwaPOHCsHLX4jjVzs3G0hVzI7xwYmUMbKy9VGWNNOKVUN9usq1q55adGITxU5wYstriOB2em4ODBjc6v4xYf3w1wUWD2yrCjW5P4JboZ4P9eUn4YgLhxrAzI9xVjQoicJOO8zlJAYiOCMMfPpcKDmvkpAZibmoyQoJj4WxnwfVdkB4agFD/ePgR2Cnc34YFCQhw9yBsHOE3ZRzObZiL2RE+iPCWSggbLE8PQ2asDHoZiABnC4QQKmtmpRJc0apzvbvFOMyP9UBqdDwiQxLg4+4KJ9UUhIDkccMIyQA75kGrCQpuyZEJSDDAzWfKl6rMMDE4FFN53sq5cdsdBHhOWhoWzUxVcJO+pQK3DYvn48DqxUiLDOS9mURYeyu4vRp6pcHt9RBe04Xp4aY5uOnLVDhqAjepWOiR9nCdfe8HN3OqqXmG/keHcefYahSdXEC4rSHc5quhiYqO59CNLGeY4I+IAMKNru7hkbn47LN/wMHVcWi+thzLZvri6y/+gHJm7MozebTsv0N8uD0a6KD2Lo/Cv/zhf2LbsmiCcDmSImzw6Rf/G823t6DiXC5WxtkwZI0nsNYwpEjE5qnu6Ly7W9WeXt+aQghNRdudLZDO7qsT7bFqhidD6M0MabOxJjcUlw7loJlwu7Y9TRX6XxLndn019s/zxKbsaGwnmOqvLEGU4+dwmfwxHh1ZgdpLWdx3JNan2kFGCL57OJNwm4TpHp/Q1S3B+a0ZtON/QrLHBDw+tkyFpZ4T/w8mfTUe904uwf5FvoixH8+3q6Nybrd3pTGciMCJjXNQcW0tzm1Ow7Z5Ebi8fS4qr23iNaTh+p7FOLtpDkovrcLj4/Owek4Uzm6ZiWfnFuIBHcmOpak4Qlfw6EAuSh9sxNkLa1UV/LW9vP+E+4NzW3HzwAqc2zobVVfWqRfLqxdHRw95ZHBsqnbUCG6yfBh4Brj1P9uBQWnAS7CJBgRsVO/zHQbnpoNR23c/AdcvZXFP6ewe70LXk4OoeFGA4qZOurYh1UfZGGwiU7gpqDG0ELCJzj0qwal7RTjzoASHrz/G3YpW7Dl/CSsXT0NAgBWBMA6XCSvHCYSb/WQFt8mf/AlhzOgCt3gfR4aRzur7HElBDMkIt8vbZjD88oQD4bZ7cQLWTg3CFEs35dyOrYhWQxcFOdvgGh2hwM1+Cl8qWbHKuQncorztcXJNEjycnRTc1mUEa3Cjc5NGsydWTWVY6sJQk2EpYXRgcTLh5s5oxQpzItwU3CYyLPW0tcHCZBkVxAuffmkPB7qurNQArJ6ZiIRgP+5rIuaGu2F7ZizSAt3g7TQByX4W2JZDUBFSMrSQv9WX2Jc3HdFBYQjxJrgsJzMspfsLCUV4YCyv1xaBdpOwYlYSwoIjEOoTQLhNwfyYAMQTWKGBhJYrQ+TJX2DN/ARuE4OggDD4STs368kKbqlRhJnu3KSdW1Yyw8wIzIiKgI+djAX3BY1JEhbPSMeBzStVDwX5QIzAbSPDUgW3KGlQPAkZkT7oYFg60D+Il4ODGHo5oCoG9IoCY6jp0pepigQD4F4SiBKS9suwSd19aGnvQbU5uDX0DOFFx8BbVVNdzIR7CPdPrEfh6Szlmu7sz0Si53gUnFiohhZPZzjpx+m6a6sIt/n47Kt/xb710xSwsqb54Hef/AYl19ei6sJC2vaPkRjhqsrR9q+Jx79/9k/YIU02CLuZSa74avxv0XZvu6qAyI6wwMnl4Wi9tx7XCaiN09zQ8XAvmrjtrR2puLd3jholRDq7b5zujJXTXNF+m87t2mJsOD4dN/NXctuNuLt/OpbE2+D6ARnyaB2ur4/F0bVTcWRZPOquLEOg7Wew+Orf8VjgdnkR8rfTudE1PjywQH0bdfxnnyLa7veE5mKc2zQNLhN/j3A6t7tHF2H3cj5wn3EMdazx5NRS7F7gAa9xv8WfvhiPkjPL1UjAL27sQf7O2Si4vAov7uxUYDq3cSrqCabOuwzBr25H/q4FKLmwlGHzUjy7sA53Ds3Hxe1T8YyhafGV1dgyN5zrzKd7Xoj9S2bg0KrZyN+ThYLjC7A5JxYnVmcQiLPx5GgOik7l4hv5+lUpAaTgNhKO6nATKMmvNPKVsjRpAqJ+JQwl3Pqf7uDvToamWqXC6EoJrexOXJ8Cp/RNJfiGnm7FALfrfbIDHQ92oKL4gRrdV75oLzBTTUT4q4Gt3aAeDWz17Xhcy/CTYHtU14Hdp69hyfadmL14MXK3HcLOi5fhE+vLl1YSwydbWNp8it1LomHLEF7gdnffbEz+9M8IoXN7tC8TCf4MI+mAHx/JQkKgF9wZul8mtNIjPGBDd7U7LwHrpgdgspUr5kW7qiY9E+niglyscI3u193Zi+7QHlsZli5IDMTESQ4I87BTZa521o5ws7PDulnBmBMfjE8me8Pdxppwm44QH8LHK1DB7dCiBEyS4bwV3Nyxb1EiPJ3tVWZfyjB0W3YiIvyDVCPtvBRfrJ0VgzBfD/jYTsSMIBdCI56w9oeXvT3i3a2RlRYPL08Z+dcZXpZfYEdWOnz8guDr4Qc3wm1hciiigkIQ4McwlaGtfFt08axEBPpHIpDnJOvMjfFDdHiU6m7l4+LAsPRr1bc0LCiacJMh7Qk35dwSkBSdiPioGJ7PFHip4Y2SCasI9Z0IX8JcKhnObpuPNdkZOLp9Ne+dHTwsx2FzZgo2L8vGvrWMxhhqe9nKYJXeaC+4hO6ePoJpEH0D/RjsH8LQAGFHSSWBkpFbE6gNKQDKtObapM1bPwHZLa6tQz4s042alm7VN7WcEcL98gYNbo2EWyUB9jbVVpejp+AAHp7YgOenFxFua3HvSDYSPL9GAadlLLWZ8bYI8xoP+Qboo2MLMGXCv2D/xmlovLEcC6Z6YPyXv0L5tQ1qZFs3uz/y7emGVkLy9JYUONj8Hud2zlNfw9qYw4fjb4MmAqGe+711YD4eH5qNprsrCdIsNQJw++N9aLi1HpUXc+nCNqCdmajtwVqCNwfPTy1BJ8NScXrlTzah5vF2dNzfRJdIaOVvRO29HQxTN6KN08/PrWEYulA1V4l0/hwOE37LYy1FxflcnF4fiLwEG9yRRrJ75xJcFny7O6nazGuH5iGSjnJqpCsenFiEA+tTsGZ6IKL9XHgOMnhkHPytP2W48TWKTyzFo6OZhNt6HF4Vx1AoCPd4jguTXbF6ug8qrq6GdHKfGuikeigUcfvzqyP4hg/H4zOLsSMnBKtmeeHK/izMCrfDgSUxuLwxBTE+ztiYNRVXd2bj5rZUpAb6YMfC2ThDuN3cOQuX1ibgZfFB9BNCepnbm3DTwPeqjHAygteghKRU35Pt1DaGmztHh6RcTyopZFtxemrfhdxewldCUbbrebxNwa31IR3cs3wUVddA9UKQPqnNUvPZiycE25OmDrq1fgKtV42u+7iuF7cqW3DpWTlWbNuF2NkZCIhj5g7zgIX9F7D3+honduViQWoQPh/3K+TyZWfx9Z/hbTcet/bOwhd//AMCPd3xUF6+gVoPhQeH6eL8feBur4Wl08O9mOYcsYdh6ZoZAZhk44KMaGccX5qACQRdsKs1rm5IgaOjJyymWGPLvChkJIcz3PSgE7TCkTVT8fUkV7i4uGN9RgQWpwdjsqUjvG0m4fQa6Z7kiygPd8QwHedvSkAUHaSn4wRMj/LEMbqcSD9XeDhMRG6C1pfUx8OHmV/6lgZidmwkHN0C4U6YTA91xJzkSPh7+MLTyRYJXlxnahz8PPzh4ehMF/YlXWUqfAgtL1d/uNpYIC8tjJAKRYBPBDwJKR+bCQwXGdb6RhBuwXC2HE8w8fzCYwm3SAU358njsJrQigiOVh9g9rG3hJfV11g+OxF5c2Zg7tRU1b3NgyHtVul+FRuO1fOmIViB7GtGQ9mqfO3EzrUIcBIwjud6adi8Ikd97m9qRCB8eT0ZDJ8bn51VXao6uqRBbp9SX28vBvr6CLoBTXR1xpLwU5yahKKiwcEh9PbJl7J6VJctGeyyhqqkSpv5Eq0zfEPhveBWU4KewoMovbob1fkbCI4NKLu4HIfpWKoYkjbdXI1TDK2O0qlJG7OKK0txgvb/2aWlaLi5BI/PLkH+/nlovLsGtTcW49HJLBRfWEO4rVVt5J6dXUYIbkT9jVUov7AET08uR929TQpe0jezmvtpurkU1YTO40OZdDYbOb0Ghcfn4t6eDLTe2qIgepNO7vZOTvMcxCGeXhqGuwfnoZ3TTw7OwJ75fnhAF9RI53ZtXTjObp6Ji3RhtZeW4PSKGGzI8MNzhpnlZxdh41wm+HAL3CbcHh7KwtQofyxO8uAyht2ncrBqRTgy+eZ9Thd1a98M7MyMQEqoFwpOLePbOwJBdHWWk7+iy1qJw8uisJ+Z5cTmVGQmTkLuVBtkp1gwXPDC3WPzmCFkWHJ37FicxDB3MY7lRSMxyBo7lydgO/+fEWqJzHgHhidfYWOGJ51sFGK8BW7JuLQ9Eze3zkBKgA9dwCyc3jwHN3bMxCU6Yvl835A0+RB39Z5wUxAjpDS4EWx0blp7ttHlbuLcZB+yT/Urzk3CV4Pj65XRWO7tojag9uYW3D+/F8/ru3CtsBonbz3D7dIGPKhtx/0aAo2gu0/Hll9ai/1XHyJr4x7YM4Na+tghODYGi7fugJ2TFUIiguAS4IhpKf5ICnOCjeUfcXzzdDhYfg5/53G4unc2/vTbXyPAww2P9i9QcJMeCtItK9pH+pbaqDA2yd8Z9pOnYFdutBrb7YsJ9ur7BvsWxsDaygnhrg44uz4NUyZZYMoUC7qVOCydEYEov2DEe1rg0sY01e/Uixl53ZxwbGfYGiMNhm3H4wrd+LSoAIQybE30tcbJFSlwJ6w8HO2YuV2wd0k6nJ194eJgw2P7YUZ8KBxk2sYGWckh3DYCNk7+cLO1wtRQZ8xMCKeTk4/E0PmF22N9ViLmp8fAz8WFLmwS1jPM9fIMINwC4MYweXH6CNw87KxVH9aFM/iypUsL8g4xglvcMNycBG6ZhG5IDFwceV0MNz0JqE10X3cObsSmhbMQ4GgFTwuBVgqmxkZgc+5chLszNLf6Chd3CNzmaXBjSO/BY6gKhSWZ2LM2j045UDVwnhPhi9qn51DV0qE6wjd2dKOZgGrv6kFHdy+6evvRTWhJlyvpb9o3MKTUT3c3OPBKVSAMEnIyT/qeNgjUmjtRQddW0daHcoamZS09KGUUoODW1PsSVZ2DZqXDraa2AN3PD+LhSbqyI4sVPKqvLKfjSOcvwUMoSaH5pY1JChzlFxZh73xPOpbZhNtyvr0SsTczQDUTEVDtmeOG/A3JaL6+Bk8PzcKmdDuGe0tQfn0VDhFI+7IC8YQgO8VMv3WaA86tS6JDW4nHe9OxIdUaxXSL8h2E8ysDsWOmm+pb2nCFLmemIw5w2+bb69WgmCtTrBiGpKHj5nrc35WCdYl2uH0wi+e4FheWBeAoQ+ETKyUszcO2Wf9/yv4yvLFrXdNG/53r6u69VqgYzMwgGSTLksWSxbIky8zMzMx2lYuZmauSSlWSqlSYmZmZs5K1d+99fj3nmbOS1av76/2d7h/zki3Lgqkx7vd+5pxjDC8OTZXh1UuL+Oj6EoGiQ31+Np46NYHXCNRhNv7hcj3eubpMAC7g8lIrltgx3rx/Di/RlE5OVKO11IUXLy7gzFIlql0ZcOnjMdfpYYX2sOolo7tajaFGA2YJth3jNmzuZWzZVktjqCO4HDi5qRZ7xgrRXaJng8uBR5+CliIluspM6K80YXO/BctdRpwYL2TDcmDrSDWuEZo3dtEO/MIaDp24JoxQONSHywuV+I93CB0a1u11E4SRBWdvQ42gEwfOE2y34SbEUsHGhFh6+9IP4RKQP0ElnFj417dob9yE427i9W9/gPLP7XYsFeB2An9//Rjhdhh/J9h+fOEAPnpiNx46NoCLDz+KLUdO4si913Hfk8/i3M3HcfqBG9h0aD96ZqfRNjGJyR374S0vgZIdqa63EV1zk5jZfQQdA/0wWXXQGRNRUqRAYV4mco2pmB/Mh8uawdiWgVM7m5GZkoCyfGGEAp+PsbTK78KzZ2dEq3JbtLh1iMbhc8FhshI0rdjUVwYbo6ewaMr9tK6asiK0+p3i42oL2XkJsGOM/Gfm6tFWUsr9bMYLxwcxUl2CaqcR+4ZrsHu4ERX+Atq6SZyssr5UWE+hhOZmw2WamtddjjyCdbzJg9ObBgkvYaX3XCx0VNGCamF1FsFjEWbirUBvQx2MjlI4LWa2FbaFJmHEQSl6qpw4NlOL8XYvwaaFVZcFjykb+xcHbg+Kz68k3P40t1pUlDTQVAW4abHEaFtZ3oSqkhp4GDdHm/jeGttRV9mCUp+b7TQHOxlLm2rb4MsrEOFWROPbO96GW0e3Ys9MP0qdJtqcBsfmetDf2oC9M0Nsgy7GUhVuHJvB3sUJ3HdiNypoc/mMpfsnOrF/eYZwo7kxlpaK5laET964Qbv6GZ8QRJ/8+Auj5K/4irdfE3TfEnTf/fo7fvj17/jxb/+Kn3//7+JYU+GMqAC4f/vX/xB//pl/E2bv/fJHgoy2/+Azr+LcrWfw6Gvv4dl3P8ZbX/2xQMz/Edw+ex0/v34Ot07O4cmTAhwYT69MYmujEe9cm8FXj+/Atc3l4pjIL57YIYLlKCH04pkBfP74NjyxpxVHCKEvCMRPHpzBsUErzaIZ3zy+E8+d6MHOVhNeZOx6nTZ4eU83tnQ4cHF/K2NDHfb2uRnN6vDere1sVF0ElImAmce3jKwPElBH+z0E2x58+chmHB104vRMOX54ai8+ujolLuB8i7YkwO2F493Y2ZLLmDstnsh4YFMxzm5uwfmlegJ3ERNVGrT45Xjy+Bjeu28OdQ4J7Kpo8QD0y2fH4NUmoMYQgzeuzOPmwT4026UYrTAT9lO4tKkB/Xm3h189R2M4MlWIEk0C/ISbwxCNOv6twadGpVeB1jIdxvi+to5YsbXXjAtLNTjY78JUix7beuw0gyxYldEwZktQ7lSg2JmOep8GPWVGLHYbsdxtwI4OK2q9Jsx2unFxZx2jTjU6GIEOzrXh3r39uLmvUxxc/+/vnMffhevSCJ7f37h9XdqfxiYOvRI2/n4bbvzb+38YnAA34dgb7U2ImWLUJNiE7U8Iihf6CpH0j+1/hdtvrx7GL6/sxc/P78FbLFSbJn0oZUfddOgwdp4+gYltm7Fp91a4i9worGb8c6ugMMihsughlYdBkRMHlTETKn00DU0LVwENy6SAThPM6CSB35OKLEUEcrVBMOkT4LOkYqTNCGVGEuHmY3uaRFOREwXsVC9eWMBgQzkBZMcjNL36Er84q8bZ5RYcnqpDFWE401aEWyyEjZUFhBvbyYkhjDSWoNyTS6hUYxcLSUl+CTt0Lr//QdQUMWrZXdg7UMfvsR75bkZLqzDlUS9KiwrhdhaipcSGC8vtyHWV8DMYMFWbh9OL/bA4hYt0dVhsq0ZfcxUsdr4fixGbOsvQXV8Lvb0ErlwzBpuKaKFOVObnY6LZh8s7OmijJrhzMwlqOdzaFOyb7kKpMHWR/zbclvpq0Fhdj+qyBsZSmwikTSOdqKlsRXVprbj61WhjMdqaOtBQ28F95YFTL6x/2o6Olk748wsJZiMKaXyL/c3YOz+J4a4WlDiFqKplOujBYHMdhIkoa2luXkbjG8dmsXdBgBvNjXDz8TVuw00wNwFuVeIIktFaPz567Qbe+fZnvP/97/hQGPAuzOLxgwC526D7nDHzy58YN4Xxo8J0SNx+IexuR9jbPwur0n/Ox39Ma3vnyx/wzHsf4cgD11DS0YqC5mr4GH///8Ltz+3LT17HD6+ewWOE21PnF/EFjeuFs5MY9Kvw2pUZfEponWDkOzxcJK4q/+bVaewl3J4/NSwObbq5twFH+t346pFt+PiBORzutzEGtopjVJ8/1oX56mxW1zHcu0vonO0YrjHyCzBjitCbqDeKq1DdPNSNm3sasFyrwZuMGV8/tkVcjm9znQFfPCJMRLkZ21r42OECfEsze/veccyV5eDq7g7G3/20xzaMFcrwyIlRvu5OXJjIwxFGyTPzjfiIprnUYEF/uZYwG8P7989gokKJQkMSbhwewvNnxlmR0lGhi8UrfF7hot7FZjsGijR46fIsHqcpbarToaHAJsLt1GSBuDbr5v5STHf6oM2KQYVdhRqvFr7cRFT4MtFaksVYWYrRqhw0OeOwecCKGVrZvvEKTDfZYEmPhM8k5ePTUcD4VemQo62QUWG2DEPlClQ5U7B3soixtRKnlivR4OX/Trdz/w3iscP94kXV//3tc/i3P+KoADhh0Lvw859R8k/r+vOkgDBq4fZZUOHC3FOipf1zFP3nY27CfaLl/TGSQbA9EW7C8TnxhALh9tI+wu0A3ri2gJFWLaqbaS4PPIGD9z6AftpAS3cdGjpqkV9WA51FglRpLJJlMiTLE5GWnYCUjBDI5AGQK6OQrcmBlZ0py5AKZWYEfM40qLIjYNBuhCY7kfYhxUyvBRZ9MmoZS58/z/hZmscCYcZrtPXFjnIWCRsTxii29lWgitHzNCP/6clKPj4fc81+cYHwUka3Blrwk4e70FheigK7gwCsxpbeCjg9fnZoK67u66fh+BnJnNgxWIm53nLk2gtFkAoLbfu9xbBZPWgtsuA84aa3lMNqsmCSsfT4cg/M1iL4rTS1tkr0NjN+24ppcsJ1bixShJvRSjga9PDmKvk5tagsyEeFQ4XWYg3KHNmoLdLBoZWjxacTh+CVl1WjnLAVFj5eGq5FT20TGivqUeBk4bDkYNtYLzoItxo+Lp+WNlJfiI5GWltlMwo9bhZgJfbOdWFhaRYFpWUocgkjFHIw1N2EmnbabFsrY7WG6YOvNzuMgaY2HFic4r7wQFiF/qGj8ziwMIb7j+9DmcsKt5Fwm2zHvoVh7Gd87awqE4+5jdR68MnLD4uzyQiXCQnHx0TICScC/tx+/B0fEW6fcPvip7/jK8bXr2h1/7x9Qrh9SNv74AdhwPyveO+7v+HZ97/AvU+8hK7ZWZR0Nvzfw+3RE7N48uy8eC3bM6dGMUS4vXp5Gh89vCwuvLylxYJPHtmKVy6NY6JYQaB0M7Yu4tJiJRaqVfj84a344NoclmpVODtTIU56eXFTBersKRhrZkNgRBtp0WGyw4VNPcLYOwv6ylRY6nBjz6gfJ+eKMF6iwPMnx8ThVkeGHARjDj65uQ2f3lrCliYTjoyV4aun9zA6TmCpWo8H9vfiW8Zh8QJggvLJM1P4/LEduDpfgLOb2nFhUys+vDGPzbShMb7/51nl37s6izm+33bG0ltHR/Ds6VFo5TEwpofjucszeGBfF4q1sej25/Dx07SvBkyVK2lmuXj85DgOj/hRI34mF04sVrNaJsGhTmXjNKLGp4BZFgJXVjgq3RLMd7owWMGGo41DEWE6XGPAXkZ6YQSEMSOajTkT1d4c6DLDYdMkotSRxkggXIGuQkO+HMN1OZhoVKGS8Nw+QovbN4BHD/eJox4EuAknFMRB7/8vcBM2AWrCfSLc3vvP4fbn74LF/TPshMcLcPuHvb12FD+/sBfvPsAIT0tfHvVgcGEKjf0NKGX0qu6uxvyeXRhYnMfolh0orC2Bw+NCdEwo4lPi4SnJQ7oqDYmJ65EiCYRKlwGLR4dYSRCyM8KQIw9CRlog7OZw5Dmy4DSlYooFtShPxiJixGuXhjHVVExjthFuLFaMnZVeO24dGMRkK2HicOHIUisOTxCuBNV0ox/376iHN69UHCz/+OEecSUsr82OwzP1WOwqh8mWRxBaaWedjMIO+C027BquwlRnKXSmfPGkgHApiMeZLx676ygRRii0QWMuYfS1YrbFjxNbemCyFP6ncOusr4GB8NOpNIiPi0ZkRAAjqh5lHhMjtp7xWw0drd5GuC31erBzpAPl4kSUPhqXMKNuO/rq2tBS04RCdx4KclWY6WtDc3U7ba4WPp0KQ3UFqG7ogjGvAi6bDW6dAssLQ2jqG0JlczcKvTb4bToMtDfAW9GIsrpmJgiduLTfntlBdDe0YsdoLxpoacU0N2Hg/GJfE2ZZqKoYX/1GFY5NtzFZVNLyKsTjnf/HcGNc/fDHX/ERLU7YPmSE/fCbH8VpjW7b3S+8X4DaL3j/29/xzle/4eGX3sL5W0/i1IOPYWr3Pqjc1v9zuH316Rv44ZXThNuceF2VMBW3cNB6gB311SvT+PDmZpybr8b2dgc+urUZL10YFaEjXIP26a1NtDSqO2PXx4Tge9eXxFWqLi3U4yPGlctb69BWpIbTEIc9C7XYP82G1mLGKK1tvEHLBmrBRJOdjdOCfVNFmGm04uFDA4ToJhwfd2FPlw1fPrYLnz68GVOlSiy22PHVMwfw2r2TWKgx4dreHnz35D48faQTWxpzCecpfPXUHjywVCpOIXSCVfnDG4toZIUsYKV8gWb63v1z2N1qwHBJNh45MoQnaaDy1CTCLZQwm2F1ZuNmJBiqsOBpxp/js/UYIXSFGShunRjDnj4/Gj2ZKGanW+Q+KbWmoNRlhD2bz8HI5TUmoZimYlbHY6DeAVtmEIzstPmGRPhyElBlS0OeNh1OowQKdmxtZigsjKpWVRzsuhR0EYC2nEiUEppzHXbMM+bmKROx2FNEkPQwevX+A26CuQlwE8eDEm4i5IS52oQRBdxuw064CFc4U3pWfOy//XHpx58gE+H2xyZA7bc3jv1xvdv/+LsQYf+MpIK9/fbyIfxEa7u8qx47abKbR/LRPb0JtR11mN+yjObhXhy49ABOP/wUZg8dw+L+E6hqqoRMEQwpP6/SkIAMVTSU6lBkyoVFwwOhY0yNSSLcCHqVLBDp0gCYNIHIUYQzrkaixBUDlzEKJT4Vv5dx8aRLqcuJV2nTPdV+WpADNw8MYYjQE+YtO7rUht3DNYyFBeKMHffuaISNBlbps4ozMpfkFzAe2mnYDeyoFdDRxoSLeK/u6kA+n0sYDL57RLjav4RwE8zt9ggFt8OLXLML7YylZ5eaoTby9Sx2EW7Hl7tFcxOmOJpvrRCPueXaSsQznfPtFeisq4HWXACjWofoqDDER63nZ0xGSjw/f1YSv/d0JoEM2AzpNEwZxlqr4bSaUeqzo7/Ry1hajvayOtQQeIWuPHE2j9HBbvjrhlBe3QW/gdAS5rOr6kKWswoORmufXondMz3o7+hBO6NqucPCtKDGloF6dFb40FjiRRFjtACyc4tMQDUl6CwqQBWBLEwUeni2lYWllVJSjxq3GV59No5MtmDnRIc4HXx3dTlKuW9G67z4/NVbeJdwE5Yv+M/g9gGh9j5h9sZX3+Hkgzfx4NMv4d2vf2SEpbFxe/+7n/Det7/hlY++xzLbTt1AN8Z2bMfNV97G9hMXsffilf97uN08MoVHT83S1LbgiWOD6M2TE2QTeO/BJcKtCts7HPjg5hKj6iiOjznx1OFRfHxjM0HYxLgo/G0Zb92/iJFiJe2mlFBZ4t/6xShW681ApScDrQRUoy8L24b8WOy0YbLJiq5SLZqKFBhs0KHenYaL21rw1vUpnJhw4diolxa3k3BbxlZGxeUu7kDG0BcujqPPK+NjW/H9U/vwJM1tc72JcJ68DbdNpTi/pQsnp2vxMQFcl5eNUo9anIXjgwcWcf9CCRZqdWzk/XiclmrOVqK3UI53ry7g0vZOqDJi0ZSnwuOnx3Bgqh79/FtJnhNX9/dhc5sbLa5MGJWMk3YZinSJKGL1teuyWZFj4WfEbazSwMgIZVenoNaTjWpPCqzspG5GLHN6CDJiNsIgj4MyOQwGRRS8rlQU5KfT3uLZQJNQzuedbDBhcw876VwlrJnRmG734uKurj/gVkvgEGD/BDfhuJt4+7oAqdtzs4kw4+P+d3ATQPYnvP5OYP25/a9wE37+u/C7cCLh1aMi4P720iEIU7JvHbSjq1qOxoI0FNSXYW7HDnSx0c/u2oT+2UVsP3kJi0dOYWH3aUiUsUiQbkB61kZk54RCb4qGihDX6uIgy1oLeVYIdLmZyHdl094CRHNzmSORlb6Bf9vA7y+OxhGNQmcCnjk9hI5iBypdNnHyg5YyD5w2Jx7aP4TemnxYc204vtiEXQPlMJi9NOB8fq+NMOUWoJyG9zC/d7/XTzO0Y99sE6Y6KqHOFdZQsOD+nW20IpobobJruBLjrSXQGArF42b3bu/h63hgMbvRVmzF6YVGqPg3wdymm3w4uqkTRkuBCLe5lnJ0NwljVouQZzFgtrUMLVVVjOE2yBLjYVGnsd2kYag9D5kpQdBk8PMZZHwPNj4+jYUykQabyGguRXWhC8VWBabbfGwbbuTbvShwuQkVLcb7GlFRUYMGxtJCvZpwL0RfI+Mn43ihPRce2tzxhRZ+jiq0FJWKQPSz0O8loAaaCNyacpQIA+eNauyYakVHTS36axlr7YL18XGz3ZgYGsLsYB/K3XbkGTTYx1i6Z35IjKW9dVV8b8JMvHn47P8Ubtzuf/5FdC8tY2r7Pjzz9kd87N/wAR8v3D73zhc0/8Pw1ObDUWXDzL6dmNi5nwXzQbz55xoK3/79/4vPfv33/+32D7h9/C5+ePk8Hjo8iUdOTuPjBzfj1rEOdLpkePnMNN4hDC5MF2O5w4l3CSwhEpyedOEpGtaHN7bg6TPNOD/hptVtwxtX59BXkEWyV+KjB5dxa38HTc2KxiINOgi2ApMUufJIFNskaGPsqytUot6fjUJTPIrNCegqzsE8Le6Rw104MZyPkyM+fPbILnxJcO4lDA8Nl+CLp/fi7ctTGCqS4+yWVnz59C48tKdRNLHHhEj7xE5cW6rF2a3d4hkowSBbvErqvwIPHCWsH5rHA9sLsbPHzog3hKdPjLN6qjFaIBcXSb53Zw+UORkoNWXR6saxd1yYSiYBDrOZ8bkGQ4U5sKiSkSVLQYkzHUW2TBjSk6DSSmDwS6AyR/ELkcFbmAEzwadODxNPPChSN8KYFYNcJaEmDYVMGgIz46/eFge9Iwn6wkQ43PF8niQokwJRmZeGXSMluEwLzmFkHm8l3Ni5bjGKX5wtIdxoW++fvw00gu33Nwgibr+Jt6fE23/AjY8Rjr0Jvwsr0gvQEiAmQOu2rfF3QvFvrx3n7QneHhWhJjzmt9ePitvfXjmAX1/eTcDtx6+MpL88uxNvE3Cbh+yoKyLsc5PhyNPxs2SiY7gdJpcSDq+e91mRqZAgURqEqMTVyMhYD0V2CLL52bWGSOj0ccjIZDTNCYeetlrmV6DIm4X0zI0w6cORnrEOOboAnFooQJtLjgqLFE8Rbr1lTlS79Hj59DDqynxw08Ku7+nDZEshWgpzcWapBZv6KmAy+RjV8nB5uRna3EIIa4QKJx7yPV7CzYr9sy2Y6Kjh9+ZgITIzvnaiwOuG35GLvYM0t9ZKZNPcvOzAwsB5K8FiMrrRXOoSLy9R8PltZgPGGn3YPd3CiO2jEVow1cbYXFYAaY6LkObfWwrQWFcPg8GDxPAImGUSlLmyUJCnRnpqHFx6OTzaNBqjRjzMoc+MgTY7GUZFAoGkQZ5RgyXau3B8sakwX5ymqMyWg2NLXeirFI4X0tKM2RhpLsN4dzMaa+sYdwkoRtyd4y1oamxHAyNoqcvKaJmDxf4OtDZ2oa2pU1wMR5jtYzPjZy3jeiNhKazR4GPB3jPTjZHeQUz0t6Pc54DbpBKXMDywdRYndy2jq7FSjLnDNR589soNvMtI+e73wmUbjJf/E9hubx8QcO9ze+2rH7Dl5FmUtFSheWwYB65cw8UnXsYrX/yEI/ddQ45Fg1RZCGN/Kqz8Psu6KVH3PYTnPvjiNty+I9w+/9t//D+2/wG3fyfc3hMvxrxxeIqxaxofPbQZ1w4y1zsy8PSxUTx0pBdHGTu2tjnEg8ev3TeFi2MePHFkAB8Qbs+fbMOpyTx8+PB2vH7vLIYImUOjtXifEfX+nYRkgQHdlUaM1tvRUWhCrTOLDdBNW4pCrikJHoOEBkS7oQ31VeRg30QhbvD1Dw65+Lp5+OixHfjg0a2Mkk4cHi7GF8/swTv3TmO52iDOryXATZhBuMOdKo4K+PzxnTgzUYrDC20EUxU+vrlJvIhXmhaFU1u78O6D87i8vZyN0URbHSbchpGVnQafKRnPX5wXK3xyWjQrl1ocB7qXoI5MXIf0bCljRyOq8tKRnBmMuFQCKy0EaRmRkKbHw2DMYBWPhiknCh5fCvIqpIxHSchKpZEwsmanhCGNFTo5JZCVWrgvDjplBPTGWMaUWLjyklBbk0UgsrNLk1DqluLYYgXOzZXwfxMw01aCSzva2fk6cHiwkFAivN4VoPaHsYmA+x+bACvxb39YnBBR//4m/0Y7+xth9etrR27Di9vfXjvB34/j55d5/6vH8MsrR/gY3r56BD++eBA/PH8Q3z+3F989vxPfPLsL3z+/n0Y/jZOLlZhgxC+xp0CaHIL4+AikKePRMzUKX4kfCUlRkHC/SxnNs7VhSJCsZgRdjTTZOmQoQ5CliYLBkgGFOhFKfu4cQwpydQmMpRGQy0NhM9LsFBvgsITh5XN9aHVmoMScjsdo1D2VTlR5tHjq5Chqy+yoLHDj/PYWdtpyTHeU0pTyWBAKYVA7xAtmL24i3Mwe7lcHHj44CF9eHqwmM/ZONYnXrsn0Nj6fBVd29iHf60MhO/f24XJ0VbohV1jZPrQ4sdTD4mNnMbSgheYoHNPTm+woIsBrC+woo/lpsmlLjIdTNLXyykpItbTKXBP6ql20wRzIM7KRKUkU23yNm0Az5yA3RwY742ltiRoFBSYUuYTDKApalIMR1C1OiZRn1GG+uwQjLZVoqKwSL/wVJhRYGmlFXUU1KktKWYRV4gLrrcKgeWFyyjwP8jRKbONjKmpaUSksKyjEUsJtob8TLQ3cGjvE9RoKaG57xwm7ygo0V9ei2GlGASPo7ukuDHX2YXa4m/ZsE5cP3EM73791Did2bkZHQwVNUochwu3jlx4g3H7Gu6Kh/Wdw+x1vfPkj5g8ex9zBY5jcuoMxupjF3Y3itm5YSkshpTEKJ56Cw1cgNOIOJMvWoqKrCBceeQC7Th76z2PpP8PtM8Lty0/ewXcvniPcJnHz2CTtaxY7xvNRa0/DhS0NqPOkYon2tdzuxL17WvH0lVlc2F7DODfMaLKM66fbsGfOi/dvbMcbhNt0nU6cR+uVa1M4t6MFg3WE1OZqbBtwo8yRhkJPFsqrjDDbY2HyJsHvy0RNgQZ99V5UE3wj1WYstdqw0GDB/n4X4bQF7z+0CUt1Vuzu9eHzJ3bhpctjGGCMu7SlXYTbA7vq0Ua43To8jM8e24VDffnYPtmA7aPV+JxgrHTLIJHF4NKeAbx5bYbVWlj7UY8re7vxzMlBdrw0pKZH4Inz47iyq4HgCqZZReCx46PYM1WCqKQQpGbE49ruVgw22xAn3Yi45HAUG9ORmRqBFFkihKmbjRlR8GXGo5yAqzOnYLrcgEZ7BuyGdHiNcmTLo5Auj4BOEUeLi4U6LYigY/zKjBNPYiwy8g71OZBhlaGjNgcz3X60F2tg0pqwMFiHCzu78MC+QXECzV+Fi2/fvW1lArwE+xJ+/hvN6x9g+yfo3QabYHQn8PMrh0S4CZATtl9eOYafXj5CaB3Ed8/tx7fP0s5ePU6wHeb+3MFtN818Oz7kvnzq/BRObWnE8lAeyq3xGGkyosGngKPIi/zyGsi1WTDRckwWNeITQxEeuRJJko1IkQYiMWUDI14qYReOzKxIqA1y5Asrped7aHlWKPWEV74eShYMeUYQrcDAGBTGThuJV8+NoNYhhUcvwfldHYxc6fDZMrB1uIJQYAFt9OPwlnpxJI1wfLXCIUddvhJZ0jT0EyxHp2sgU+SIK03dz3hv1vM9avXYzXbSXelDukqP6rxcFpB+GBlxHXku7BippwmVQ04785q1OLNtGFWMf1X+ErSUujHeXAC5JJWFKo2vk0wDi4XPakMBHzvTUorJrip4HMLJCZpNYyEWuwpp4clITY5BCQHW2+qD0ZDB38ORkBCIjOwIWGhypX4zymhmW8cbUE3YlBWU8HPrRGjXMNoWlTUgn5AWBqyPD7Yjv6wZ+YWV4gW7I/UFqKtu4WNaCUkfPOocLI8wZlY1o6xCuPg3l+9P8z/BLT9XD78+R4Rbd10tWml9xU6TCLe9sz3oa+3G7k1TKM6ziDDeM9mBPVtmcJxwa68v5/egwWAVReTF66K5vfejALH/BG7Chbj8+81X30bT+Byqu8aQX18Jfb4ZapcNrpIyJGRKERS9DkHhf0V03F8hyVoHe4kRznI/lDbl/x3cvn3xLG4cmsJNxrY3HpjHWLuVDVeCU8u14gWrwxVa9FRRZQecuLK7Dw8eH8Rj50fx7n3zOHukCVs2FzK+bsPrjIuLrSZsHyzGQDMrhDsT+Y50jLbk4uRCKdrLtXA4JNBaE2F0RMNamo6SOiNcXgXycjNRm6fBQJUFZze3Y6mjALvm6/Huzc34lO9p584GHD/Rj0+e2oVXr0xgvEKFKzu68eUzu3DrQAvjsAwPHxKW09uHQ/2FGGzzYctYlTiFU2uNGYnyaJxlrHjj/hnkWzNgcqhwfm8Xnj41ihRJKOSqJLx6dRoPHOqCLCcW8cmB4tnRg3zfSamRSMpIwvWdbdjUn4/YjHAkMipuabPDpYpBfCaNTZ2OrJQIZMUEIF8djgbG0r0DdsxWqdDL6t9YZIJbz8jJjm6Sh8PPiG6VRSMhYh0siVFoFvb3bBlOn6xBXZ8NAx2MSV45nIyxOkUy5joLcIGR6cXLW/H6QwTUW+fx398TjpPdhptgX7fhJRwrY/wUIig34e8CqIS/3d4EcztCKzssQu4Xbj+9dFgEmmC9b1+bx8e08O+fF5ZUPEQbnxPPnj9Ow33oaD9aC+X8bDnIt8ngYuzu4efbN1mOvtmdaBmahlyfQogFIY37RE6IR8etQnxSAOLiNiIpeSPSFPGQ8rtITFyLZKlgckFQ0lzV+mgYXQoU+HJgMyRDlr4GZd54WHNC4dIk4ME93bCxADgNUvTV6pFnS4TFmEDrSYdDxwRgkqCqSAG3JYnRKRNOvZRRTQdtZiZ6K+w4PF0Ls9mIinwr7qMBG3U6mHS34bbYVUlj8qNNGH7FgllQXIwiwnrfeA2jWjWjkRMuixYXd3Tx83ppdVaoMmnnDgNiQ4MQER6K6PAQSOPXwWHK5qbETLMfm4aExWVoWIRQW4kDJkUikmJikRQbDp08BQYW1RxVFouelJayAauCV7CISpFPwAmz6m6a7EKeAC1PGbwaLSbaK1BY3gBvESHlMIkz8Y4xSnqL6uDJL4WLRiYsMVhR3QxfaZM4mYBHI8OmYRpbFX8vrRbP3Apwm+1hOmvoQitj6Z9w2zfRjd6GegKr8R/mdmC+j22xF4sT/Sh0mQlQ2tx4GzZPD92GG83tn+H2nnCs7f8Fbm9//TOOMl5uOnoaTRNzGNm8FRYWuCyzGpksjEqDFmExYQiJWouImLuRkh4AV7EJe86exdGrt7Bw4MBtuH3x47/is5//HZ8TYp8LM4Bw++Jv/PlXQk4AnbB9/CY+f+E47t/Xi2uHBvD6/bM4vLkeHVUadJfL0V9lQGuBHPXlKnQTWFP1Fn7hXpze30zrGRYtb27Sgzce3IKXL0xiz4gPB+ZqmcNT0VGZi+XBcuyeqMbpuRo+nxZ9DUa0FmtRxPjh1SejyW9ChU9L4GSiwqNEe6keU2156K62YfPubrzy6DI+v7GEQ5d7cPLhSXxMmL3NWDpXrRSPo3z59A68cG4I925rwksXZvEV4bajy83GHYM9s3X4lNZRXaCAQhGGi7v68O4DS+isYGXOzcG1wyO0wBnU+LWoKdLgrQc34ZnzI2ir1aK9JhfPXZjC9YOt/MIdqCrNxa5eL3YP5KPIo0BDmQVXt1Rj74gdPY1WNHg1kMWFwyRNQKtLDhdj96YafpaabEw0MLY409BUpMN4DS2jUIFGpwz5Knb0yA1oYASeZsw+sVCNj4TJNGkpu/v82NbvwGyLA90VJsw2OnB+uQtfPXca375yEb+9ewF/f/uPEwmEmwCwP4+d/cPY/gCa8DfB3IS//05z++0NRtBXDtPWuL10CD8+fwhfPrEbL12cwOPHevHS+Ql8dGMZXz+5R5xy/hyLzInZWlzc2iJe+Z9viYcmK5RGmsRIQvjK1yHbqIWzuAzxQiGgwcg1WVAblYhKWI+klHWIjLoDcQkrIZWF06IjoMiORjrBJpXFE3Jx/D2WkTYBSlUYFMoA6Gm/+yfLUGyIgzMnAQM1JuRkBUOVEQaXIYFwYnSVhSE8gs8Rtw5WjQQlBWpGQDk06YkosMjRWmYggCXoqHDhwGQNWqqFZfnsjPZd8NhMyDUbsGWgAlMtRcjVy9HsNWNXfwF6Gysw3Fx0+xAA225tobDQsw7ntnSi0mdgVM5ESFAwgcQtmB0xLIwGHksbD0VWWhj0Sgl6qh0o8RsJuiwWtSwMNnrQUF8FY24+bHyuSq+e6SEffpefxU6OyMhgBEYHICY5EbqcFKTGRsFrM8LqKYbdVQWHnpbWXgZ/SQ08/hrxb0Vmwq2HsPNXwustgkuvRH+dn3Crh7ekDsK6Em6tDAuEW2FFI/I8fsLfQJCpGdnrUV/fgtaWVhTm8j4D4TbZjb7mBrQ1NIhjUPMJNyGCdrd3YnlyAMUuK+NxDnYRbiN9HdixOI2eemGWYMbSai8+fOEaPiDchBMDHxJuwvG1j/5pE86GvvzhN9h39joWDxyHqagY1R0DUFlsiEyJYxtSIjYlGDGJAUjJiECCJByDk6OY3LaEFz75GG8Ja2x8+8cJhZff+RjCzCBf/PJ3fPm33/Hlr8L2b//T9uF7r+FtAuHYdAkuLNfjaQJrsNLEKKelimdQfdNQYpdCKwuBWZOIwdpcDLc4ceJwL9p8qRhqMGBx2C2C4dUL4zi9VElI9mPnuJcm1SVeEPzCvQs4NlGMrpJsjDZZ0EkSF2Wz8qZHwclKXu5MRxsbZpNPiV5G1j529HxLMoaHivHmI9vFaZdeenIrXqOFffmkcNxnt/h6H9/ajW+f2y3+/u2zh/HN0/vxzeNCjNqDD548hs+ePIhvGKU+fXQXPnxkN754Yo84xvXzZ3bjfT7nezeEyS134p0HD+L16zvxwc2t+OThBbxISL56aQnv3L+IF88M4uJSI8HTgrMLdVhqtmKMMOst1OP4RBFOTnuwtSsPk9W5yFNLUKRJw0RZDnqLlTg2XIoSaywMmRvZSRNgpYV1+tLR7EzFXK0NY4zgZZZ0DJebGMHzcG5bPW+ttJBQRngpji9UEnKF6C3QYpGAFS49uHmwn7G/Er+9dQF/e/P2SQQBZIK5CZD7M4b+GU8FoIl/E4F3UgSdGENfOoIfXhSs7Qi+fXIv3n9gM548PoQLLGwP7+vEG1em8Dn3/RuXFrC3pxALrV5s7yrAqbkGtFQoCAPGa2UYbOZIGGhXmYpUaNjIZYS6VBoDo8cJu9eBbAIoIX4FwlmFY5NWIkMeyngYydiajhx1JCS02BiaXlJKAPzFHihUUchSBcKmjsdDBztQnpvKyBcEn1sqXkqSkboRNlqaLDMAadJwqBVJqPGpkRoVhIz0aGhzkvj3ZHj4f7maJAIxEbacVOwaKUOXcA2YS49HDg6yaPtQQPMab/EzaikQGRGBtPgoZKeGIyszAaNtBWIxWewsQ1GesGyeDkudfiTFhyAhOhQ6aaJ4PDUhNgHxcTF8X0lISYxEOmOnTJIEWWKwCDx9Thr0slTU5xtQW1UBg9mBTBkfkxhES7Wh0MvoSEtLTibgNdnIoU2aVBmIDdmIXIUUGr0WVlsJbEYjRlvLUFBUBa+vCnnCpRomjTjBpa+wCn4Bbtps9NXlo7a2AQUVTeLlMU7a0MJwK0orm5DvzSfUjZQKNYbb69HY1IL2zhZx9IMwqeUemmJfaxMaa2tRaDWLl5HsGWtHZ0c7hMHzxTRWIfpu531dbS2YHOxHd1WBGLuHanz44Llr+Ihw++hbAWY/E3B/w8ff//qP7SNu4jVs3/2GG8+9jYPnH0J+dR3S1ApG0TioCNiQqHsQGHon4qXrUFxjx/5Tx/Di+5/hlQ8/Jxg/FS8VEeEmLkv/nbCM/e/44mdaG83tn8Em/P7uGy/h8v4hNHmzUGyREVwuVjo9Wku1yGPV9FpSWBGSWD1TYM2OQ6E9DbUFOSj1ZKLencFKYcKZne2MLzN4+9IEXrnEGHNuFs+e78fL9w7jsSP9NKtJXN9ah+UmBwZKTGihKfUVWKBk4/AY01BsTkS3Jwu9+QocGC/D5d1tmO9yorNEhycZid67tYDDw36cnSoXh3y9/aCwjoMwyLmPcNpO2+jBQr0ez50dxRePbMKl+RJsbbXh4/tpfQ9twTFGyZ0tdnx0czc+eHAJB2lgp0cr8O7VJbx8bgBD/iwcnyzFRw8s4sn9jWizJODkWBlj9xwuzRajXksLHCjF4bFi1OVJ+J5jqOFmHJ2uREe+FEXqGOzoyEd/qQ6jZXpsqsvB1k4Ltnd74DLFID1lPXSZoTBkRaG7TIM8VTi2dfmwg0CbbrJjina8r0+YyaIOs+1WWM1R8LmysHW8GG35Wai0pmOJNntuuQVXua+3djrx6xvnCLjbpvbn9r+FG7fb5naaP58QfxaOr/3M7UfGUeE425eP7cBzp0dwY18PjkxU4AqN+LHDfXj/wc14haDf0ZXPymzDcKUDy21+HCTsrYZYWlQgHMZw1NBEZapYpDOGptCsZNmphFYqXD43fH47IhgxgsPuRmjkX5GavpHwimTsXwO5PAQqTTjSaWSpaVGMsvFQ5gTDok+EM0uKhw51oorxV58VC23WRkiS1iOWz6MmHNPTgpCcFAq5JIqFQIaMuFDkMOabFbHwso3atXHIkYRBp0lHIS1urN4Kl92AEpsal3e2or4gD3aCY8dgGeO/HtFhcYRoBL+rSETHB/NvqWgqNKOh1Ae7vQQexlJh8sqc7BREBK9DXMBavnYEoiMYseOiEUEYBQVsgCQ5ld+1BPk0RlV6CvRaAkqezNTiQl1FBVIIPHlaPEzZafC4DSgt8MLH585KT4XH5YbDXgCvUYdMpoBiSzbsfL8Ggwl2ox7DTRWMzNXw5lfBTfMU4DbSRWgVVROUxbRUykGtD9VVdSgQFmH+B9xaUFbVgsL8QsZSgoyAGm2rR2c9U0lHGz+bEXk6xs2JLvS2NKKuqppwM4lw2zt+G27Hd2wSF8lxEYLCCYqW+loMd3fSUPmcjLkDlR58+PxtuH38n8Dtg29/wrNvf4Kn3/gCb37+M555530cuXwDen7umNQoFr9oRMWtQWziOiSkr0Iyv/MMbTyK68tRXFuPlsEW7D155DbcPucLnL12EycuP4jrj7+ILxlD/xluwvbJ+6/h+Qd2EiZFKLXnQJkcRa2PQrE1jZ2vAjONTsaOUOizY1DuyqTJSeE2SmBig/MZJKhwZvCLjMe9O1rxzLF+tDkl2NzhxcuXx2keNcjPiRHn0hJWqB+vMKLOmI5DrKLT1XbYFDHwmTJg4mPKzMko00fjxEwVDWIQR6eK0OtX49r2VkbJKfR60rFQZ8ZHT2xl/B1AszkGlzY3inB7YHczOh2pePzIED5/eDONyYMhdrj3rmzGxw8tsEMaMFaVJc528u6985irUmJnlx1vXZ7HS2eG0MHOcGCoCB8+sIzH9raglp3r8HChaC/nZkpQoozG5nYvO7mD+ygFtT4VNrHDb+/1MDYyknoycHSsEvMtZizS6kb52rMNZlQ40qFIZ2dPDxUPftf5lWzkOSjOTcCB4WJG3Dz05Wfw8TnY05OPvgoDLIxrdnM83LkSdLbkorZIBQc76mJvPs5sacHlrc2YqdPj59fO4JfXj4tWJoBMjKUCyF47LsLtNthuA044AyoYnHArPE44KyocZ/uR5vb98wcIt+2E2DQO8T0dGqnC8ak68Uz38+fH8QiL0+HxKnSW2dBW7MBUrRenNregs0rN4hcPi5afT7oBaTQwhSIRniIfo5QXYVHBUJosGNu+n0bnRAw7a1jEKkbWIETHrUZk7EraXgLtLQUGSw4OnjuLiU1bUOGWETxq2LOT8ei+egwW6FColeAMP3eDT4eMpBDGNgIlfiOiGOmVWclQZRJ0/L3Uq0ShSQ41i3BPrQttwiB02luRJROjdVbkulwosmmxf6IMGpWSr5+DRq8OTflWZKYmwJ4TLw6HUxPM6nSaBOOyiTahNblpgkYcn++EXp2FhMhIRAYGIT42iPE0HFGhAUiNWY9saSxkSSmMbnJ0V9DkTQpY7RroVJkYrnOhvtwHr8MIpz4dqrRERHMf5WSlitFVIU1BGeFjtnrhMqqhU0hQ6lRDmhiKtFThujglxaMEBaUVyPNWwpGrF09cjPU003hpWr5S8bo0AW5VVbXwl9Xztexw8P3ODTSJ5lbkJ4gcJnHt0dG2OpQVl2N2epLvlyJD6xPg1sNY+ifchAt2D04xqvb04MSuzSLcnDoVttIEG2oqMdjZTrgVEW6UlQo3PnrhOmXqb/iEQnUbbr/hEwLuQ0bJ+x55Ct2TE6jua0LnxCR2nbyIp9/6FDtOPIQcWx5hFo3w6LUIibwDwRF3ISzuToQnrUa2QQ4Z7VdpTEVi5koojAG34Xb5xr3w1RRT/cqx7fBhfC6MthcAx+2Ln/9VNLcP3n0Fb97YIQ5JeWxfF07MlfINm8RhMAtDBTg4X0l9T4NBGJJUb8IAzU6vTRbHxhXkythR0+DSSDDb6cNyjweFtLyp5jxsG6ACM4aZ0mPF+wfrjbDkhDPbp+IBVs5tnaxYqnhUudlgZRGMOQnIz03EUKUaW9osaPekwqsIw+mpKrx5cQQ1tkSMFavx0SPLeOH0AApUwTg6W4VPH9mMe7fUoCw7FDf39uKT68vY0WpGNY3ptQtL+OTqMiYIlHZXOj66vgtvXRxFhzMJfcV6vMG4/NyJLlRq4rCjOx/vX9uEh3Y0ID8rDHsG8/HqlTGcmPQjj9YlmNOJ8Qp0l2jhIej3E2ZHGLUHymTs9FnYN1YinkxZbHKizSFHq08DbWYMkmOCIEsNRS475HyPD+3+NDR403GMhrqrz4fhomxMl5sxVZ6LaqeSRUPoHAmo96vYQY2Y4PN1lubi+Fw9zm1uxRVCZ2u3F7+8dlqMpb++KsDtpBg1//Yabwkv4XfhZ3ET/sb7fqe5Cbc/vyxc6nEMP7xwUJzF+NtnhdXFduDl89M4PFKOuQYPZuo9OMjPemVHM84t1eHgaDVaCi2o8VrQ4Tdjz3AJbp0YRE+VHvLU1ZAmByAkeiWcebmoamxEWHw8rIxAFR3DmN13HF1Ti6jpHYUkIw2pknhk52TAwefqH+7H4NgErt58Ci9/8SNmd+/F1X0jGKi3wEzAPLm3DT2+LPjUcbhvfzty4tchLYG2aElDTHQAoqJY2VOEUQyhiKelSTIiIGUayBROPNiSUedVQ5MVh/5qB47O10NtNsKfq8bJxTpaWhxCo6IQEBCA4IAghIath0GehIXeCnEpRkVKNBQs9NKUKMZhNdSZGRiuzoNCJoM8XQYfjWiqqxgZEgkSEyJhZMEv8GqgVCiQrUyFUZeMkjwrjBYnzDpCnvu1pTafEdeJPPYbdVYaosKCGBNzYNWyfynSUcZ9prPYGX1DERq4GkqarIKWl5VBgGekoK/RB3eeGxaLl8YsTAOuQmdDOfQWD3JNDhZBBToqaX9ODzS5HsZzGh/hNtlXB0d+BfwFwrx3jKUmNbraa+Cqq0fryADyrAZ4dFnYNSYsGFOPBsZnP2Gex+c7ujiAAcJtz+I0/DYz3FqaG02wqboSAzS63lpG9twc9Jc78AHhJpibCLfvhWNuv9PYfsObn32DHUdP4ejla2gdG4WMJh2XnYjqrmFcf+515Nc3IjKV1sbvNDx6FcKi12Fd8F/ZjgKQQcONSV6LVEU4zHkWOIo9t+G2afd2DM5Po4sN6MlX3sZnP9LWfvkPbv9O0P0bt/+ON19/BdcPTZDQVTi3qRl756ibXV4oVHEY7fFzJzhgticyOoRArg6HzhaPhIwQOHMZl1wyOLJjoeSX4WC1LLelwyQNRnOeAq1FSix1eGBngxtgzBUmcGwt0rDBqXBrdxeWhb+lRYqV0mWRMDKko7RQjRaCordCI56JK9DE4kB/CR472oNaWwq2NDNaMlYK87q1u9NxcXs7Pnt4GQ/tamQc1OGp4wP47PoSzkzms5Pq8eaVebx3fRrHxvxYbLDgrYcW8fb9k7ixtRLb2nLxypVZvHymU7wwdwff3/v3TuEJYVFmSxL2DZTgNUJViKWVyhgsdbrFxZbbCXqPLAoTNNrDjLLDFWr4dHHYN1qKzbQ24RKW7jw56pw54ggFSWwosiThjKThmGh2YLRGgwp2vL0E264B7t+CLAJOh03NTnSXGuFWSRkbEjDS4ia8a/n5vegpseLUpjqcWWzFY+cXcGZ5kKASoieB9Ypw0e1pmthx3ncSP71CmPH+n/jzz6+dErcf+Zhf3zyDHwnCH19hLH3pmBhHv312D75+epc4HvdtGu1lxt6RWjc6Cm1Y7CzGiXm+JtvDfEMemn00UbeeVmXAVKsb9+5qRWNRFi0jHn6HFOksUBavlZE0EZFxAUiWZyGvvg16fxmKm9owc+g8rAVVsDjzMLdpK0ZmNmHblu04euEq3vjsZ7z03ieYWlzESw8dxUCtDbns2A/taUOHRw6POgHLLDYWeRij4EakJG1ANDtAXFwQ41wwYuPWIzw2GOuD1yI+WhhsH4PZAR+6GuzITIlAk1+PwzNlhFCweIB9c58fFrMOaRmpyEgOQ2pCFBLik2hecZhuL4JNRWBFBTEW8jOwiEtTM/k6SegqsyKVhhUZyf/h65W7lZDIlIhJjEd0chBcNHWtVg2tMQd11W6UF/sgNxhh0OSgt8YBP2NxtiyZ1piOmAi2iZxMGJQpUDKSZ6WEo8htp5UqkRATyNcPhNMsgTSJ0E6OJgwl6Kr2M+VkICMtBU6TgUVQibamanZ6WpuH75v21U64ldU2w+Stgt1Kc9MqMT3SgvLWQZTX0t4cwnV42RhoI9waOlHe2AKPcDJIJ8eOsT7us0bCTZj5V488vQL7Z7soNC0Y7Wpj3KfN0SC39dehv6kGQ20taK/y0WoV6GUBfuf5+/HhH3D75DvC7XthHra/EXK/8PZ3vPTxN3jyzQ9x5eajqO/tgLGwAp7yJtSPTCGN0TY6fgOyNQokZSbQ0oLJmUBGVi2Kmhux+fBRPPveZ9h77tptuJ28dBFjmzZj26HjeO+rH/H5TzQ2gu2Ln/8d7335M3YfP4+m9npUORUoJWSGqw0YrLKg0q5AenwYqnnfbBM7NGOWMmE94yp3siwS8sTVMMnj4DGn8suJQU5qMCOYjI/ToIRW189YcWy2EodHi+HKihEPuC922hlthDnPXHhwRxt2tDvhy4xGvTNTHGBemZeBUl8OatiYRxusaC4x0pLUEOaVe/RwO8oMNLdyPaPjAp4+MgwPYXuMnU9Yi+He5RrUMsbdPNiDD6/NYm+PneaXgVcvTeOtqxMYr1ShzZ15G25XJ/HisS7s6XPhlcszeOJIC3yyUMw32kW4XZovgjzsHmxu8uLVc2M4xE5lpZkMlBNAjTSXPAKcDa7dr2V8q8BgCas1982ugSJxMeb5eit6CPeuIgOqXXJoJZEwK5Phon0IsJ+s0qFYH4eDQ37sHixApSEFrTYZ348Hy515hLgMfWUGbGYMPbfcjJMTpeIU1ld2deDsYjueuryZoBuggQlGRpgRVL8QaD++eIz3ncAPL9POCLT/AbeT4n0C8ITbHwjBP+H29TPCSZZt+OyxzXjn/mlc3dGCcUK7tSAXg9Uu7Bosw6XlNmzu8KGJUPOw4lpp5gY5IaGOITg2IiFhFZIT70J6ZiTq26ohMyaioX8YZW29SFdrERCbjDSdA3ph2qCGbsxs3YfqugbML23B9PwkTt//KF7+9HucPHwaj734Ml6+eQJDjJCWrCSc3NzAKCSFVh6BXhYOsy4aObJACFNF5apiGN0S0VHjQnLcBiSlRCJZEoV42pwmNRKbm90YqrIhKToQMZFBKLCmMcqGwaFKQ71HQfMjFGNDYGV6sLNzSuUZSEmOQHZqGMESzueJRA0LlMuYxmQhg4wx0qtJRDjBtnbdasSEbSAkMiHNyEJYcAhig9ego8KBLKUZ6hwmhVI3ipw6hESEIjoyHNosCkJCKGw6Kew6CSxK4ZKPXMTGR0GRmQilNJr3Z0GWnkCrjEVmYhDaa8wwEITZmSlws/N3lLtpqhFQ5WRRLsxw6JXo6miBv7YDpeX1f8DNhZLqJuQSbsI1dsKxtIWRVnR2DqCtuY1x0y6eeBDG4OYV5DOClhNkOsItGztpbl21lWgo9SOflus1KLB3ogF9dWXiCv8+Rnq3Ohs7BmswUJfP/m5BtVsLlykHbaVOvPXsffjgu1/+Abf3Rahx+/E3vPbJ1xjevIzqniaUNVagbagbtT0DKOJ7bxgch62wALKsdITGrEVw3AqkqeORX1WM+Z378AKh9saX3+PtH37Cvst/jC297+HH8OBTz+OFdz7Cpz/8XdwEWxMM7uJDT2D3sXN48L4LOLPQiVOzdTg67saRUS/mmnKhSwvDQIkB/ey8bV4ZdNzZJu54P7/QNl8m8nXp/PIUMPFN5MgjoZaHsrGFIiN+PcoIvaMThZit1SEp8G5sY4za3udl5WOFoBEuN9swX0PtTY+h5WWLa33O0WqcWgnyqfeLPYVoLNSinWbwwpkRPH+uH6X6ZL4PJeG2iCcP9UMReTe29PvF349OFEAZtQIXtzXj/etTWKjToVAZixfOjePNe2l5+RmoYBV8+wbhdt8EXjreLc4l99LFaYKzFQ5G8KU2mtt907iyVAZZ5Ho+hwuvnR/Djl43pMF3oKMgBxcXqjBZrYeSHaOHlnXflgaM0kozY9ZhFw1zW4sHSw1OdLkUGKd9zPIz5asSoU2LppXpcHyiDDs6HagwJeDkZBn2j5aIUG53ZnHfl+AI72vxyNBfKgzaJlhoppcWadI1ebhMuJ3b1I7T29oZ3R34iSD7WTCxF46KUBPNjZD7gbFTANsPgqEJ8ONj/hluPwrTtvN/hOvahDPHnz2+BR/dWuJ+msT5pVrMtDE6l1rRViisIu7EkakaGmq1uICJ05AKEyO8x5oKpSQYcTFrIEkPIhRWigf3sxjrUoRr2DKViE/XIDwhHRsjYhEcG4e71q5BYIIchU0D0Ot16OvrR3NLPWoYXdsJw6a6Frzy6Td44aETGKii7cgS4dZH0XRCGeuD0VBmZDwMQLpkNcZYBKoJKKtaisz4cCTQchSyONiMSYxvkbSgaMzxu2hisZWmRiCM8S8pYq14ltOlTscRGnFaUhQjZRp6mnzI96iRnJaGiIiNSE8MhkmvhUapFFeo8hiliIpLglYlw2xXmWhuEQScUy9Hb6UTiakxiI4VxobGYK63FGmKHP5vJiN8LkrcJsTRCsODNiAtOZKgDRCnyHLpU1BqU6K6xIns7Aw4LTniWFOv3Qyl1kR4ZTJqx6PSb0e5z3V7XjaDUpyJRJ+VAbvZRaBY+TwKdLdWoaJKmOOtUoRjGwFbX1kOp1tYlNlMuCmwZbQZA811aCwtYCTN5X7NxibG70a+fpXbIC7Xl6/NxL6hGrTlG1DnUCNfMEPa3DYmmEbeV8M27bMqxWNz2/rLUc/UVsOCUUu4uU0aiosLbzxz721z+/53fPbDr3jxo89x/Mot3Hj2HSwfPgA193M2E5pUFYkMTQoU3Ad6rwVlrZXQ2bWQcN+uD74TCelxuHLjcTzx2nu4dOtJbD96Bk0DfShvq2QsNd+G2/SmHVjed5I5+Dd8+qMAtn8V4+hnP/0rbr3wBt754ke88uxjuL6nByemSnBspAi7CSKhw+rTQzFUQcAUq1BgSoWNlbTaoUe1VYYePyGkZQXSJEOXHk6LS4COjTqVBpPIRl7h0YhLqS20OhAfEYwZ2t8iK2mBLhVpEeswXm5mFNMTUIEoMkhxbVsTpqsMkMcEoJgfeLTeSXvMQEeRDE+f7CaE+uFl/K0lTIWVr5481Adt8kbsGC4WB3Af4XvPilqDM1ub8M4DEzRHGTSMJ8IA6zcJs3LGTKciGm89uIB3/zC3vb0uEW43D7ZCxVgzWe/Au1cmCbASwmoDzc3OWNovXmuWwB0+VC3Mmd+BqVo9kgLuwQyj2dNHOzBYlo3EkLuws78UO9qE+OumuSmxtZu2taUZVTSz2PV3YlOHMNlAJ87PFqDVk4Jzc9U4OFaGTn8G+v0qHB2twkVhuFqxGuaUMGwfrsa9u7txikD0q5Nwls91YbkTh+br0Vlkwg8vHCOouP0vcPv+xSMi4L578ah4+4NgafxZAJ1w33cvHCHYDuHLJ/fg8ye245NHl/Heg5vw9LEBbOv0YIDgbCrKRY1bR/u0YHOXD8enqzHGz1/hyoZdn8j4th4OQxwy04IgTQmATBqADBa7JMarWMa38ORwhIaH0SjaIFPpELxhLe5eG4AEJU1FTftIY/vxuFGY54XR5mIakKJvZh7nHn0ZT1w9jH62O21GAiw50UhLDYKC+6OYaSItcz1S0mhM5ngU5kqhSEtAVOQ6MW5qmCR6ymxwydhpkuIYbe2odMuRyeialhAClSQGCWyLakksSkzpSOT9mSkxGG/JQx7boCQlFWGB6wipRAiLMltztSy4+WgstiIlnRE2JQ6TbcUwGHXIob1os9MgI9TiaV5JkaGwZMrQWZMPhdoIlUIOeVom0lPikZyaAElsOONvBF+DyUeZCL0iFpbsBPhMaSiwZ6MkT0u4SeEwqZCZKYee+8zB+DzWLMxH56Op2mElMLtKbajJF6ZGIlAIsrycVMx1VaDBb0OxVQ97Tjrh5mRh9UAYmlXA53Op5Vhi22xkhM7Xp8FlUBPMmZhg8a1m26xgwcozZsPNODjAgp0rCYGb/VkYESFY7mKbnUkjgVsMfBYZnJosLHcXwiMPRKEuHtV2DeOrCt3FJty6sl88eSDATZicUpiy6Mjl+2EvK4Amz4mB+UV4KwoQKyEzXAS5QwlfbRlUfN641NUIjforQmNXIFMjgT7Phfn9h1Hf34eUrAQa3QoWmTsRk/DX23AbmZjBodMPUBX/jo9+/IXR9CeCjprI7cnX3sUrH36BZx69gcvbWnBkqABLrHaVDtoYI4aR5tbiZzxNDkNo0CqEhK+GQRj/lpeFFoeEoJJy56VAmR7I2BBLwIXBroqCThaP1iIj7t1RgbnWXMRHRjFe6jBWRY1WsgNEbMABvtZctU80JH9uBq5vb8FgsRJRG1eigtGnn5ZQwzgwXKLCQ/sa8er5fpjYkYpMEnHdhcf3s9MEMzp2u9kx53FkrAjp4StxZqkVr92/iYqsQ2b0Ojx1ahivXx7n/yXDmhnGSLqE969O4fnjXdhPc3uFcHvkYBuyElZjnFHorYtCLC1BGjvMXIMdr5wfwG4+Li1iNWZb/QRtH2br9UgNWYVdQyV49lS/eD1bbIBgkUXY1ZVP63Vj2J9NA67AsydGxAoXsW4VwZGHZ06N4PKmCnTnp+H8Qh0OjdMEa9WYq7USIBW4tr+XZmiDhzFl91QTLu/rYfRlFc5JIrjbcX5bN04wms6zEn/HGPrji8fxLWElGNl3AtQIsp+eP4KvCLzPnj+Fb1468sewKmGMqLCK2CHxWj9hJIIwrOqTR7fh41tb8fLlMdy3rQYztNX2IjOqvXqCTI/Ocgcm291oZLGozs+iFQkw2wipJJAxTbClUG5BkGVsIHSCGQvZ2ZOEa9ZCEZ/AaJcUD6lUgkgWsbCoDQiOZ6Rye2CwW5FNMAkQiokNg1yrhNFbApnBjQML/eir0EDLaFZKqzXLIpkiojDe7oKcHU+auoEQSIRCGoM0cchTFDLl8VBnxaPKpWW6YJvk69bkm1BoEyLjeiRHhSEjNRoRUcGQsz0vtHmg4v9l8P1kMYZGh6+lyUXzMQmoLXQgU5VNuBkx21SAvtZCaEzsnMoslDm14rVrKsLYlJ0Jm4aRMS2VZpmEjEQJvE4HZHIlLTaFz5eIqNBARMdEIzoqSjyjGkvjz0wMgywxEjZVEmbYXuZHGA8t6dBI45hWzDQmFhC1DBaZBNMtfhQzMjv4OhZGtnYWnWJhZIs8hv/PW2Uq2ljoctnnLMKMMzS+BsLPKYtl8Q9nf0uDg/eNNnjhYLpSJYaIJxic3DqL9fCy4NsZ+Z20MWsOYVpt4f/GwJ4VS7sTxrxmYZFi4lVGi9cbCoPmbcJ9nWUo0LLAMKZXmnNY6FToKrazMB3HZ999j48Jtve+/glnrz+Mxr5uZFvUSFXKobIyZuc54ClvRvvYPEo6amEt4nfBPh8cfTfWBfw3BIbfhYDIvyA0nsau1SMhMxUxqRuhzU2Cx0cT9Rhvw+3wsWM4fuEqXvzgc8zu2IMDJ89j34kzOHbhCiqZv/cdO4n58Q6cmK9BX4EaNrlQ9aIZo+KgSYuhOktg1CSxOq5FIJVd0HYNG0OdRYIiYzoaPUo4dLEE4EaCjxWJVcnEjlnr1mDvmI/mZoWWlXy+6fY1X4WGDMjiNuLSpjpsaS1ARth6FNnUeHB3C41Ig9jAFdxJemzu9KHVIcdoqQqPH+sm3IahYwwqyU3D+4yhjx/qgiY+BDuHisUJE09NVUDDDnVxRx8+ePIoLh6axxSz/cWtvXjuzBCrVywc2TF459oyPrh/Gi+c7MHBfmFZuBk8eqiDn3k9xhsceIu/X16sQAYNcoEV/ZVLI9jT70V61FrMt/vx3OlhzDLyJgetwP6xav4+hK4CJUJX/jds7iukDRay2rsxU2kQ5+V/6cwE6j1ZCFp1N3b25uPZM5O4vLmS5psuXhh8dLoOC81GbGMUPMv4ef1ArwjVepsKe2ZaceVAP45OlsNNSz69rQtntnTyMw6ip6UE3xNoP790UoSbYGTfPH9YvP36xUP46uVL+PiFm7hxcla8T4CaMJTqm6cPiHATZlf+4MZmvH9jE965Po+nTvfj1GwJpmsZaYSxjU4NSh06xjphgHgOKj1p4px8kqQ1iI1ZJR7AT4wPQETYCiTEr2EsXY/ouDVIpMXFJXJLCGJUCyC4eBsTgrDI1YiJ55awkVYXD5lGCxsbekLoOmQrMuEqLGJM0SGDwFjsrmRRZQGJChVHtxTSGmyyaGwbzIc6ORAGWk+pS44cSRyS46Lg0GdAkR0HJeGmV6QSHjFsY5G0iXQCWoXY8CAkhAdCGh8EpUJKIKXhKKO2AEwpI21UeAA2rF9DsxLOTCajyqtFcNg6QjkOvfVujLCoZSh0iAgJgppA1MolSIgMgV7OGGlRIVethDIjjXE2BRpGzMDADQjcyAjMqBzH146OjCCEpYijNUYE3AUp+1J86Aa+p3WoEEShSg+DMh7KVMbq7HhksV3nSONhIKTr3AoW6fWQE0omeYY4PDE7bh0UMeth5mfNVUpRSuuRc1/rMqIgrBRW41ZDkxiKjIj1yM3iYxTp6K9ywpoRJj6XYIA2gqatUAuPgpAk3By0NhsNb7bJiWId7U6ZIAIvl/cfHquhtSUxRenEY2tWlZx9oZRwS0SJLhkNdj3hlkNzc+DNp67iM2Et289+wPye3bR5CTS5mXD4jJAxfUSyMMbJacZFxWgansHM7mOQM/4mZyUjmkVRaC+xCRuwIeS/IjpZuJRIhZHpPkwv9GFgtAvb9+9Cc2/zbbj5C3yskha88M6HeO7N93H5+kNo7umH2e5AiiQFDpcNm6cHsZ+RqMku4wePRZVDiu4CBczSKLR71WjwKqHJikFKSgJi+KVmcsf6c2JQxQ44XsPO4JaxikUjK024iDIGGkkkyq0Kdnq5OEOI35iBoyMFNJAi9BQw2xM0gqltafVBGUdgsRreOtCKbd25SAy+GzsGi3BtTweGGIfrrfF45twIXj4/TqhGwK9LFCPUjf2diN2wEgudXnFBmaOjpciKCcT55Sa8e98kNrfkopyd4omDkzg2XcCGHMovNB5vXtuGty6N4/kT3TjQn4cXzwurUzUhNviv6Coz4I1L8zg9XYK4IMHknHjxwii293iRQlNbYDx7nrBaarEgkRDeM1iFF86M0TINiFl/D7YOFPM5izFPKG5pFoZKtfL/p1DtkWH9ijsINx9BO4mrW2swwLh9adNtuM036sULgC9sbsRDh/qxud2OoXILDaYTVw+N4MR0DWq8ZlzaM8xo2oX79oxipKca3xBqwvqv37xwGN/T2L5+jgATIEeIffvsPkbOY7iyo5/3ncQ3zwhnRoUoug9fPbVXNDdhMgIBbK8yil/b04pDNNGlVi/q8nJQYteKy8ZVOnUYrHOgv8EGg4qWkxmKyOjVCApdgdCwNQin0QYzkkdGrURE9AqER62g4a/AxsC7Cbd1iGEhi2LEj4xdxf+7g/FxLcKiAxgxouDxFyCZxVJHOEhkMmTlZCONcBtoLIVTlQpjRpx4eU2hMQF2WRTjkRUeVQLUhFKZS8FOK6GtSVHlN4uXEkkkYYyKEkgTIpHDuOkzpImfJS2O7zsxAgUsxnkmJfKEOcpG66FOjyZwNiAqIgRr164SD58oCBghdSQxQm4ID4Gasa+7PJcgS0E87c+tzWAkTyAI4xibJTQbvh4BmxxLUMYyfgqXcAStQyxNVStPQhrNMCkuGrJ0CVKiaZ1xATSweKQxpqawvTq1yVBIaHQRa5GeEC1Oc5QQvBYZCVE0uRSUWDLYJ1YiVThWl55G2VAhPXIVJGGroc+SEPRpyDekIy18PVQpTFvZciYvNbIIieSQdXy+VBiyMvgZhKntw9hu7yIU02Dlfm7y5cCXzaKviIKdUVPY5mhppeyvNpqbcNLBTEs7OFKFEkMy708WT2AI5rZAuFnTg1FM8WlymWBnLO0qsuPlW1dw8NQx2EoKCLe9eObtt2lw3+HRF9/EtSeexr7TpzG5vBUyAk1mscBcXIGOsVFoCciwWBY+JrnE5CC2pbWIFcYjMwlEJQQiOSMUElUAUjXBcDN2i3DLz3cjXhKNrQcOYseBEzC7HPCXlaOopIhxQiKemRnsrMbeoVLMVdnQU6IRL9vo8cpgkMSi1Z0jnmUsNEghp7JnJbMiqqPh1ySgyq7GUpMPHV6FOMNsR7GW8UUJCxugcLHlXJ0F/fkyNjIpjo+X4sxsPhbqDOJZzJt7OrG1rVC8fKTarxbtad+gC8rEDTixUINnzw5iqkaDJmcynr04gZcuTBNQCYzCSXjvoc24cbAXSWFBmCMU3r2+CQcIlvh1d+H0YiPeuTKDSwulmGnKFlcpf/rcGExZ0dClR+DVq1v49wm8eKoXB/poZoylD+5rRULECnRX5uKNK0uESSmC19yBoSoHXrw8iS3dXsSuvxtbBwvx0rlZGqgbyWxwu/qr8PzpCcZSPSLX3Em4leDgYCkWWz3Y3paHi9s68AKfv8orx5p7/iKa2/PnpnB9Rz2Gy7Jx73ILjs80YLZBhx2d+biyrRUP0Ny2dtswUWfHoaUu3HtgFCen69Fc7MZ9+ydpbt0i3Mb6agm1oyLcBKgJ1vbF0/vxFX/+/Jkj4rqvXzxxGM9d3YSv+bevn9qPr2ltwuwenz++S5yQ9M2rs3j93ik8e3qQdliCrS0+7OorZkU3Emw6FObqUGbTop7FzaWLgYTRPSlxPa2G8CLcNgTcgXUb/is2Bv0LQiLuJNTupKHdg4DgO3nf3QiLWEO4MY6y40UQiJExKxAXT9BF8TloLlEEXHxIIO1vPf8WQvjRcDLSxbVDa/w66DPixbaYmx0FfXoUxupNcBM20oRgdro4mNVphGUokmiJQXz+GBqNRh4rXkjryElDV6VdPA5kU2XCb1bx+7TDp5cTnApCQ4VUAk+REYMsGmAkIZsYvUFs3+0FJqQlCxcJxxBSIYiPXofU8HA+ViLONiJhjE6OCSc4pIRhJMI3rEG8cGlIdLxoiOGBGxldE2CQ0yIZzaMZTUMD1tFSabe0tXi2ndigtYRVFHLlUUgVLDg2BMn8/Hp5HJLCNyKNoFNRPgrNGUwzK5EYFYCc9HR+J0q+l1UE12pos9LELU+bBgn3pzIpkrBjdLbmEIAEQ+AaAjyVkM1AZ6kNzqwoJAbceRtuigw08nst0acgn33KliOn0d6GW7lJRuDFieZmUsqwlX3Mp4oRJ2V1m9WMr7fhZk4NYKwVTgia/wG3y0en4SpyY/nQIbz+6df49Mff8dmPP+OzH34Qb8XjcF98h8dfewsthJqrphzZVgOiJOHidW1RseuRze87VRICSeYGyLXB0Fgz4K0sRO9kHxZ3LuGpF968Dbcinw1JScGsioQTFTZVSuOqLYfRrGOcCENY2ErkmSXY1+/DUr2NgLNijJ283aMSo2k3G1mPP4dWlwkdNd2rkaDGkcGdkoSiXOZ2gqk1T4H8nGgstXvRX6aHldQvMMowWG6moagJpHSaWzHOTHixVKtGtzsN13Y0Y5GdqcGair5SI24d7MaRMT93YhwubWnFS+f7McVOL0DgtUsTeO3cBBU7BaWmZLx7/xbc3N+LjNhILHaUiuM/hUkdUxhxTtKG3rhvFleWG7Cj14bnz07h5oFO2FVSWFhJ37q2hLfuncRzJwk3xpyXLs3RArsgZ6UearASbgs4t1iFuOANGKlxEazD2E5oJWxcj50DpYyZNMGJYijYIPex+j9HeA5VWZAUEoBtQ5XYx/expb8E22mll7e24zlaYoUrCyvu+a/YRQC/KMBtZx0mylW4vNyGE7PCfjARbnz8tibCbQDb++yYrLfj4GIb4TYgTjjQSdDef3AKJ7f24/L+cYz11OKrZxlHnz+Iz5/cSbAxaj65C589xdsnDnDbi48e349n+Xm+fPYwvqKxiXB7dBc+fnQH7XcLXid4n2ccvbC5FovtHpqqGwMEQB+/txpXDjuJGiVm3lrkcOjiaDGRBJYAsXuwIfAOAuoOmtpqxEbfw0a5GuGxKwmsNeL1ZxExq2loG5BMcMTQzhMZq5JTIgjBYFpcLFJTUpAcRXuh4YQHB0GaLkUs22N0bCBMjJ1qdvxkWlBG0nqkMKZIEnl/dgTNLBEpSaFMEGsQGb6G7ZcWSYMMovkIQ7yy5THIILQ0mcniNEcudQpSE2LESR2r7dliRBXiZIE1C/GxESzYQhRMJhRi+DP/LzWetprDSBkFWXIiC7VwGUgSwgLCoWb0FFaNigxeRYARHDLBipKw+p47ERHE2JsQj8iNqxGwZhXjbQo/h5SgWouAtXdjA4tfxIa7ERnESL9uJZJDaWI00IxY7iN+FlkKOzRhqkmPR3TAKgIvAippImGcgeiN9xBuG6DiPhLWL0gKW4UEJgm1XBjvLYWLlptC2KmSIvh+KCKMjsksGNGBq8ThX2p5OjoItxJNDC1wNd9XBuOsYG46RkrhOJ5BPLZm1cow2+JBhZVwUyYSdkxvygzMNLjF9UXcWRHiGVuzcNa4tRhF6ngUc//Wecyw6BRoKTDj+pntePTp5/Hp978SZsJK8f+GL374HZ9/R8B9+9PtdUi//REfffcDdp0+g565RegpXGE0+vD4vyIpdRWUqljk0GidTHlD8wNYPngUu05dwmMvvY3Pvv8NX37/99twK823IzzkHlbbe1hVVyGGmTuKOhwTywYSF8T772KOlmB3r1c0rVl21MkqM6GVA1NmPPr8WgKOAHPJ4FSmocKShVIqaok+EQVmGSrMqaiySMVB4cIZlH6Cyspo6tNwpxVo0elRwK9NZ1zLx4kRDxYJtwGazH3bmzHT6EKnU8roasLDB7ppKKVo96lx/84evHphiNXBSjPMxVuXp/Da6VF4dZmod8nx3rVlxtgORo94bOktx9v3z2LXmBBLw3B6UyuePjmECwt12NNrxyMH+3BuoRpGZQqyWR3eoMm8de80njnRi30D+TSrOTx0sA0pEe5oEjwAAJYySURBVGHiWcJ3Li7h8lwd4tjAhmmyz10a5WsUI3LVCsKtWLy05Mh0BRvk3dg2UMuYOk9jNWDDir9gqacEuwm3mTYvdrb5cWVLG567PI4aRqP16+7GrqEyEbbXdjViskJNiAtwa8Fyuw27ue/uZVS/tn8Q23qcmGp0MJa24/I+4VhYNbpr7LjKiH2CsfTK3iGMdFTg3Qd24NXLswS0sBL/FnxwazfBtRcf39xJM9uK97g9fXYGXz4lnETYK0bST27tEIegvXX/JoJ6FE8e62QRyENnkZ6NVLjAWouRWmGBaAuafUbU5wmXAKjg0kQhS0pzixfiKNtTyN2IoqVFxq5Faup6xsyVCAq/A6HBvI8dLSZuLdYH303wbGBbE64nC0AMI2xiNAutwQajw8e4GM3OHc77QwjJUKxl598QcDeUaRHskAmIjQlAejIjWxTjb+g9UKaHIJRtOZrmF0mYhQSvQHDQPQjk6wWws4fTFOPjAxgNaVU5MnRW2mhxBJZOjXKrCkWMWzlKBUzsnD01VnYiBQxaDZoLzajI04sLKedIJKhmJ9Xzfr1KiUL+X0mJh48zQilNFc8Url/zF4RsvA23ynwLNqxbLcItPTkBqTTQe/76X8WIq6JBCjALpaVFhzBqMnZJGIOT1q9BbMBaRtZA8dhuTkIIjGnxSGUbNKYlInLDChFuORmEmyGTcLubcFuPHJqiMINuIj+rYH85fH1NpgRWeSJSCXkNC7ROli6ugBUTsBJhTDLZaUmM7oRbuR21Zj4uIoDAksGcLVyJYMVQmQ7dpbk0YQUsGhmmm7234aaizWkYS5XpGKtxQp0Sglo7GUC4GYWhZDV56C7QiHMVVrnU4lle4SLvW5eO4Itv/iZeBiKsFP+FeCuY2494/8uvcPre+zG2tBUDM3NY3L0NtZ0NSNcmIjplI5IkwVCwgPn4vEpdPNylGsbYg3jlg8/xMeH40Vc/4usf/45vaIMi3PxOM0IChQbAhhCyEsFsEIFsgNExzLVR67Ax+C8ozmMs6vZhutaC6WoLJqpMaPNkMwrEoouwactTopymZs+WokUYh+fKRFVuKkrtStQI4yUdmTSqVGzqKmKndMGnS0adU41BGmBHXhbyWP129/pxcMCNuWoNehljz2+qF09FN+UmYIjR4cHd7Tg6XohWgu/67l68eGYE0/V6LDUKUXEBr54dg480b3LKCagZ3DhQDyM1fBuf923+vmvYDy0r/0ma0KOHu3Fmpgo7Ge+eODaEKzvaoMmWIy0xBi8zdr593wyeOtZN+HnwwoVZ2lEjUpOT0VrhYEybJhiLkRJ0B0YqcvHM2UnMd3gRFx2NXdO1eFqIcBOFhOFKLPdV4dlTE2hiAQhYfQ/muwrEi14nmvKwtdlNM+vAcxcnUW7Lxl13/TfG1iI8c3oa13Z3YrxSiwtbmhlLm7G104WdHUUi7K7uHsC2Lq84mF5Yffz8zkGcmKpDT50L9x2YwPHFHn6eUYx31uCTx/YSYMt4/YGteOHSLN6ljQkzI7/PmP7eA/N4+/o8njw1hs+f2C/GUQFwH9zYincfWsbLlwh4gu3G3gYsNDtR61GzI2cj36xALWE83ujh56vAWEMe2gu1/N2OkUYTCiwpUDAyZKayQ7K6x0avQVZmAOJTVsPlcUNJs0qmbaXTnHIdFiSmxiIqOghR7JyptBPhOK80MxMajUq0n6RQFlkaXkDoXQTbKmzcsJJxUwI9i2N4yDpGQEbYQAGkaxEnDLxn+w1lO46gtQWzXYcErcBadv61G+9CENt4JC0ome0ghbGyrlCHDEkYcgmtQqMcJblyBAVugI7GM9pgQ0xCHPTGXEY2C9OLDi5vAWSSDDj42PBwQpLtxamWocDvhkaVQ7tKgZGgWL/+Lr4uYyDhYmU0vufOOwj0YMilKQR2OFbc+S80vxAo+HkjgmiwweuQxH2glYYjkSaXwIgauPIOxNPAJHEBNET+rySShSOKMZdxmAUhhdBXZyQxltIwCe8UFgd1Zpq41F46gZgSuZ4RXCp+ljx1OqQR62BgKhPg5tEqCcC1iOL+zE5PQg7NravShW6fAtLIIAIrUzSyVr8Zg6U6fr8G2hgtjQVhqsGLMiYyqyIZVsItl3CbrHdDx4IzUGGFk+ZoFoZzNRWgxsz+aEuh4csZS7PRmu/AzQsspN/S2GhtIti4vf/lN3j2tbfxPuPo4XP3ob63G4pcCW1tBbJ1UmRbMuEmA7LVyXA4sthuGK1rffCW2TC5eRrvf/IVfvjhN/z40+/48eff8cOPv/1xzM2ZiwB+GWvW34m16+6kQdyFMH5x6RlCDAhHUOgqVJW4saXTT5gwDtWY2fGMaHJniQd0ewVz44evsmTAlZOJrgIjeqmLNbS1Gq8e/eW5JHoG/JokLLGDzrV6UWBIQWexGbPs5L00QFtWKp/fR5i4MFychTanDEcJn8EyI1qsyRgsMuI+RrJDI350FGSK5vbMsRFM1aixUGvGc+dn8ezxQZSZU9BfosRLBMaN/U0oyYnH7v4CvHh6EnuGvchXxuHsfCOePM7oxni6t8/J+NqN00t1rESZyJWliOuaPndqAI8f7mAs9eOBvZ24QmNaGB/DaEsp7t81gnNLFcinqWxqzuN76cUWGlt7YwXhMomry62EXzVNNQm7h6txie97piUPJVYNNvcXY0m4zq2LBteZjzNzzTg0VSQu4yecjds1ViHOBntirh5zhNfJxVosd/ix1GLHNmr++cVWwrqQRcaOrb0F2DrSiKFqJzY3ezDVU4EjC60sGA5s6avFUGczHju7hFuMya89tBMvXJ6jyd0G91uXpvAGjfP1K+PiMoAf39qJTx7Zgc8f3yPC723C71kWj0dZIO7bWs797EQZi5EwzMhhUCDfJGc0zcXu0UosdLjRXaRBf4VBHD63qbcIs235NLps6DJjGHsi0VKkRkuZHk+8+A7G5yYhyUxATGo6jHYn4gmZkNB1CCKEomIZO5MlCApYg1CCKTRwBePVBloYoyWjrthGV92JGJpJYqJwFjMQhXYNEuNDxC09IYBwWyUam3Bt24Z1f0XAhjuxUrjl/wSwaMcx5qUwlaQmRrH4ygiPDchWCQU2FV5NCr+H1YRGKvrr7IijOWpVKtSzYBv4GOGERmZKKmNrKsG5UpxQ0ixLg9VqgiQlEelJySIE4hMjKQmBUGamipeCrFpB+BJustRkSGhuK+/6C5L5vzk0N11GDKPwBsTTWIXjZgnRtLfIEEQE0IKZonKzU8RhZnppHDLjYmAhMIWTLNKEKJoiY58lmzF07T/g5mfklNP0kmmuapmE96XCpZQQmPfwOQS4ZRBu2UgIXiPCTZmeDBU/w0C9l307l68dxOiazmiaLpq5cIKvzk1D4+cyqeQEmQ8lhLtFniyam0WVgflWP+w0uUGasItwszCuzrWVoNosQXOeGmUuPXKNajQQbi88fBFffvcbTe1v+JLm9vE3P+PSAzcwvriAvslhLO1ago1MkeaEoqGrFH1jg+ga68fQVB8sDhWyFGFo667FyQvn8PCTj+PVd97Ft98Tanyu7378BZ9+/S2ee/W1P+Fmxcb1K7Bi9Z0IDFoHf4EHVocdeXlemHNNsLksOHbsCPbN92OmtRDjNLfBEgPa8zUoZhXvIcy6qO3tRRYUmRhP803imbyuIhMafAb0lZrFMWXN+TqM1rkxRsp38O/DtR7Cy0T7sYhDeaYbnYSnmZ3awTjqIQTdaPFoMSn8T7UHW9q9ODpZhX0TlTi10MQoVoVzm5twYakVZxg1Ty/VY89kI/ZP1omriJ9aaMSBsUYc4n37hipxeLoOO4drcGC8BruHCgmQBpyaq8WB0TJs7sjHck85tvZXMkpW0Bob8NC+Jty7TPiMFOPYaDF2CjOuEigzdXl8vJO25sdsYx7fm7DsoBdTbYXY3FaA+XoPOzwBRKCN1whrktowXusihNzoEvabV4mRGjcttYhwLcCB4Xy0+FWQJ23EnpFCbKEFjrF4TDfk4uCU8N4Irgo9lhsZ2/m5ZhtMaHRIGcldGGnyo0CdSHOWY0J47Y4CFOhjMFxvQ11FgXjNU7NPhe2DlQQOY+2OPjywqwuPHx3A08e78eK5QTywsxPv0OyEY2zCQjvCoj3vEG5PnezFzR3luDhXhFF+X8LV8m6DcNxFzoqdKQ6/W2j3ELJefo968ZKf/koLZgjaXf1slMU65FuyUOvVcB/lYqDUgOrGRlQ2NKCioQkKPSuxVoX1G+8RTSeIIFu36q9Yc8/dLLBrGEFXYv2GuxAVKBy/WoGNjJfrCKl1q/+KEEIuWgBBbAjhpkNSQhgiQ9fQasIINgGMK7ndhY0BdxJ2K2l8/N8AJhIaXBQhmUqwpMZH0NTSGcPW87nCmTpoWVlJiI6IEA+wNxUb+byxyM7MoB3JCaY4xCdEICMxAdnJsQhedw+BFA4DQahR0volyUij3Vs0SsrBBsKPcZKR0GvNQdB6xuRQRszkRNG6Vt31V8bKOIImCdrEDQhl/0tMjEPAGj4nxSKFkTWMcAsk4CNC1yI2kkCODoCU5mZkAY4PXs+UEcvPS7ix4KSE02BphOpMGfy5woSoQTTedeKFz2qamYvJKJUAFI4ra2luwmSSkqhg8eSGADYlgTdQ48Uwk0g2i41WIUwhxVhabGNSykEFk4WJn9FIm5tqLkAVk5yPBU5Yqd6ulmOuowx14giFHOSZtLATnmNNxYyzNhq/BflWPaxkQ0d1IV5+8jq++pYQYox85PlXMLttK/ROA6z5akhyQiDThaKD/bBnuAtdwz0ob6hFrpusqSpEc2sDjPpU7NjD9vrp1/ji+7/js28Jyq9/xreMtu9+8ikWti1Da9PehpvPacPqVXfBne/G7OI8Dh4+gsKycjgdbvh8tLWlTdi+9xD2HTqCW7du4fiR/di6MIup4QF0tzSiMM+FAlsufLl65Bu04iBcLzN9YW4Oahw5aHDS4uw54oFnvy4bHtI+T5fDHaNBLh9r5462GYWr2hVw83cP/9dr0IjzSXkNOXCb+HhWiiKTAlU2RiJbDjoLtIysJgLRgqk6HfpK9Ch1CivEK1Fk4GO5FRuz+LtcvG6uwJDOTp/O6JGBIt6W8r6qXBkjbDYa7eyA1iyU6Fn1GHfGWypwfMskYefCDF9jrNqIBneOeOlKiVkmbqVmxmxjGl+Hz2vMhN/I+0wZaHYp0EmYNAgH2y18H8bbr5uvzaAVSFGgkaBYn4x6l5om5sQmgmoTzXOgnFG8RIuHD/Zg/0AZ9g2W8nW1jKmFjPJeDBXSUOtdODxRj6mqbL5/AqyKRaQhH46McHEoW1+NFbPdVXw/Uv7sQqHbgIeOjeGJk/24un8UPfUlmGwuQodficmuYnG5xH0TVTQwmxhtn7mwmXF0FyP+LF67PEMzbsWtzSU4P5qH0RINyvl5PFophHUzLZosftcyjNbasGeQBa/GIl5YXUaYtfqN6CuzEnZqFPH7byvSYrqZ+5LGrsjKRAI7ZHxqDMJDNzIx3INVq/6CNav/wgJ7Ny2LIAsJQWRYKH9fTftZj0yJBOEC7DYyXq75L1i17g6EBjB2hq1j9FuF5Kgg0aJiw1YjjRF148ZViGbMSxQWDuF94YRDUsx6Gtk94tjOYmeWeKZRwkhY4ZRDGh3IGBsAh4YGxs8WuH4DctKlLApaRPF9SBKTIaz2LhwriwjbKF54q0xPIJBWIS4mioYjgUmtQGaaBNJkYUpzOSPxeoQHBUCVRhu0axG0bq34eeU0N8GYVjGWJkbFwcD/9eUwijNGRoZvRGLEGmTGC9ChyUUShrTTrJQIREVsILzC+B4iYCZMpdGhyCQos1MTUMHnNzFBqaTCWU85Cqxa9rE0xsR4GphwmyCutO/RZ/K7kxCoaXCZlCi26+FifzQxggrAq/U7UU7ICEOxhAuEHap0NHrNKLHkwKXOhDDnm4ffeQuLVRlfs5D9WZg5xEcjK7Ob2D814gwkHpNK7LMeQr2i2IWevm7s3b8bp86cwHsfvIPPPv8KX339O74QZgX55lc8+ORTqG2vR2l9HmxsM6PTg3j0qefw2DPP4aHHb+DCvVewZ/8OuAvt/LsRGk0qTpw+iS8ZZ1944wMcu3Qv7rv1KN79+GOMzg3CVWjB3JaZP8zN7eAXvxLhMeHQGvTw+f3cijE9sYCLF69THX/Hl9//Kt5+8fN/x+e//ge++Onf8JUwY8gPv+OdT77BM8+/jusPPoTuphb09vait2cA9eVFKNTxy1OniqfnPYx9bi13HGlv1QhbDjsJN22OeJGjlVU8V81N+BvvE+amculYGbizbbpM5OuzCCwCg+ZQY0lDhzcNjTZGX8Ki0iCBWyfodhq82kz4tDLx1qPhfYSKMPutW5XCCpbC95GEgpwUVBJO9YzSdblpBF0Wqm0qRhMJFV6K/lJCszoHXe4UVBuiUMzPUUD4/bkV6gVQJfOzJfOz8Xn5+Yp1KWgWhoO55YQlgacX7o8V56OzyGPF1eONabGs9FHi6xzo84kjHTbVa+GUR0KTGEJ4lePq9j6cXmzGIuPeVhrnzrFqDBB8oxVW2mcHpqv1KNIkoFAVD2GdSbsiHnmM341+PbbN9KK9phB1hVZGSDVevrwkjqC4fngY3bWFBEw5egqNGGgpRpVLRxCZ0FRgRneVjeZZIF6kLLzunuFinF2swKE+D/b10pwrc1FLIPt06XDmSLmvWTRMWRivt2MHP8ekMEzHweJizkIjzb2IpuM3ycTV0bto7oOVZpq6AyX1Tdh1/CRqWhpEGwkPZtwkiCSSeBFKIWEB2BBM6AWuZzQVABEISaoUceERCIpkh85KQShtKTx0PQEShI0b1iJk3Z0IpuUlR24URxtEhAhQiESpW4nM9EQoMlPQVGQQH5fO6NdX50QmI11GBvdZoQ4yWl8gY7BLL2FhTsPGdSuhTEtEjVOBhIhQZNDeik2ZItxCAoVRCsKF6GmMjWtpjjEwZQtDojSQEDaSxHjk24xQE5JxkWGEpIRxNg3B69fRCIOQTQCmMXoHrlvFyBkhnmktM9OuJBFIJ9T0bCMebQIhlUCYRcCRGcv2mQ6zgvAirGSpiXAQRsL+F4ZR2RQEL41auE7UK8gBi46fRiVYdQnjqpemLYzzbsjTo5oF2s8CbKeBCQWqgIWqkH3Gyz7iJMiM2Rn8LBniJTJ+FuQSFu0iwsytoalnp4vRdqjazHbINFZsRZ0zl/2Z/cyoQJFVg8o8szgtus8mh579QsfXuu/GFXz43Q/4+Puf8CnN6uMfePv9b3jro2/wzocf4bkXX8Ljzz2HLfu2E0y9eOm1l/D5Vz/ji29+Y3RlbOX/ffX9L/jw8x9w7vr9aOhuFFc/u/nYTbz5wcfoGRtDRVsdPBUetPQ0o7S2FCnsayoWexFuRT43I8FarNm4FhHRkdRj7tjUVBi0Jpy9cBWf/3R7vOlXvP3259/w3c+/4utffsdXv/z9f2yE3pe8nZ2cwiNPPcs8/a945MY19BXS3uy0KMInLyuZ0EpHDmFjNCiYwTXw5Dmh06pRWlyCYn8hrDo9zDkaAk9H+OngVqvhUGdzh8uRT/31E3JeVp/BCh0ub6vBsakibG3PRZsnU7w6W9hsbGzCZmcDFDZrtjA7MF+bm0WRxOgRB0dWFAp0CeIsIiW8LdLT6Gh6JmH5PVblK0sleP10G64vFrCDO1CYw0bF/7Nzxzl5KwDSq4wXf7bKYpEri4NTkSAO3C/nzvcoE8ThaTkpwVAkBCKLDVc4DpIRH8k4FA6NNB4nhgvx6plOPLS7mu8pCrFBK7B7pAKPHpsTFxk5utCMU1uGeduCmXojhmmnB8ZaGVF1KNYkwpcljHmsQp42mcaZgHKjBFsmOtBa60VpngYuswYvX9qOV85O4P6DIxhoLscko0KLW4Fqdtx6uwzjVUaMVpnR4JNhotXHjpIpGpiHwB5sdEMVvwF6aRAssmi4shPEzyhc6lPGQtDgNWKi3oGlVjvmm/NE+HlpygU0djsrvTWHnZAFqY6dqsOvRW9ZLoz+IszsOcIosluMePFxoYijRdnYUdIZ4dZtXI0Va+9GYMhGBIcEYcPG9QgLW0MTW49VBJlESouLjBKH+8VFMroFCpd/JCN47Qqk0WZ6CK5w3pcZH4ahVg8jVwZ0jFgjdQ4k0YTkSQnop+3K+JopyZFoKzVBQ2hEMAZ6aPNCQggPDkCWJEk8xhgWuBFJBJyT7VYSH02DImwT4mFWZ9D+YpBC0BmyhKFV8Yy/wvGyKHHWjVQ+d1jABhGM2WxTq++8ExvW3iNOdhkVtA4bVt8Dn10jtk1jcgRypbS4lGiYaLSWtAjopNFQJApwi4OPbU7Y/25FLHJ4v1meIl63VkpDryAYS0wstryt5PdWTqAU8v5apwy17HdF/F2AZ5MrC00eFnAHYcR+5FEzveikKCMUiwkwryadfUwi9g9hEXAFC61auLSG0LWo5LAQqPVuNR490YcnTg3jyZPjmO8uhjEnif04BXp9NPK8qbA7U5CatgFRCSuQJMwKU2LCpfsvYWbTDE6cO46T50/imTdexMKueeSXmeCiHZc3+VDTWYQSfnftfbXYtH0B73/2AePml/iC8fWrH37BU8+/gBOXzuKRZx6DTi/H1NwUdh8+hLrOTnRPDGJobhy9owMorvHDxPeZmhV7G24VRX5U0LKqG6pR19gAlUoBtUqG+++7F6cvXMJnBJkwS4iwffHnJJa//Cu+EKYg/3MTpkj6lXCbmMDNx5/AZz/9O55+7CEs1ugwXG4QDzjX2lkddNFIV4dBY0pCjj4JOnYmKb+04mofGtqreH8mMtiBZKpkpAtDZbJZZVgVTVTi7KQoyIXrjiLC0O7LwYN723Hf1nrcu7UEsy0mpIaHQSKMD4wKJkzC+fhIKPk/ikThywoVh6wIxyLSY4IgjdjIxwWI41Zl4Wug5d+FOdIU7GzChY6XN5fincv9ePJQJa5sK4KfBias5WBmw7PQvBzCuL2MCH75YdAmh0KVKECMt3EbkRW5GvEb70JiMGNLwApErbkLoSvuQOA9/4INK+7CqhV3IpER5Wh/Pt44PYybuxuhZsPesPJObO4txcNHZ3FycxPObu/FzeNbxWOHwomPqXIt9g8yllaqUWFKZuNMwExXDWMoq7cuHi20xj0zneis9aOxwA4nY/0Ll7fhudOjOLe1D501RVjqqcJQpUEcoiNMqb1/wo+9jKadRTpaXRHaaDL1ecKlOclitM2KZZSKWYWsmNXIZrRTMvZZM6PYEYNE0DUI68gWZmGEZlZmEeJMOnJZUHRZUkJFuFYqjXabQvCm8rFKLOzbh3MPP40Hn30d5XVVUOTI0NrVivjkeMQQFhvZ8devZ/zcsBqV9TWsxNWESTgSgmhoIQTc3f+CO//bfxWXPBRmwE2NiECpPRsb7rkTkogQdFVbuI9XEnSB6GuwQp4igTojA/Xs7KGEY2JsAjzmbCSFhyKE1mhID0M04+6aNQIcA5EUtgHBGwMRHxaO5OggxuB12LhaOBPJxxN0cdEhiGFUTWNczE5PQYpw/I1AChOuXduwButW3SOOHAhmXF5zN7/ncHZwxroNq1Zi7ao7kClNQHxUCNauvAs1JbRrQsWUGgpHRiQcaaGwSEJgIOzM/GyapAgaHUFOY/TQsMbKdCjNzRCtzU+gVZmTUWtJYTGi/dnS0UBw1VnTUG4hzDxyNOdl8W/pqLFKxBN8PSUqNHsVKGRf8tHcimluxbQ6oah7aWB2AtzKZKOWhItDvAR41tjVYsoqdVvRXmDA8xdm8NzlBbx4eQYjrS6a9l8QHnsXQrjFZWxAcnYI4jI3IjaDhUgVACk3jTkJEoJOpo5CljYGTd0s5t4cSJRB0BHAKivjtFOOXLZJTS7TTlEWShpy0Tlci4efeAovvv4qfMUyaG2JaOkug9+Xi+q6CkxvWsSx81fw3lff4sOvv8an33yN9z//GNduXUXXcMttuFUWF+DCfdfx2Xf/gc+++Ve89/UPePWDz/Dm+x/g+PmL4uwgt2cK+VeCTZjIkoD7lcD75Vdx+4zblz//nYD7HUvT87hx7WHS9m+4cGy3OOPHZL1w0kCYplkGtV74gPHIVBJU/KAmZ4b4oXOMiUhKE1a0CYOUlSpFFoqUzECo2YjN5kwozYQITUiRHM5osRbNvmw8uL8f929rxn0763B8sR6Ffhfk8kSkpYQgNTEISbGEGBuIIjmaUKORxkdAGhUuLhKSJMAtZh108esIt3VQx61HjiQGUYFrkMbGdG6pHh9cncEzJ5pxa18lGwMNjY0qOykGTkYzXVIAK9sGdv4N7PwEJoGaKpxCTwtgFY6AJmIdkgiwVGGIS/BKxG1Ywc6xCqEb70Tg2jvZKdfh0GARXj03ikf31EGZGo01K+/GAqvhzSMTuLy7D2dpbw+enMWF5Spc2l6PxUYnDk03YV8XY2KpGg0Gwq29GmWaeDRowjDIBnx4uh0TjJjdrIjCyuIvXtmGZ8+M4fxyNzorXTg804Zt3QVo8enEFZ1OzZbi8FQtjS4PJ2caMFeXKx6/FKZuEhbIzpOHIF8RgXLG4GqLBE38vnryszBUmI2BYh2m+b1W5duQzE4eFRYCHYGansR9nBQGWTIBJE+GWp4EMztNrjIRQUFBCItLwY6jF7C85zCcviI0d/ajuKKOkBuAkrYuV6mw99gZ7NhzEEfPP0iIyZBFAwoMDMZf//Jf8C93/H+wfuPdSIgL5nfN75UQiuO+j+d3EMZ9LIwccBmyUWxXwpyVBIdOg4SoCHEUQExYICKCNiA+IhIRgQGIYrwNWHOnaGuGnBw4TXrxZIJJq2GkTYGSyUHKaFlaXoo8pwE9g120xmS4bTpxtg0TI68tJ0O8fCQkULiWjYVSmYG4iACkp8SgyOtAWZEVPqcJdhqtcPxw3Zq7Cbe/0PZi4HdooY5dC2XUaiijVyMr/B7IQ1ay2MYgKzpWLCYGtudKmwKbOgvFA/nCSbtKQq7JkYa2vEzUscDU8nvpon035ikJ8myMEITDNPKWvGy009pmq3PZfkzoL9bS9lRwMYnoaGe6pCAY08Lh02SKQ84cRhnKdakEYwa6C2To8GVRdiL4/a5FA//3ubNzeOniEl6+Mo+BNgciE1fw+7wH0UmrEZmwEjEpKyHTUCI0oUjMWEOD2gilMRoSRSB/J/CyaLdpLFRRK5AqD+AWCF1uFgEog4N92mCPh8ZCHphj+H8RsHkzYXEJ8+hRQrTByFRRPhTxuHjvOXzy1df4/NsfcPjUcZy5fA7vfPQZvv7h77j11BPYsnf+NtyqivPR3tuKq7duMucKcyz9m3gNyjvvf4zjZy7iCwFcP/6HuH31Mzda2lc//Qfe/vgTLO1ewun7zuHDL0jO73/E5plZ7Nq6hJnN0+is92NzpwdTNIQx2kIbO4RGH4vE9GDaGSsSO43alAJtbqp4GysMmKUSxySxckpYRdP5wRn/jAYptJYYuDRJsNHyDKmB6CrR4ObhEVzf3Y6re2uxddiBXEcSMpTr+RyBiCN8ImNXIZHPk8zniaYmKwhR4Wp0NTtEKiNKrjycX2QEnOlBsEojoU1LRPiGdYhgPD+/pRkfXp/Hc6faCTd2PI8C8+O9UGXn4Ny5k0gK5Be6/q+s9OvhZLzW0TATIwMY6+JR75DAJwtGSkwYBvo7kcgoE7JuNUIjw7BqNeNJwDpkJMdgd18ZXj43hpu76qBgR4ikee6bacWDjJBH5+pwaKYK1w6P4eKWGlzbTyi1+3BothWXtjbjJG1uoDgbC/216GTcGHQnYbZGj+NzzYRXPqbr7OL1aC9c2Y4XWG2v7h1Fd40Xx5e6sGuwVJxjbM8UY+98BYHXQKgWifPA7e7Nx0yjA6OVemxud9EGk9DrTcNQfiamqnRYarJgW5sdS4zJM7UGTFfrUJafixyDlt8fI5bLgQRCLkejhNOTh+CAjdi4lg0/hN8Jzeruu+/AX+++h8XMgq179qOyto5poQkDQ8MoKC5BYXExBicmsbz3MJrau/HAky/DZbXcPutnsCI4NAorNgZjI6NpVGw0nDZhqvskpEtikZWRSKhGwWLMQUuZG9OdxWgvMaOrgjFUGBaYxscRuClxEYilucVHRiCDgIkK4fchTcXC0iI62ltQVlqI2fk5OBy5mNu0hGxVNvbs24P+vlacvnQGJrUGfe11NFwNSm3CBAJa8WRBRPBaFq+V0DOOR/I55WkJqCrNR2WZHUU+K+Gm4n0Scb444dIPoVgKF/imR6xGUsCdSA4ksDf8Fcnr72ACiCTcogifjai2ZqA1X4flrlLU+S0osepQbZOjnXbW5VeIizY1E0LDZRp0Mwa2srAt83tabmWRKzaigiCsMSSigVZUZ81CudUgXjRfomP0ZoIqpe1V5xsIdrk47XmFPg3N7mx0F6qYtqQQYmZCwho0lNDczi/ipcvLeOneRfSzfYTF3Y2IeKaTRPa1tI2ISlqBOMlKyAm3bH0EQbaCUFuJpEzar3wtYScALkicbj6NlpdNHhiFFfbVwkQJwUhXsp2krqfcBCBNxX2o2wC1OYJJLgiZmiAoKUeSlGB097XgxuMP4uyVk3yeSEbgDSisduDlt17FodP7YPak/2FuBXmQUosVhMjm7ct4+5PP8dWP3+Gdd9/HkePH8eZH7+OL7/+Gj7/6HpeuP4A3P6bRnT2Ftr5q+MqV0FqT0Npdix2HdqHM60K+S8c3GgsfVXlLl3C5BE2jyojOUg0MVOm0bFZ0bQppLRU/VFpWJLdoJEiDEZ8agujEAMQmbyTk+MEUSbCYMpBGi6vgl9zozkCJNhbjtWY8xI5/dXcH7t3biK1jfnaYKHGnRCZsJBxDxdvQ2HUiKLNVIfDlJ/K95KKWFc/JGNdbqWFHtWCkWIPWvBzCLgVJNDtpQhwu7GzDu/fP4pnTXXjscAfKDcmYHunC0SMncPnKBWhToyCLFRbYDYc6m2Yhl8Fjd2K+zY09fYUYpkXZjVpUVlVALk1mx2aMoUGERYYi125FfXUFNncU4cVzE3h4bxN8diPc7jyc2DKAB/YP4chkOQ5NFNHgunF+821zW6K57ZlowPWDfbhvby+2drmwi4DaSZjtatLi8JAH5zbX4exSFQ6Ol4kwe/7yDlbbWdw4NovZoQac3TUsHtdrK7Ezwnbg9FItDsw0EZLluHd3Pw6PlfB5PdjUasWBoUIaohxzVQos1SqxtcWM3d1O7O5xE7R2bGmzYbHFgbpiK6LZYdcHrkdIOPc1rSObkbSsphJSmQR33nMH/uWuv+K/3PEvuGPlSqxYuxZrAgORY7FjfGYaUkkCMoX5/5WZSOPPeV4Pi5QSckUmKgg+nUZBOMXC7i3A/KatGJicZyTZiuKyMqhzspBCO09Lj0ZWVjKSEhmZ9TmoLbZjeaQGQ7UEdUOhOFNtrl7B9pQKRXqCeLA/OTZGXHglmgVKq1Zh0/bt6OrtQnVtFZZ37ITX48SmbVthyjVi/6H9GBsfwImLt+E2OdCKubZCjLcWoq/OSyNjRI4LIbQ2wmpQ0SKFqc0T4XUaUV1hQzELgNelFduCnI9VpcejqTwPtYVWKBOCkBG1DtKwVUgJvhsphJwyIRKqhGh42XGFUT1j/Bzbe2tQX+iG36phP1Cht1CN4XI9esr06C03YFO7Wxw5UufIQqM5Fe2OTNS49OKxuCMDXpydL8TyoI/ANcLPpNRBA+8rUvExmYR8ECQSJqe4lWhwKjFcacVEjQ2NnmwEhf0VEVErUV9qxtPnNuHZS1vw9IV59HV6aWprCLP17GPrKSMBt28ZTxUEm8WTwnRGi1PTQjVxvI1lH98oRtSYZKYebRRZEIo4wioxfSPhtxrJjLSBEQQigZptCIHeGQ69PYJcWIH0nEC2i2Aks1+7vXLYPDLoc9MQEXsPDTCEMTcCzX0sjmzPnpI/pjyqK/FRvSOQyeiVyA9o8+tQUO7A1PQQunoa4S4y4/zVM+gZbYOZRC+hFZRUCQcD5XBSG/PyFfATEBZvNiw5aShwqQmuBBR7ZYQbd2hHKabqrOKgea0+iR8yBYmpoXy9BJI49fbCqtJQQm0DtTMOkYyKUQkbkMoYqmKkUTP/x8WuFmd8na03oI/xVhio/jAj25XdPbi0qx1756qhsYaS4Cv4vKuhs0Rzp61CcLiwtuEq5JemwmwLpN5LYMuMQH5uMha77bi2XIojg04stbqp5als9IyZGQm4tLcD7z+4iKfP9OGpk4PQCDE3KkC8vqmpLA/6pGDII9cjNmAFNIo0SFLjkZWZiSMzFXhoZxNBIIzFy8DocC/jWQzC1q+GN99Dc7uLnyWS0S2GhlWE589OEp5dkCRE4e57VmGmoxiPHpvEsalSHJsoEBd6uUywXdnVKK5Jun+qEQ8fHsa1PT3Y3paL7f2l2NvrxYl+C05PenCVFnh5Wzn2jeWjs9qN5y/txKOMuQ+fWsDsSCOun1zEoTk+10ATjm8fxdktTfy9HZtGqnF1/zBOTJfh0FgRrdKLk/MN4gpam5qFQftG7OD+2trpoEG4sYkA3NyWh7lmL6od2Yw20dBKoqFPD0c+q38lTaC+wAGjjMUrhhYeFYgo4ayocJhAEgF5ShjiWRgUcn7/wrFQ/m96agSypCxQccKU28L6AOvgdBmgJygVyZEoKvGjq7sBXW01sFvUyEiPQ5aSxp8QCIUyAekZ/F2RjtraauR7ctFP8DQUaDFYXwATY5dZJ6NB5cJBg8pISSQwUwgiFmclix0LzpYtO9Db1YMWAnXL1p0oLson3LbA48vD3v170N1De+atJisLYz31jIkFmGr3YqqjEEUeM9yMe4K1VZZ4IZPGi5FXq5KgvNiAEn8uCr160R4tfC9yRvfqfBMaGVlz2faNTBs6tnlF5EpkRq7jvoyDmhZabowTr8kUxhHv7G9EfVEe8q1qcSLSiRoLphusGK61MZpmiFPbNzGWVlvlOMXidn25js+vQwnh9cT+Jrx6rAvjNLoNYYzAtMrRcjMmy01o8OSIExwkCJecxK9HS74WE0xbs812cbaTkKi7Ec7I3EhIP3JyAY+f3YQnzi+gp8OLhPQNBBMtSxFGsQhCenYEpIpQqEy06gIp9LZoGG1SEV7hcYLVrWOUvYd2RgnhrXDoSaoIQUTCXZBmhVBI1mBt0F8QEP5X/s9qbitpcwRv5lpES+7i72sgJQzNFimUFKjM7HBkKgWYhkGqCofJI4XKGgmdM+Y23BoZS+OiNyCK9A6PY/VgbJRmRSCX2d1TZICO2uoq0MBdqIGS1mSypsJXpIDNnYYcaqVFWPDCkoQsXTRyNanw2xVIpkHZcqXY2lOO5d4yjDXliTsqSx7KDxONDFkcsnMk0FsVJH0433QITW0dXHlZNLBoqPSRsFgyoMyUwKRkQ2G2H2k0Urf1mCiUYFevj5FtGuc3tYjTAO2dK0NZZSqcRdF8XxtRWp3MWBTJ9xpKqq/ih05mZg+HRZcGjTQGuaoUzLc68Pi2YlwcNmNHh4fv2wSlSgZXrhYXtnXi3Xvn8MzhTjxyZBjapDDEhgQjfGMgjBmMSASdJnEj5NHr4MiRQspKLSwGcmqpGk8cqMOeHgPMmTFQSoUD3xGIC1qDeFpNNONIUnQYZDFBWG4vwIsnxvDQvl5kxgbhnjtWYqbVh5sHB3Bg2I+9A3mED21rWy0ub6nFAhvy/vF6XNvXSeg1YKlFj939xdjf78HxMRvOz5fiwd1NuLqjnFGzHIONPrx4/248eXoMj57bgS3D9Xjw5AyOLrZix3AdTmzqxbktPTgy24btI1V44NA4LbERZ+YrcXK2HJe3tmBruwU7O2hsXbnYRbht7+TW4cS2Djc2N7sw3eTGUJ0LfWW56CnOhXDQuauY0civR5vfiOY8PUoYj31GGSzs6MK1UkXC9VVaOXwWHfJMGrhoOj6rHp5cDQrsjExOM/IdZhQ4LfzZivI8B6p8DlTku1Ceb0cFQVKeZ0SRW48Cjx5uq5KPpSUX2Hgfi645B24+dxkBV01j6qkrQiENqoL/W1vogoevp2I81CvkcBuV4mIqtlwdGqsq+X+5sJsMKCvwQ5gWu6GsAFZ1FoY6mlBfVYT21gYoGGEHmiux0F6Ipa5ibOqv5efJEC/ITYgVFqDWICRwDTZuWM3IHI+CXBoo30s5LUpFuFV5jCjNlWGqtQQdjKwV/7/G3vM7jiPPEp0P7807Z6a71ZLovYH3vuBdoXwBVQVUFbwHCO89SIIEvfeeFEUjUiQltWxLaqP2Pb3TMz2m7eyeNW/t7G7Pvt33/oH77i8yo1CA2L3z4Z7IjIiMjAxz4/4iIjM9OWi3JqGukGYayUW+R6feJMiIxz53Ou4daiWJedVnuwdJhn53KepdWRhj/zvUYcEBWkX7Bzz48a0R3DjQQPK24JdP5vHb9xZRwX5YURyLnz2axW+f78epaT+2xr5CcovBmTEq9GGfemd4/bqvYDcV7O6drzJ/VG69HNTG/VgaCVBNbUUmFVd/sxPv3znAdnIEXzw8ifEhH03M3fA1lKr58yJrIqyeNGQXbkO5Mx414Wz2vS00KeOQU7iT1thG1Y9TLFtgscYho3g7UvK3IJMmZUrORlpZ67Fh+1fw6sb/C3vj1yExbSN2xX+NanAbuWEjyY3EmPkqzdId8AULUOZMIommIodkmp6/ncouFuW8f5WPA5dtjznnRrM0hpJ4e9IG7EqSv36vRyrNwuLyVFQHSmB1ZMNBAssvT0AJpWUZEQyVwEFTrZxKy+nMQ2VVBrIte1FZkI56dxksLNB6XzGuzHbh/JxsHm3EApWE08oRtigBZUXpcNstcDmZNm1/jzsL9cFCTI140NaWh/pwOrqaS9jw8tDIhlBSkYDlUSqGiRBO9Dlx61AvPnl4Ds8vz+Gda3O4e2YQ+9qK0dpsQXNXKUan6zE+3YXRiT6MDQ1ieWk/K6MHw+1hDLHTzfZWU92047tUOi+ON+DKXAPG5KsIwXKMdfnw+YND+PUnZ/EzqrYfvjiFfUErGr3sODRRxijZT01wxOyoQg+fcV9TLbx2m/rm/FtnR/CdOxN4c7kF8lOMOnsRmmvk+1a5NIVLEK6Rf2QWos1ThlMkn5+/OIsvHh9Vn7Ee66rDk3PT+OLBMZLMpPqL1Qc3F9XXdZ+cHMKliRZcm99Hs/QwPrm7H+9enSXJLeGT24fx6b39+OzeEXzr/lFlrn+T7if3T+EX37yDHz0/he8/u4zP3jyD7z07ifdu7MfT8zMkznk8uziDWzTfbhzch/dvLNFMHcdbp/rx7sVRvHeJpCemL03RW3PEYgg350K4MVuPayzfi2z4J4YDmO/xYowNf1heog87MNJE0z9oU98Ma6NKCjmK4LMVwUaFVFGYSWShLD8dBVS0YqLlpMYgLW4HkuUF+vjtVNubsSduK034XdgrH3Lcu41qjmZkEgcqqj35EkjMHnaGmE1UGhyQE9hJ0mJoUu1R76gmU/nlpiejKDMVVTR3q0vzEHQUoz1gwzDV5CjhLS1QRBNi/civ+soLMmArz0daIgf2zERkpdEcKs2i+ShfENmLDiq+wc5aVJCsSrKS0ctnPTXRiGPj7Tg61Qs7230e85i4exNcVSXYu3s7tm3bgoLsFDTYc9FNMu6hCi3LTUM/r52iaDg53sSBIaQsGnlfusOVDlvOTrgt8aguzIYrJwND/hLcOtiDo4O1uMC+JGq4Wn740unEo+Pd+PzOIB6f6cLSqBu/fneR5FZHMz4ev3x+AL/58Bhc5THsk3vxF48W8bsXB3CaA9P2Pa+gtDABZ8bDOCvqrM2O+F3r1Z/w5ftxvUGau6xTmTZZGm1GuTUVhYVJGGz2s78t4sNbR3nf0xjvq0VZWRJCVH5W9muv14JAoABOVxqqKYDC9SX0y6HKLqFqzoOtIpPWTSKyc7ajkEqvgsqrlP06l8ovg8ImO4vKjYN/XnYCrKUZ6O+qxckjY7h8bhZPbxzGg2tLeHhtBvdOTeMqLZgX9w/jGw+O49rJUdy7OI1b7Hsv3jiE9x8dwydPTxrk1kdyK2Rlehz5HLXy4ab6ykjfiby8ONhtucjPT0BBSQIKixNQ7S1AcwNH43qObpTVUunt4Wp0NNbQvxphjwPNLpuaY+hu9au/3fS3ejHUVoeR5hqaK250t/jUTy32EQMtDG82MEiMEL2N1ejjKCwNsZUdpKvWhpawDePNPky2E50+HB5twdm5HhyfYsWONGNxoB7T3exofUGOOiEs7QvjUH+Yx7VYZCEtdASwv6MGi7TF5fPki100WzrchAf7u6rZOenXw4pu50jfU4sr+7tx73Avzd9GnJltV19CkK9wLFE9yfzHoW4/DnTx+jYHDjDNAy1OTHa5MEeZP9/mwkwr02rxYq7diyl2/JlWNzuVi8/sRWugArPddZhrrmaD7cGRoQYc3BfgtW6lgBbbqzFF5TNRX4VJugO1pRj0l2Ofq4SmB0kkRJURqlJvOYjbE7AS4lahn6qg2y/bOWwsAz/JdhIf3DqIj+4s4bM3juMHz07hB0/P44u3TuNbJNFv3jus/pD+NlXc84sk0ovzeHJ+io14Fu9cncfzCxN4fm4UL84Nq1/4PZIfBJ0YZNnsUz/jvjTfhpOTDZhjmfWzzttqKhCsslDdJtO04mBI8yuXpJNK0kmkupVPdSfTnI8jOe3ZQXOHJtLu7a9SEb+OXVu/jh07X8P2Xa9iD4lrz57N2Etik9epYqkqEuR1K5KYfOQxZifJbfdmZGYlkgC3YDsVx6498lUbxqVZt3cPLRFCVrCLUziipxt79UJlGWi156GmLEeZd/Kf1ZEmr+q4Y+1BmrE1GGI7G6A73hZQP5geY10u9pGIWE8yAAZp3o6wTZ+lSXpmvBmnx1sxx7Ylr7oJqTfVepCTk0uzO53knY0xqq1RKrQDQy1wlRbh6OQQzk3to0UjCzlDOD7Zg+WRdhzsb8b+fQ2Y7QqhyWFDyFqFE6PdODvdjdNTPcQ+9IYDaKgJ4MjEMNPpxfJ4C47MdWKRA+X1/a04NBBiX3Th0lQL224XOuq8VK+1zGcHLpCI57rr0Rqu44Ds572aqfoa6deMkc42TAz0YHqgk4TGNjnWQSuiXUHepz402onj4/twcnYYx2ZH2O9GacIPY3asG/MKXZgf7cLCcBuWhtvZT9pxYKAV+wfbMD/UjVmmO9xej+5wDdwVWUQmiTdDHXsqcwkLajgA+m2lRBnCrnKcX5rAjz58gF/94B38m794D//xrz7Gf/qb9/DXn9zDF0/O4h//7mP8l7/9iPgQ/+2XHxMfKfz+N58oKHIbkr9/F2RhpqMeU52sYJKQnx2phqNdHUfeWqqMIE2LEBG0F6KB/k3uYjQ4C1BLZeUvy0VtJaW9TTZuygbQIo6UhWwE+SS6Avip0OSVq3BVqXqxvpFmgfwnQV7paBXTxFpC/1KOcJVq17u/kg/JsBZ5d608F8HyUnaYAjTZSxDgfQKOUnRSDY3UlWCIJNvqLWOahai3F6DDR4Xlkle/KrGP5ot0tiYScmdNMQZJkiErlR3z3lddhG4P5b2d4TSVBmne9NSVI8y0Q3y+hRYb5miKHyDxdbst6jPN7dVVTN9NNcZnc+aqd+lkN3iztxLtfifGqVhkAnefpFVfjDESnRBzT8CFPpJOH/07mO/2QDGGGx0Yo998lxPyg5XRepcy4yZaSIzsCOMkW1mN6w+UYzjsREe1FfWl2ZhmvFaaJWEry6k0B6MkzV6Vdw4I9W4SfD07GDsnB5tJkvX9U4N4eKwL37g6hR+Q0P7i3XP46fPL+OGzs/jek1MkuCO4d6wXzy5MU8nRTL26iOdUdh+QCD+m0vv0wRl8/uYJqkGeUzF+eJej5c1DjHcQ84MduLg0zOv7cWW+CyfYefb31WOyrVqZXUE23loOlPK+Z2rCVvWOZ+yOV5GydwNNdNmYuw5xe9dRtW1G9u6NSNq1jkRGotv9GvaS+HZvI1ntkP1jr2PbllcRT4JLEWVFspR/bKTH05whUSaRzOJjNyBm7+vYzevj4jdSndACoV9W0lYUp+1iXpLUNwYXOYDIl6HbqCYGW2pwZLiJpnUzSaQdp0bbSFR8ppleXJztxYXpHpwnscjxpTkho25cmOtHH8lrf18zVXQnbi924TYHwps0Ga9MMZ3+IM1hHywFZSTaZOYxRQ04I+1uklsjbEUWLPS3YXmwCUeIpYFmWhJiPstvKjkQc4CWNhAoYzuvrMA8yW6ag3O7r5KDlpWkXAhXWRn6Gt0kKYf6EbPMNRZmZcOSlQJLWiay0+RnMwnITk5FbrL8EzeNqpd5SUhGBvOTmZCBjMS9SImNRUpMnHr7Q/6OL59Fly+VxO/eitidWziAcBDatRPpe/YiNSYGOWnJqGc/9LOf+Wl9yA+r06m4sxJYJ0kxKEiLp8pmfXAQEiQn7kCB+jBAGmwWmot5qajkuUA2TsvPfWxUvLaCbJZLHuRrwEL+njL2e/LF2cUx/PT9+/jd95/jH37yLv79z0hkf/8hfvb5m/jO00skt8+Ib+Kffvc5fv/bT0lon+Kf6P7Tbz7D739l/rd0gIxqs6RQEVEid3AEZieRF37lawLeykL1WoZXyKiqCGGyq5CMkFALya6Bo1jYWqBe4ZB5B39FvvHqk5VSnLb/HFWMmG7DNNE6vCQdXiefUamjmdZIqSo/F6mrzISvLFNVoPxZvjqfkpwPO0hl6ObDVxcWkABzOJoVwZ6TRFWQxhGqAbeX+nDniPxDswmDzHM9yXSQnV/eGJBPIB8aaWOjzlWfZgmWZlKZ1cOaKp9wTsZgsISNvVR9BcSbF69keKs7HVW8n/zN/cWFUXzjyoT6Uu7luSCODYhSo2rr96GnJh+tJLfloTCa7dlorMrhM+eywQdQy/vU2bJR7+L5QAD17OAhkn8/n1/+FB/kc4Zoyi90UUmyIb93dYjmcada4Wqx57BMLTjQV8d0M/m82RgJWTERtiJQmAY7835sgPdkmcu7g1WZcVjqZ1x59YydoZWEMkfFKnUi5nBngw3ffHgcn92Zp1I7gb/66CZ+/tF1/MV71/CT9y7gB89JXA+P4d7xATyhGfyYJulTUWy3lvCNu0fx7hsn8NH98/j88WlefxHfenIBn791Hp8+Ooc3Ts0gPTEONTSRhBgfMY2bB4QEutRc1GRTFUbD5RgIyfu+NE0qs6ikXkcaSSed5JOVsg25fJ4MujmpNFNSdiI7cQs72GZ2kE3YveN1qq9N2E5S27L+q+xsck0s77nHUH4x65FE4kpKpvlKotxJ4txCBbiZ6m8LCXR7vKi4dSS3TfAUJVKhVeLISFDNaZ4YpbrxV2CE5Caq6yTVzym6p6c6cI6m37lZkth8Dy4s9uP8Qj/OzvfhHN2L84O4tjiK3jofDvW14+riMC4vDODq/j5cXejB5ZlunBppoTrxo7i4HPFJGSRfEgJVyDiV3WGqIE+phSRGRa9ed2vAPC0LZ0EcqiuzqXJCVG9+Dg5u9iMqmfIitqEGzLDdtboLaF14OcgXoc5hxeK+IK0hPza8ug4bXl+PTes3YsOmddi8YQuxERs3vI5N8pvErduwazv9GLad2Mtj2YQcRxLatvk1bNmygWW9Wf3mUJCfkYDtm3nthteweePr6oOsLkum+leDrTCT1kuIiixIK8RDcZKLxJ2b1QbmnVvWq0+np5Hk0hL2UqHvVNtjcjJp1gsy4lGQHqt+fCP/OrakxaGI5n9RlnwANB3FVLilebnkHQuqigpIcgU4TmX7g2/cxa++eIZ/+OE7+L9//AH+8W8+xk8+vo/PHl7Af/+7z/FPv/wc/8+vv2XgN9+O4Pe//Mwgt/62EMozYzHGwpporWGDdKAwNxelubLxshDlMoFeKBP7FjZSITGSDQmswUE1RwYPktzq6C+7nEM8biT51ZPoeqiW9vfWYYgKZLxJPmpoRaeviMTkp1uGCaqXU+wIQw3l7JgFal5roo3mLEeGeqq9KRKjtygF1cW5aPHIzmsqPzbUYEk8jo+Gcfc4zaPjfZTtojg9JE8LZpptaCxJQ1N5MhtuC9qtWSS2VLRZM2n+BdFg2YPGskRMsrEP1RbzOAst1nQc2+fDdIO8GJ6DQEkePrq5gM/uLeDjWzN4cEI2utIEm6rH3UPdOEHTdLapFFfn20lK+STJQqqzYnacRnRSzXZ6c7CPSk++WNrvyUEP/cYbbWpVKkyzqKWC5NwrH39045s3J/DWqV5M1Zeiz8u0OBCcHA5hwJ2FLheVWoMV+1vK0eeyoDpzF5ZIiv1s6D01ufDnx+E043azbEIl+ejyleAgVUiDuwg+DjadQQc+fXwOn715FN9/fgl/+60H+Pknd/GXH9/GTz+kenuXxPXoJO4cH8Kzq3N4JOR2cRbv3VzGB3eO4P37J3jtRZLZaXz78XV88fwGvvfilnLfvX0CZWyEJSVl+PDWMXzj+gE8OTuBN44O48ZBKp+ZNppeTSyTMA7ShJdPWOeTxFJjqdASaW6SeFJ5npa+EwmJm5CaspWm62YkUdUlsePtlndOSXI7t6/D1k2vIIYmanws1Z98+4ym7W7G20nlp8zRveuxfTc75LavYsPWr2Dzjldo2n4d8XHrqVA2kjjS2R4zObiU4vhEq0KH38G2HuTA1Y8z7ETy5sb5+QFc2D+Ei/uHcengKC4fHMOVgxO4ujSJS/vHcHFhnEQ2ip5QLZYHOnD1wAQuzA7iNNXdkdEOLPZ3YqijBaEaL4oLS5CQnIm4uAT1A5XOgA3jFA9utuXmmnJaABVsszXoq3OovlfMzj9JBd9bW4neYBUcBRnqpy2zHPz3d3nRz7qd76xFGy0S+UDFwWGayAzbtHE9du/chfi98dhCMtqxZTtN/lges9w2b0AxycLCfrxp3avYuv5VZFKxiWAp4v22b36Ving94ndtZT/LhrswHWXZSdi1iaQn1zPtJCq4SvrJLoHi7FT0hV20UqxoqqlS/4yQazeve4X3WkcyfY31tQHJcbuppncjgYouMSmWdbcLKQnyE2sqbvrJvKYMUhnJe5EpHwNIS1Lv6+ZnZqBQSC7foj6wuTzTgy/evYFffu8F/uWPXuA/ULn94998gp9+cp+D8jn8N1Ftv/oc/4PEJvifv/02/r9/+T38r999lwT3LZPcWkPq3cfhJpl78rLAbSjIpjmRQ7uYqq2EhSPffJKfTciLvoHKPJobhWjy0GxqDGCun+bIcDeGmU69/LiVI1U9Tbt9rKjDQ80Ypuk41VaDkQYnuvwl9Aug01+uVtfOTbVgpr2KcUsYh6TREcAI43dXW7DcG0CII341K1p+MCM/oul356DXlaWuu3t0DA9OTeDN46M4OtKkvlZwcrAWM4E8LNTn4s5CA460luPWfAuWGgpxddKPRV8a5kPZONnvwFJrGebCRQrnR2vVFodx2RBJlSUm2+dv0gy7vah+zvvwNM2v5T58cusgPr25iHtLHXggO/v7PVjqtuNwrws3FttxsNWJIz0OHGkrU/9sONrFUbalAgutbNzMf6stEyPM3/nJFgzxPh/dnMXbZ+RLH3bmpxxHO+24N9uA4y0lWCapHev1qj/hn2B4H9XcNE3UY7zfpUkZBBLUJukebx7CitxKqdxCCHFgqK7IQ3ttFT6n2vrs/lF8j+T29995hL/+9A384rM38LOPr+LH37iIbz85gzvHhvD8Cs3Sy1N4cXkOTy/MKvcFCetbbyzRND2Bbz4+j88eX8J3n13H99+5he8Rxw4fRt/AKMnvMj64fxbv3jyCZ1cO4NGZGdxaHsKVA/twiWru8nwvzrCh9tPUzkzYiR1UZduovHbEbcRWktKuuE2IT2anpHkZs3cjYmmmbqFpmpSxG3v2iCJ7hWrs6+q7glvpJlHxycdUt27/OjZu/nNsJsFtiVmnrtmw7Svqm20xJLYUkmZpzl4qo3jMkRiWB1twbKQdlxaG0BV0Y7i5hgRFIjs0SQIb4/EIrpDYrvP41vIkbixP4+aRWdw6Nqdw4/AcriyMoM3vpYJvx7UDJDuqtyPjXehpDsHnDaDc5kVeYQVSM3KZh2SScAxs5cXqlan+Jj/shbkIOqnSayow1l6N7gDJLTuRfS2F5mi1+ulNJ+vNaklHZV4mLamAWniYoAqfaJJPipVz4CpXfxzrb6zGhvXypeFdSIpLpBJbT6W2M0Ju8vXfQksu8rIz1dsv4ifEI305h8SybQvjbKPy2rmdBEsCy4hT35rbtXUDtm3dQmwzfhSdLAs+u9RHAvIpeiw5GcjNTuaAtEd9Ty+BYbuo/jaufwW7t23g/bdwEJJPyZN0SWRxJDb5QbX8UT8xjmYviS8+nmFEMtNOl3+6piYjMy0F2RlpsGRnoSQvG4dnevHDD26R2N7Bv/sXH+I//ouP8e//8n384P07+Ob9U0rF/f6Xn5rE9h1FaoL/9x++wP/6h++aZmlbGPmJ29EVqMIg7Xj50W4+bfiirHQ4inLVZ1rK8jJoF2ejmuTWHrBjuK0e030dmBvsweJIHw6MDeDA+KCawJSfRvSEa9DPjniADWpAVodo7o42ujhiFePwoJBbGWZbXOzkjZhrt6rNgrPtHhJlM+aG+jmCleFQTzVNV5o0+SkYq8vFkXY7jrY7cJbm4HWOstf2T+DWwUncXhyhWpjA9cUh3D3QhwsDDpwfrMSjww14utyCn799HFcGbHhj3o+LHQW4sK8Qt8YcuD3upn8FTneW4fK4H3eXWrDcVoR3z89S3Vyn9D2uVhYfnB7Hs8tLeHbxID68dgifXFnER5dneDyFh0c7cG3Gj2vTPtw51IrzYzW4d6ABN8Yq8PaRdtxfDOBMvxXLHTZMhjhiO1Ix15SHuwd71Keb3r22gGdnh5lfB871luLGuBdPD4Rxe7gKN0acONzhxEJzIe7OeHGw3oLpugpc7Hfi0UE/5kKZuL5AM4jkFuBIJ6aLKLewIx/u0mz1x7BvPb2Iz+8fUcrtl999rNTbLz67j7/85Dp+8v5l+p+nAh7G+zfm8c07+/HhjUW8uDiDN89MY25YNvbOqm0j37h/DJ88oEn6mIT49lUS3G1cO38aJ4+fxPee3SDxXcb7d0+SEJfx5PIBPDgrhDCOa0dGcP3AIAljGOcODmCipwl5OXHYEcuOFUOC2v11xCZsQnLKdqQkbWNnkT9lvU7C+hpSqOoSSWi7SVrbtn8NO6nGtpC8kpJ3YMcu+pHUNmz6M2zZSX/GybEkspO9yg6YgB0xryKNanCgyU0iasSJkVZcmt1H83EAN0hiPWE3ycaDq4dGcX5pGleozq4fHMdNEt3dIzO4Izg+j7snFpR75/gCbh1ZUHGavA4sdjXSTB2iWTqkVkuF3Go8fvWz5Zz8UiSnZSOWJulOEo21XPZ/cvBhnyilYHBz4Knl4N/f7EYzBUIJlZG9rACDjR54ijPQ7Kuk1ZSh4k50Bll2A2pRSuZ0271WOEuKaOlUUg268LWvfhWbaX4KocknonZs2YG9O/fQNH0dG6jW1r8mL+xvxLrXXsXrRMzuHcjLTEEySWmzqK0tVME7tsOSHEuQaEg4O0l427bv4ECyQ71Wlhy3k6YtB52EOCSlpWFv3F6W/2bs2s37Mn4S1eCm9RxoXvsqzdPX1Lf0dsuHR8kp8nn3bTHbEZ+SSLUeiz0k+9jEGA5oTDOWeeW18UlxjEviS4pHWhpJjgouLysDh1lfPya5/esfv8C/+dn7+Hc/eR//9i/epZq7hQ/vHsd/+cVHSr39D6o0pdao3ITU5Pi//1LPuZGo5EN2YVu+mhvqr7PDkpVJOzkFNnYa+QlGaW46paL80CIH1WW58JSXodoqL9VWwW+zI+B0otblpH+pKvygvQxt1eUYb68jUXHUafdhlJXZXiNmaYAqowzzrS5cnGqE/LF+vIEqqsOFoM+JihI7+hsCuH1kAO1OC2rzkzEVysNhmoKHwnlUZlk40O5i/AD2dwYwQPOtjeZnD93TQ14c7yzCxaFKvLXciBenuvCbb17CGzM1eOtQELeHynFnohRvzXnweMZNEinGlZ5SXBz14NpcLU525pO4pvGLT2+zMx9VqkbyJeQ7HCxWX9G4QiI83UeyXGrCzTk/LpMo7y34qVg6cPtQCM/Od/JeDrx7sg2Pl/y4Oi7vYFZhkuq0y56IxeYsPFjuxZC/Ci9IlE/PDpHUmJeRcjza78O7xxvxYJbpz7rUquxBEuPtyQocb6epHhBi9uLelA3zwUyayH7Ul6WihoOPvyQFF49MYridCiIvCY3eMpqQl/HZg+P44TtX8csvHuPvvv0Qf/Mtg9x+qsjtAk37EXx6jwpNyO36LN4n4V45fhgnT97Gk0tLVAtVuHl8GpeWhnD75DSeXl3Ge3dO4sLyHE4enMP33hIFeAGf0lR4784JmqzH8ezaMh5eWMTd0zO4e2yCdTmK60dHSCbjWBhthceVo/6SlZiwjiS0iabKRpol7Ch7XkN68hbE7nkVqTI3F0tVt5dKjMSWFLeBHYcm6t512EVy2yGKbctXSHo0x3a8hnxLqprPCdpLUFGYik4O1PKWxtGJDir9DlyaoSm52KO2VASrStDoonprakFzdRCtVF11bjdJx4nu+kYsDI/iyFgfVfsS7p3cT1CtC8EdmqDFYlfkdm6mHyeo2mRuV7ZoBF12qrQyWPIKqC6z2JmTsW13DMpLi1kfaQwvhyU9BfIH+6rCTPU5KPnrlqNctkBRTday7eckoob9MC81CYXsg7Kf7xTzLvsH5cORvXUe2AoLUF2cz+eswJ/+n3+KP/+zP8N2mqPbtmwikW0nEe0k0W3CuldfoZp6nWqJhLJ3j1Jie3btpPkfrxTZBiq5DZt4DVWavOCfTrJJ2rMd27dtoSregc1MZ+t2HpMEN27iQMRrdsfvxG6S1Y6dm7GDhJecGoeUtDjslA9ryk9tUmNpJq9jHZH4ErZh03YqRsbfmbAXe+LjSIzx2EXlJoS3efdW7ORxHMkuNn4P4+/lwCUEl4Ks9FQsz/bjpx/exr/+0TP865+9h3/1w3fxr378XJmqH79xAv/97z9Vc2tCbkJsYooKuRlm6ucGufXWh5DGzMknwwd8FRgkckloBeny7bFMFJFNS8j2FRxNqkh2Nkrrivx8lFsKKafzUFlQhKKcQhRkSKUUITmxEPlpmWig6qotzYOfpm031V4/zdKOmhIsDTSit0bIzYOzY0GadVWYaijGdJMNRWVuWDJzcf3MFVw/NIJeeyFCxcmYDhViubUSy6EcLNSm4XC7W827nRsP4UBjHga9NIM9eTg74sKJ1lwqsio8pZL64ZNlMv99HofxNnF/1IbHhz14eDCA+/PVeGO6Cpf2ldIs9eHKdA2OdZTju2+dxm+/eIRvvXUS71C53NzfiFODHhxqc+DCcAAXqLLE7Hx+ugN3qczeXArh0XID3j3bgzeP1lPhdeHJUg2en2jG4yNBXJ1yqfcyx/1F6LEmYYlK7NGRPpJbGd4+P4On54dIuC6Vl+eHq/H8eDPuzFRSrTk5OvM5h0O4M+/AKRL2VC2vPVSH+wfDWGwqVn+el09JeTkA+AtScfboHI7QdLKWZrLzWvHdpxfw4Ztn8SM2iF998YTq7RHV2z2S90384ps38ZcfXMeTs1P47qMz+OzOUarRGbx9aT/mxvdjYPQQ3jg9j8Z6qs/9o7i6THV8dErh5olpKpkJvHP9KD66d4KNjcru/nF88sYpfHzvpBpZ36OZ+uLqEp5eWsRb5+fxkObqPZLk3WNU20fH1UrltGy/6avDWKcPE91BDLZ4MShbZsI29Wf1gUYn2oNVaJUvsdZWkhDK0VZrRb2nBA1UOCFvBYLuCmTR9MlJTqZqdaAqM41xqjHQSmuhvRmTJKKFnmb1GtZwc7X6GGrQ7kRlYRVKSzzIyCyCw+qC0+lBeYkVxRYq7HAXzi8fo5nKPLMMHhydwf1jJOrlYbS4bVje14SrB/twdrYXxya6sDjUhtGOEHpZVi4SZFZhGeJSM7BjbxwKSUZFWcmoqSxQ80tpyYnIpXCosZez72TCYbdj+dAJNMtcXWYClS3NNCqctNgEtQNhuNWLNvYb2QYlWymKaLYV52bDUVmJP/0//hR/+qd/hvXr11OJkZA2kdi27WQfjMOG117hwLALOSyPjNQU7Nm5C1s3babKo/LaspXkthEbN9IE3bzB+KjA7u2I27mVxLiZxLYN66nqXt+4Hq9teA2vrv8aiWo9YpJ2Y28C1Z18cIDYQ7JLztiLnbHrsWGb/KpgHV5Z9xVevx574nZgO03UPTRFJd4OCqg9JLzY1N3YHruV5EaFuJcqfO82FW937HYOCDtpysqrcQk4NNWHn3x4F7/9PgflHzzF333/Xfzmpy/wrReX8Y3by/hHkts/UqH9/ref4fe/+Qz/83ffiai4CLntq29A+q4ttLt3o6M6B4NUGNkZtKspQcvzC1gwHGVTMsim2bSLsyn7WUm5pUjNKEJ6VgnNgUqUFHuQk16OdIsXu1OcsGTY4CmRXfpW2DkChSuF7PLo5mCqza8WB6abvNjf4cV0YzkJtZDEWoKQP8TK9rCyL+HoYBidVRZ22kTMNZZhob4UB2tzMO1Nwol2G25Oh3BxsAaHmuXLByRldx6WWopxoKkAZ6iU3lxqx/ceH8Vff3AVN0heb0w2Yd6eTVXnwKXhOpp5LqohOxVhCY50+HCsy4MJdz4+vn0Wf0mz69sPT+H5pXG8ebiZZNJAteahmdmEe3M+KrwyyP8c5J8P16Zq8PBwKx4e6sAb+5twZ4GKbsRDFRbGmws+mpxWHGwpp3IrRZ8tHQthC03XLvTXlJLYpqjexnF3shr3SWbPlgMk32aqzwocbnOjs86vvpl2cciOIz1U1c4MmuUeXJ9tRo8jC1dmqUQWqH73+alw5W9E+Rho8KtJY3dRIb7z5Ao+uHsOP3xxnartEf7+Ow/ovoFffecefvPdN/H3n99XBPujFzQ1aVp++94xvH3xABaHB1DG6986M4dgtQfWvBzcO8KyIDHdWx7HA5LbY4Y9u7gfb1+gaX1xEc8v78eLa0skvEMK6phmvCxQCGQ+7q1zJDmquQdUgG+enFKr3beWR2gOjuL2YRLn0jguHhhWK5Sn5/bh5HQvzk7uw6mRbpwY6sTxwQ4q/1Ys9DWTGFsw3kNS6WxDMD0fY/YQ6nwBxFAF2Kp9cPlq4HaFEKhpQBfVWG9rO0a7mM7CQTTWhNFS24ir56/hxqVreHL/Pt55/BjPHzzGnYvXcIv+969fwXv7+vFwpgf3T0zi/tFpvHF0FI0OK06OdOLO8iBuHdiH61SDV2V1dboDJ0dbMNJWB5fdiszcPCqdZOTlUwTky0crC9W8UlqS/KIvmaaovDObASstn0OHT1N1piI7KQZZVJ+JNAmTSUKyelnrKEHYVYKRZj/8lcU0HeORkZSC0sJifO3Pv4Kv/vlXsXEDTcyNQky7sWMbldWm15ApX6pJYhrpCbyP3DcGG19/HbG746j09vIaIbeN2EKzVib943bvxJ7t27GVpLaRam49/V9dT7J6/RUS1ld5TjOXZud2klIiFVoCsWXnRpqcO5GYTpW3eyM2bKHCkz2IJKnYxN3YJaqNBLZTEdgm7JT9i0nbsTtxB7aQ0ES9KXJjmrtJhgoxO5BKE3hyoAvvP7yG7764jc/fu40v3n+M73/8Jt6+cxq3T83hdzRT/91ffYj/+isquF9/qubd/omkJgrun36lV0sbG5C5ZxuK0nejxVsA+dV+gaWYDJqN+AwrYvL8iM1yID7HgZQCL9KKapBVHEJOWQNyyxuRV9GM9MIwknP92JPrQ2pxA3zuNnQ1D7IyfPDmZKPXmYs2WyFqLGlqS0iTvQhDQTcGAzY0V2agQbZIFKVhrKsLPq8HSSlVGCH51OanwpOXgJHaIiqfAsw6EzDl3IOFukKqKR/m6ivQV5mMVqq7AVsWptzpWAxm4wIJ6/YUzcfechwQwqMJd1IIpiwBx5tycSxcjEUPTeS6PCyTbJY7nThCQuwti0NdYRyJsR8vzk5iuduOEx0VOLfPjtlaCy4OuHGGZu/+uhz1672DzTRV28txacxPc7UW53udON5qwzmS5tn2ClwbsOJ4Rwlmeb8BdwE6y5Iw7acynWmncqtUK4zPLo6RDKtxe9SJxwdqcXbQjQZLDKqSYqlI4jHdYsWZ/lIMedNJjhaScAnOD7nQY4vDpakQzvTlYyKQCX9uGjuzE4GKQpRl7kUVy+6LZ+eoqk7hBy+uUbE9xN9++0386nsP8bvvP1Tk9ref3lXK7ScfXMZP3rmEHz09gc/fJCHRvLSX5uIbNC0Xets46Nnx4sws1SrN0hMTeOv4OB6fnMBDHj+g2fnw+BQeniJhMfzh2RkDVGqPz8/hycUFvE3ie37lIF6QBN8+O4u3Tk0pPD41iUdM4/7yGO4skeiWxnCNuLx/COfn+3FmpldtXj053kul3o1jJJUDVGCT+xrQ11Gv3v8MN9SjjJZDYXohbC62z5gElFdVqf/u1tHcnOofxGRnI/pam/Cdty7h19++ibeu78fB4Xr89kdv49c/fAu//tFT/P2PX+Bvf/gOzi4NYqa/Ho8uH8bf/Py7VGjTuHNA/s8xqshN/hx1Zowq/cQo3joxxrIY4eDWhzcOduHO/k5cZt3OdAXhs5UhNZnmpSUXHY116GwKKgXlKCtF2OdDjdMFe2UV7K5qTM8fQQcJuNpWgTDN3rTYPcgkiSXSjNxBZZWXmoA2H/tDVSVS4xKozJJIlOnYQoLaTNW2TRYQNm7GTpqlSXGx6hU/Ibe0uJ1IkZ89keCyUxKQGBOD1JRMbCEJinLbJB8xoIrbun0XTXsSI92NNFVfp6ITYnt13et0qci2byAJkYyoyF7f+IpSWkJeW3eRGBO3UbltIPF9HRu2SvyvYt2mr6swRWq7aZ5uW4+N216j8tuB2LTdJDWekwTX07RdT7WnVBsVoajBHSS8RD5DyO/FwvgQDs+M4ej+SZw8sIjzxxdwYHoI8xzofvTJWyS4D/AffiGbeT+OmKn/9e8+we9JeAa5NZCoyJaWlDi0+twIc9TZG5OM3TviEbc3DcVlfpKZD5kktfR8L1LzPUi2uJCUK3+BtiM5z4XYlAIkxSYiJSEblfY6zIxP4ubRBYw3NaGEo4ydJm1dUS5cmYlUbwU0mUrRyUpst5ehOjcR1TkpND9z0ejxwG8vRkYGO299DQKFWXDlJakP8U2HyzHiykCfPRGTgWIcbKvEXKgCnSS27ooMDFrTMVqZhJn6YpxprMSVqTosd9D8DZdhMWDBAZLTfhfJz5+KA34L5n25mK3jeagASzQ5z1IFTnhyEC5Owt25RqXAFhtKMCN71gKFGHVk43hLFY7UW6ggqQ77vFisL6GiLMbxbicuT9TgcNCCI8FSLEk4yfREOEfNEy40lGOougQdpTSx/Xk4P9KAXncpHp0axTtXpnCx14HTrSW4MV6NM8M1aCpKRSnrw2u3YKKhjKYwzTXmbcCei/Mk1XM05cdcyTRdG3FM/hbmy0awkKaO281yLoE1I1EtBn3x7BI+un0K33t2RS0m/B3J7bfszP/wA4Pc/uabd6jIBvHjD6/gLz+6S8V6FT98egqnptoRcNvxjfMHcIMK6ub+Xjw9M4bn5ybx7NwEnp4e4/kEHh0fIzGx0x8aw93DJKcjwzQ5RxTeEOIzye7BmWk8uTCP92iivndpAe9coOo7O01lOEFyZRiJ89GJGbx5nKYfFdKtwxO4dmAElxYGcWluCBdmBqmMBnBush8nx7rUDvj+5jAa64IIkMCKckuQm12G8nIn0lKzkFfA45JC1HvFzPWjr97KuLQUutz42dP9OLc0gKGWMMvkBf7686f42SdP8POPHuKNk4sYCLsx19uIVg7C944eUrsBjMWDQT7jEKqLLTjB+79xnOQmhH9ulsTPcjkxTKIfwKPlXrx5sAdnaa52hbzqg519DdXqjZws+edCWRlq3V6alXZlBts9frT3jJMAW9TrfXW2KmUmpgkR0ayNI1nn0IqqtVWiMicXSTHxfMZM9s1Y9UMa2SNWmGP8eSs1LhEJ8nmp+BgkEcmmK7sfSnMscJJMq0j8e+JisHcvzcW9NFH3xNI8jCcJJZDk9mD9Jqq2TRvx9XWv4WuvvUqz9HUqru1Uc/KTHZLYZsNMFSKTf87ujNmAzTvlD2Ov4NUNX8PXXv9zQ+URG0hcr218jYQoZLcBm3a8RkIjWe5ap8jta+tfUeQmilCwcds6kpu8lbIblWXlaG9qRU9bB/q62jHY3Yfhvm54WD7haheunFjEi9sn8eNv3MC/obn6n//6A7XAoMjtlya59dbXITdmD6XwTtR5AqgqKadsjkd9wAO3tRip8Xuxa2cc5epubNu6B1u37jXk75ZdlLe7SIIx6gN+Q+1htNW6UZAejxr5lLGrimZDK6rLcmDLT4Q1MwH5iXtoMpXCbbOh2mFHTZXV+I+CtRw1kukaL5rrAgxzob0+qN42kLcf+kIemlvV6PbJthEbJlr8mGz1ocdThhY2ni5bMU1TF/pImmMNbiy0+3F0pBUH94UxL3uFumtxoCeAuVYPZppcmG+qwUKzDwtM41B3CIvdNTgx3kRl0IDpNg9ODgRwjSPwgRY3pmqrMBOswlRdBebCVozJim+nD2em2nCWcU5PtrDDNeHUcBOWu3iPBpdyj3fX4fxwC06PteL0dCdme0KY6a7H4YFmXJ7tw0B1Md5Y7sOT89M4N9eFoxPtar/U2bkBHBrqgLcgE0tUKgv9Tej0VeBgVwNJzK4mss9M9TG/3bi0fxQnZ7qwPNmNUZpoRZYC7B8ewfHJEZxdGMNHb17AEyqmD6nevvf8Gn703k02hlv4yfs3FL779gVcPdSLj944ie8+vYrPH57HuzeWcbA/iBOyf2uonkQ1qlZMn5DInh4bw7OT7MjE2zTVnhwdo2oZwb3FPqqbftw5RGKThQfi1sFhksE43jgyRUyy41PNnSIhnp6kSTtJ85Sq7QzV27kZ5b55knFJiHeF4Eh0N6jmrh8ew1UqqUtM/8LCPpZTN46PtWM/TdM+klZLqBphvxuVxQUoLixEcUklUjLykJVVgNg9MchJIsnTJDyzfwQz+5rgyk9GUL7pJ3u30lPgKytU8JbkobooE468ZFw4OIon149jriuEgaATJyd7+fzjODNHYp0dRlVWOutRfqs4gmv7+0mA4xykZD/kJJ9zmGQ/hDfp3mKZXV7sZ110YrS9FgPsH3mp8iFNh1q0qK+uQWswhP6uVkwN92NioBtdVHhdbP8hexXbfQU6AgHUsH+42T96Ww1ll0U1mJsp00O5rG8LivIsKMzLJSwkuyxspSKL30uTUMzLV19Rn3aylhbCxb4crHEhOW4vTd8UZGflUERkK6SlZSGVhJmQkII4ipS9JNWdO6Wv03zcss34IvH2Hdi2fRPWyxzca1/D6+u+rlZMd8fwPptfIb5GRbiO2Iht26got2zA11/7KomNcan2Nmx9leRIlSmfWd+1lWS2ngpvHU3Z9dhAdbpRfgK0dTMJdhv27opBcQHN8dowmuub0dnaga62LnS3d/OZi1nflRjp6cOBkQFcPzKLv/rkAf7tT97Bf/r5hyS5j/Gfaa4qcruwxNGqvhb7GsIY6epBT1Mz6t0OjowNapIz1fymfHFOJtITYpCwaztidu1AzO5dal+KfGpZCn9msBsTfR3IIYFZUuKRl5aCWD6kfNAxddd6xO3Zg5L8AtS57GyYdeodtuNTAzjOEfnYVD+OEqfmR3GCDejKkXmcWRzHKY7Y5xbYUeeGcX5xFBcXOZrL5PbSOG4eYQcgrh6exI2js7h+lOfsQHfYme7RffMkTaLzS3hO8+LphYM8PkBTaZ5qYpbm0jyeXtyPt2h2PaH77PIBvLiypCbTxXx6/+ZhfHDrCN69Jp8FWsKzC/vxtsSTcMZ9fvkg4/Gaq4b7jGbXOzLvJGbY6Sllej1j2o/OLuDB+QXc4/1unZnDnZPz9GP8cwfw5OQMvnF5Ht+4zjSuHsIj3uch4z48x7xdYjjxNvP01pVDeHzxIN46vUCzcJF53k9CWMB9moEPTvM5SQT3SAjXjkzjEvH40jHm5xjevXkMH947TuIyJvq//fgCvv2Wge88MfD5wzP44PYRtW9INkZ+/uAcPn1wVsX/jO63Hp1T+PDuCbzPeM+vHsD907KxdR8Jtp3mYitOTbRxUGjE0dE2LI90Y7GvBfO9TZjraaLbioV9bcqd62nB7L5WzPTS7aMfFdHCQAfRqY7n6Dfb146pfZ2Y7O2g26Uw3ddJtx1jXc0YpNrqrw+gL+xHZ8jHATCA9lAtGr3VcJZWothSyk5fDGeFFR3hMEY7eC+S/vJYtyLEA4OtHER6mKdmzPc0M789ODEpgwkHCLbHQxxMTnLwuHRoHOf3k1gPS/uaIZFN4fKhCVzYP46DbOfH2VYvH57ChUMzuHJsEZePzuPi8iwuHpxQOMdrz8wPcyDqwZnpHpyi+pR3MhdYPsscmM4dmsIpxjm7NMk0pnFhaRoXlcv7HJRNw+MKlw9M4BLjnGN7P3tglINYL+YG2nBwfBAHRvuxOLKPJlovZkmMswNdamuWlNdwTyfyqdbSEhORmZKiyCyLpq0lOwOpCfEooAIsyC9GIQlEUFRQisLCEuRbipBDhZeVlatILz09C+kkPkEGjzOzMpCdnYlsckFuXjbycgvUNcVF5SgttVIZ2uCrssFvc9C89qLJRwKneu1o8KG7uRb9HfUUPM0Y5+Aw2tnAOm0kSTUxv81qmqGeg3e1vRIumxvVNNf9VOWB6lrU1tSZbi2sZVZUWR0IBoJoCYbR09CI0W62EZbD3PgA5ieGsDg5bCq3zi5kpzHT6dnIklEvIwfpKUlqr0kKC0L2wSTSjacdHBcbgxjKWfkZhuyZiY/ZjfhY+a78bpTl5ail7rjtWxG/czviKS2T9sgS8x6kUWYnxsZRLovtn4KCTJq7LKTSXMrlCLJQlpOFcrry1yD5vVq5JVvBOCfy5RWNPAP5Bqw8FlQV5qtPRMtqrkJBrto06eSo7iopgru0SL275i7OV6ZFTUkBfKUFqCG8FRy9KwrgLrcwTh5HcgtHdIaX5aufNfvK5a9BBWo+S/mXF8JTXkTQpZ+HcbxluQSvLRVXXvsqJIrhKeZ9eX8Hz50cQd3l9OO5l3nx8l7uUgvcVA/OMskj86DB+7iYrpv58kr6pfnwEG51b0mH4YzjLS2hOi6hH9OlYvZWFKG6opjqmbAWEnzGqmI2OkJ+20YYLyiXImAvg98ux+KnQX8Vzri8Rq6VBQrJg4fl4aLKcRTnwMGydRTmwS7lz7qpZD1VUiVVSH2x4Us9lsqOc6IkOwtFsgM9M4d1z3bCNmZhZ8lbg1wiOy17DXKQk57DzinffstGZqq0zxwqjWyksNOlpGYgLSkVacnpSErKUEghMmie5kiaDBezTiM3PZ0Db7pa0bekytc80hTkxy85HKhzM+hHSySH+cwWZPPeVEq5VEUWPoNFdhLweYQ88qh+FBgnL0t+FJOlUCBbqQj5/V6BuiZThat4ORLfOLaQZHJzCoh83iefxMLjSBwD+Uy/MJvKzERRdh6FRr4BXlOcbTEhG+4LFApz89mPM5HJfp3BZxSkpxjH6XzWdHGFtFg+aSwHTWBi7qYyngLLLd0MkzgSls6yE6Sx/IxjCRd/A1mE1KGUex7LzMK85zPPBTl5zBNVJlFOxVnO5ytjGZSZK79FbC8FbC955IXcjAxksd6jkcm6zOT9M1J4H+Ytjc+VznNpC1kpuYyTy2clATMv4mby/orcmlraEReXjHhK0sTENCVNE+OTFJKTUthQUummKaSYSKV/WlIyG1QK0pNTkSFuQpJ6QTeLx5nJyfSnH+NlMJ1MIj0+Tq2CJMknoiVtIi0hIQrxSEkkARJpsqGPSOfIE42UxGSCeTKRxrxmqJeBKbOZL0FmSrK6vzFaETJyRSGb+cpjvgSWlFQ27NSVuITI+MzEVPXicQ7P5a9HOanJ5nEUSOTyMnFWapKJxNVgPuReQuY5cl+JkxZHJDDczJ/8QUn+xMT4mRxZs3nvHF6jkSnxeI88piVfCM7KYJ6ZLwXmWyE1lR01DflssAWsdAuPLYxrYWcV5JqdVndcA+z0AnZYMWXyZOOkQFbJI3FWI5+NZhXYuBUYViDhTN+SwXuyXES15/H5cpk/gYWdIS9V6sZANjuODKhZzHNWygoyCdXxCGljAt3mkhPYDokk1k0i/RMSEhHPthIfz4E3JoWDrIDtWEE+207EGIjZm0RTy3DVcQxNrwgSTMSr89iYVCIde+NSFORNAwP0j2N4fCzdBMTGpnKwF4gpZ7jxe5mnvQkRxO7lddGQ+3CQ14gh5NUpBYYJEpiHBOZZQ54jLj45gni298SENIXkxPSXQ8pL9VsTyj9LEX+i6ufJZpwVJLI/RSMhQe7F+/9RMM9RiCNi6R9LLojnPRSnsM6ikRRvIIX5T0mQfEmdpqyA1yTzOQUpjC/Q5xF/1ocglcdpzGcqr0mNJy8x3TS6aXQVufV0dZNxhS3ZwNgxxM1j4xXkqxGW9j2ZMJ+dQUZdQX5mLkeUPLUnLY9x8ihhLUSedBjGzSWDy89sc9iAc8mmeTKK8liB95LwXLo57Ewacq7va2E6Cuw80chTYLwoWFSHJpimRc7Z0VRcPosBSZd5iEDSlefic1Cp5mfk8hq5LoPHkmY6VayZJ4688qNd6dzS8aOh81hgQspqpbzoikIRqHIhJH+qbAmOOgJRL5JvnYagmNcU0ywoMsu6kGVczDwWEvnKj6McUSgjOuOJSijMkmvpz3sXMV5JZh5KFSwozbJwNKdfLtPliCkwrjVBdVDEUVTSiIb4rYbEM+Kra6jIiqi0C6nw5U/qKh9mXHEFBVQrBox7yd+oDDCeKB1BdHwB8ycQZSSQ0V9BylLUQDrrK83CchSXioptKzeF7UuQLK8WkThJ/oJMdmxBKjtAigY7n3SuxDh2aCIpnopPjtlREoU4SGLin8zjFAE7YaqCEC5ddsBUdsjURKqbpCwDJA6BKEZBMsM0UhTSTYhZyLhRSJb4hFadSUmZhPivIEWQTKUqSKK5mZxrgKrl5cim+hIlJqB5mZpLWKiy8tS54b8aEn8tIuEsZ8GX49CP6a2c81k5QEXUH9V0ajLLLApporwIUWBKhb0sThLVIZHOujQgx+InYWnIYFiGcg1hlcF7ZjAvKzCV22BfPwry8ikLLXRlcpIdIq9AoYT+0SiiPR6NQkrkaMkskA4osLCjGjCI72XQcddCOoPgZWH/XKzcR+fjy/l52X2EoHOIXHY8bXZIx4qOozrrmucuovQWFJBwXlYuCiLPBSrcPFbnOg5NDpZzMc2KYpHxa8pbsFIfUj+sJ5onZTRFIqBfhaUQ5XTLGK9U4loYjygvKFIoZbhA/CN1G3W/1fk387rmXOLpPK7EWQvjGokn99d5lDyXyLOIa95fQ+L+oWcXRMrMRAHT14Ours9IXQsZEjIBvwKpX5q7HIDUVIyYPTzO5EAnyCB5CjJJCAo0gRXEBCKhZvA4jWSTTqLRYRk8FhjEIZ2d7h9AZhSkI0ZMQg68a6HmvEzIHFgmB08DklcLcrILacb+YUi4IDur4EvI4sAnkHQEGeny7KuRzucV6PO0VD57FHT4Cuj3pbyuRuR5FFgma59ZmZ80oaOgSW6tv4aYrFksQzFftSmryG1fT6+qcKl4NS9ANz+CL3fqaMh8gEA3IgsblCgUgaHOCJogLwUfRMdddQ39c6m2FEy/tfGMOZrVfpH7mcgmmwtyeC+lGGnqZJtQfsTaNFQ8XpMpJhQVVrb4ZaykGYmrO88qmKQp5SblwvKKlIsJXa5CgAJdrjoNSVfC9bk6NqGv1WErJC3xWB/RMOvHuM+Ku5Z0orESdw0kLCqO5EXKf+X+zJeZD4E8gy6nlbzq5zKhnkXUnJluVPr6OfX9dRmpZ4zOVyR8JV197cr9xT9LKXGBslAEbGOa2ITkFMFJ5zA7iEDmdwTScdR8zxpofxVmxl3phKv910LHSyOSqVQESVQhGmImpoiiYccVJSTHShGxzRpqiqRArCUXTUKZApOoNRFlSHhUnNXXGf5ynQ5/GaKveTmiFyFIViwDDa3mov0E6vnUMxrlIK5WahqpiVR0hFZuhv8K6UVDqz5Fbj2dNEvZqSMwO3505zcI5w/DiC+kYRCHkEoWM/nPgSYgg4zk/Mt42XVrsTa+Nkkyk1IUMhKTI9B+fygNmUfUyJD0TP8IWUbyu3K+GrosorESrsqUeFmYYG1+BPpcl7nFJA0x/4WEjWmFFRiLRCZhm/eJrrP/HVYIwiCr1eHm4BPByjVy/uWyMe6vSUYGD5lvMwYaiWuUrT5/WV4NQl2BzlP080kacn+dd7lGwqVN6/ZtlNXKSK8go7+YsVHISDGQxnYSAU2gaKQmJStE2grbmwGzzUXOVxDdtgSa3CJgHEE00ekwRXLswCnJYqaKyZqpkMpjwYqqMsgvjcowGsp0NOP+Ieg0V8MwnddC52MFUWS1Bmmsg2hEFKsiORKfQMiP0CSlSW0FMh3wz4Mit672TrOgzQpUlWLgSxXOwjawEkeQTsJIM6H85DhBFgz+95Br02VxIpHnUemsghk3NT5xBQmJq9JRUHH5DGqCUeInISUuUSE51oR5Lnjp9UQKj6MhedP5VM+rn1tclpuC6af8Ja6Kb8TR8SOQ8jb9vxxmXL86T3wWPq88t/aXvChIfNUJjY6mJ+IVeK1Al6GkG30vqdMsVbdyLPeWxRgjD3ryX9e9Ec+AkIhaDBCS4rmRb4ap+BqGv6Qnz6jKlc8hSOazSLmm6meJyqPxvEY+hSDkC7LqK7KJRp51eLo6ZznSXSlHyZ/cm+qbkIULOU+XeMzPClGtqAOlpsSNtG0DaRKfUOVLyHW6PFPNZ9CQc3kWVUcCti2F6PZqIkWuoWuUQaJaIFmNFCQTMrEeAf1l4t0gN4KEEwEJRS8kaD8935eUkG7CWIAQyPHLkCjzkC9BQlwqjMWa6AUb49yYn0xhHI1kIskA+16CzGMy/wI51n4C/VyJrNsV0C9eFhQMJDG9aGj/fw4UuXW0drKQZVVCB6w0Qg211M4GscKMRiXr8OiKjlzHyhZEh0VDVk019PnaOBo6raQ4xhe8JK74qbyYD5fEAhYkktAExiqUcazDdNy1aa1enZFJZd2oDeKLjqtWjYVUzPDI+RpEykXyaF6rn1/8oq810lt9H4kn22n0NZEwuV7KJ5K2lJV0RKknjvbSWeQas+yi40bumczjpASeyyq1xDHSl3CtMPRzSHxFptLhozu9SkfOzTR1XNNPOrT20+nIM0oHVx2eiH4uyaekq/Ib/Xyr6saAPO9K+5X7GSO9uEYcCTfKQ0PC/hhW2rqG8ZySF1UHLEud1y/VyRr/VeB1iXHxrMt449hsnyud2GibGivhUg4kOT7LSmeXMox6Lsm3yvtaGKuO0WW0FklM62X3F+g8RPchA7KiazzD2rjGcfQ5ySsq3lpImE7fOJe0V/yioVej5VjHi16lFihya2tuZ2K6sMyHXFUh0tCMxqMrWjc4XYGRCl11nYHoio6OJ65KQ0YxcyR7GVQ60jG1K40qOq2oeNL49bPoQvtyYRiFZ8B45rVp6QoRGM9tdETJ59r76865qiNKmORHjlUH5r0k/yai7yUw0pfrdVor5RsBr5NOEenkpr/4RaedqMpIP5sJxtPXRcrSTE+QrMjMgEFs4jIfJhFFQ9JQ6ucPkJuKI/cjNLkpZSP3N/01DH9eSzf6WVRcQuczGtF1swLdkQxEnpt1K/Wn24TuyNr/j0G39RUYzxlRXWaeFZivyPEfg9l+NITgJL+6rox8yvkKdPhKnUr+DJIznvXLeV8LiaPTkuOXIfqeaxFdnl++LjrPOt5qPw2pqxX/1ZAw6Z+6j+pjA9J39TaZFUT3awM6nklunVRuX65EozHqxqsn6TRUHLMxq8bLY32NQCoy+lz5sQFIh1UNhOGqk0Q6gxlOv7VQjYIN4WVpRuKpdDWM5/hyBRiVY4zgxkgm53KcQfNKm3aGopAwo5KkcUieteKIgPcyysc418+ijzXUuQlRQDKHp9QQ76dMJcZRx9FqKAo67GVQxMJ0I+UkoPSPfvZkpTqFkGja8Rp51gh0GopgxOU9VX0b91XlYuYxEl/yJM9hhkn9i//KMxnhhithRtmuAsNXykXuZ6hBia/LStdndFlIWnpC3lBXK8okGvrZJWxFhUXH1/7iGnM7K217dRrSTsQ/neatql+zLcgzGPmSOuU10XmWZ2BYpH0Sqs0T+tlW6mulTRrHxvmXsTrPRp50n1wJi4ZctxLfONfQ10T7CVbyI2kY+dLQcfT9NXRcSU9WL43J/dVxBNF+Oi0NXd4GjP4aTc4vg+7Tq/NpPLsit+6ObjYsZiYCmYeQTKapFcPMVIGs/mSxQRuQnc+y6iRuZBe0eY1q9KxsfR7dqCVM0ozElfTlXF8jHSga9JP7y4SwTEJHrotGJK6GsSK1tlD1JKW4RhyjEuS5ZJI5elJenldXkMQ1JqMlzHhu2Ymtnl+VDf3FT5UDn09gPpeRluma16tJ/gzeM0PumaFWY9Wx2lFuxItcz3Ad9iVInulK2irvkh91nVFXGsbKoDGRr59TQ+VDHYsrK4eygijXrORT0lebfbNz1P2Ma4xw/dyRtM18qWeScMmbHK+BrMwbceT5s5DD9FWYSs8oL5WepCVbN0zItpzcrDwe5/HexiqnseK5GivPrmFu+eCxfLYrOkyOjdVP85jtQkG3eda/CmNeVN1KnTN/qq7pCrKlnCTvGtJOVHvQbdtom6pOzWs0JH3V79a0y3R1vAIjn1H5icLa54w8rxlm1KtxrtPT1+hzDaPNG3nRnKDLRPKk8iXpRENda1wTna8/hkhaUYgON841TL+o8JU4xnPrZ9QwyK2rR722YLxqQTByemo2/WT5WPayrOxrWbsao1dYJI6Or65R4cZSbyRd8U83l4yVy7hqCVovT+eyYbACCL2SkimZN5FFZDNvxis52hWw0xGyb0i5yash+5LSJc8Ml9d2jCVx3k+DYZLnLLl/hgnJE9POMMtB7YNSfsaxvKKWw2O5Xy7znpvBDsfwvAyLQi6PNeSVoWzeIzs1VyGH98xJszB+HrLZyQXyeo8gk51EgeUlHVHKQ70CZELFyzAQ8ZNz81rJl+Rf14PkWcrTaODSGNih2Aij91pJ3nIYJ5fX5mUyz7xevXqUxbyb6ap7SX5YnxJXXq9R6TKulIcqP5ZBdmY+OzpBV7/KJ+noPU6afHJ5H9XZpI7NsEw+h+FK/Cjw3uq9RjPcSFf2ZplbF1ifsgctm+UajZx0C+9FMDyL95NrJR11zDys3JdQzyDlZmyAjYa0HdV2mVe9PyuyV4t5ymD5GHu2ordo6PSMshE/ad+S1kqbN6C2bbwEKpxpRG+10HmU/XYKbE/RiNQr75OlwDbHtHR4NtudnMvePF1OOkz6ibjG/j7mU8B7GM+u72/0pVTeIxrCCUYcXVbmc0Zc2ZJilKWcS1y9MTgSl5D6VlyQlq+gNh6nmmURgWxJWbmHLivlZ95DoMitrbUbSbKyolZYZKVFkIWkBPHLVJBd0asRtVpDpMkGRpJcBPRLTRS5akp+Baoo3kPC0pPlGsNVkPgcrZKo1JKJFI5oglQl/Sk1kwhx1Tllp3mcSiWWyvwI0pJY6LKTm/dSEMlN6NdL1IqT+JlL0wJZejaW34WkpZJko6IgF7IbXMoiSXafs+LT2BDS2TgUGCeTBZ+RQr9kFqzaMc7C5nkGw9J5nJ5i+KtjIlWVkzFS61FI7QsyK1mQwvysQPYGEYynYJ4bWwFk2XwlTO8wlzRUg5R7S6NNJ8moRkwSZsNR72cyzmqi5bOwzjJ5vQqnq+qEacomS6PjG9cJZPd3OiFtJLJrXp6PDSqF4RqpQgYkQ2N/k5S1qOboOqe/eo4o0F/qQbCStoTpdL68/UDqPJ2QTbTiprHOUtl2ZaOtHIuf3EetNrL+ZduBuMbueSNfgjQ+kzFYSx4EOj/iCtJVG9LtKPq1Id3WdH9Qfcg8lrcL1JsKdI2VS1nFXIFe2XwZ1PVyrNJcOZfnU5BnjYI8rzy3HKeY4er55Tyez2n6qbA1aRjhPFbgvfT95N4a9FeQPBGaNxR3ROLxOdk2EhlPuEP6jupL7KPSZpKlrbCfSJsxwL7G9ipusomUZItCako+Ia5cY6QjSFVp8Jx9XvERz6XPqn6q3tAwyW1qcj8ctlo47XVwOYJwO4PwuAx43SF4XSFU0381/Kh2EhHXp469dh88thq6NfDbvQo+mwG/3QO/w4OAsxoBV03ErdXgea1DvmMfhSoXaq0u1NlcCNrcCiE7wXTCTi/hJlwKDW4P6l0ehkk449p5jcDmJBiHfvW8ToHX1jvFZTr0l+vrBS43mr3VaPJ40cBjw0+uNcPphuwOwqmukc9Vh+gKgvQX1BEBqw3+yirCqhCwiivnNgQq7Ty387nsfC4rgo4qXmNVCNqr1HlQHZvnRIh+9S6HAaddIeyy85mdhAONHieaqz1o81WjM+BDb10A+4K1GAgHMdwQxmhjGCMNPK6vw3hzPSZaTLQ2KEy20CXG6TcYCvC6AAYb6zDYUIc+nu8L+tAd8KPL70N7tRetXpaZw8F71qCR5d7oZnm6qxF0+lDnrFEIOKrhtDrhrHLCxXq0V9hRVeaEtdSOyhKCbkWpAxVlDpSV2lAu/uUunrsVrBVewoOKcsYpd6KsxIbiwkqUFFlRWmJFSbG4VSilW0Y/jdKCCoVyHlcUV/FeNrqVRAWPK3l/K10rbOU2lSfJo5114rI6eOyAo9KA+AlsFTYD5VXqixRyvUJZFZ+HfjyWtMuKytX9Ksz7CiQP5YUGKookzPCPhg4vK6hU0PmPRkm+dsvVZ9BLovx12KpwuuqckDIp531VXogylqFAX1POPBhlJPmxqWOpI6u4Uk90NapYXwqsM4FRNwYqxWX9lpe6FHQ9VpZ7VqGsogblFT66gprIuUKln5Bj+tG12gIKNmuNgoPHTrtwlbjGsctBOOsifFXtqVeuIrfZ6cPwOBtIYo0R1Hij4GlErbsRdUSA8RRcdQi46+gvCCq3zhOkfy18zoBywyQ9Qb0rQKII0PURNWjw+Aj6u3lOyHmj188OStdTbYAEI2hyeVeDnaiZaPWyk9UECB86fDz21aCtRr41L2EGWrwehTaPB+1Em9uNVhJWK8lKuSQk41j+4m5A4kjcDnbgNo+b5+JnxGnneQfTE7QLkRDNHlcEjU6SjIAE1EDyETQqrPjV220I26p47ODzOJm2g/e1o9lZFUGLy2YeW9HsMs4FEi8aLSQ38W/jcWeNG91+L3oCNeijOxjwYqTOhwmS00xzCLNNdVhoCWF/ez2Wupqw1N1goEvO63GwowEHO5sw3RDAXHMQcy1BzLbxutYQZng83VyLiaZ6jAlJkjC7SW49/hre04dOlpWUjdRLg9Qp61gQ5GDlrXKjhiTnI9lVc6Bz2/wkkBqSipdk4YG1nI1fCKzMRZKSDiIdoJrn1coVlDNMIHFKiu2MZzPIsIzkqDqUg0Rjgh1POmYZO7O4NpKiwE4icxBOIbMKkhjhqnTCTYjrIcF5OVB5bQ54qlbDxUFJPvLoVATI+IRbXF6n0lHpkQhJdHbp9CQEG/NpK3HAxvysAv2qmP8qHf6SOEb4S8B05TqrkBCJRkgpmtRXSMxANIEqspLBI4qoIqC/EJUuKzmWshQSs8mzEA6SlsBZ4VZwV3oU7FUmKF4c9mrCZwglW50SS+Laq2pXwWqvJxpQSVcjcm4ThHkegtURhs3VADvh5rGBEMWXIEwyC5PE6klmDQbIT/rY46o3yG1mehluV5MBdxNckpi6mAxIVLsb4GciAQUSGy82SI0ERxITotPkJgh6QwgTDd46hRAJThB0SIOvQdhNYvMEEBaCM9FAcqsnuYU5+ofZSUImGjxChgT9IxBVFUWAjV6qhyg0sbM1kNzCJCpBvdNJxUXF46DKIaE1kKia6N/MdJoZT4GEJmitrlboIGkKcTbz3o1u3p9Kr5GqsJn3l04skDQkrRU4GZd+JEPjnlR8ouyoHEXpBW12Q4URosAkfjNJoYnxhewE9Q6SoaSj8mjm04Q+V/H5POIKiXfU1BBUbCR4UVeK4Or8GAz6MRyswUjIR3ISsqrHXGsYc3QX28PY3xGmS8KjO0cimyCxTZEE59oaME/MtTUqTDeHMdkUwhAVoKCvrhZdHES6a+kSnf4ABxWWO8sqzLIKkdTqqI79VNmOMhuJw2WARKeIrZKdoIKgayNEoSniKqJ64EhfXupFWbFHuZWK5KJGfhJhKTtbOTueqIRKIUd2SOmM0kkFmuiEAHTHdZQLqRHKJRnRdVGdueXHMKafi+TlpnIT4hII4bkljopnQOLKMwmhCTEqCNGZaTpIuAIb711FRWmjsrTzWCDHVQISs5WuhvirePRXUGlQOTLvRnrMP+EkJF0r0xXVWCkKtFRckhkJLJrsSkWZmYgmP6Xaoo8JIT9NdEKASpVJmQrRsqxFwUXChewkPyQ4ga2Sg5TVS9JifdJic1BNOUhoDpKYcklwDlp60agS8lIggRGVRIWCkJoQXT1sQmyEnULKQbHldNQbcNZTpTXQDdMl2ZGPPOQjL13hKgXx0+Q2TeXmZAIuEpvb08wLGg1iI5lJ5BpeHPCS2Ii6aiq4miaEaxpQ71uBnIeqw4rYDARRT2IThD1UcUJybiG0WjRUBxXC3gBCJDSNMGGoOlFwouRIeKYKEEVgQAiORENya6JJpCEkJ4QnqBfzVBGjASGlaIgCbGa8FiFCUxEKyQhaxeQiOkga7SQ5MbfEBA7RvBWy0oQlRCnkIkSkiUkUmj5WYJx6XmfEl2sN8hLoOAZhGekI9LmGzpeC6SdqVJSqoJNk1u030BOg+Uiy2UeTdCBUi/7aaoyGfSSmWkxTfYkCm2sTIgtjvjWIBULIbZaqbCxcTfJjGJWdQms9ZmmmCqZIbBONQYw0hTFYH6RK9KAvGEBvsA49RFdtAB1UcK0cDESBSz2FOBgEaIpKhxdSE3ITAlBqrdTNDmTAqsjMMGNEuQnRVZbXkLhIeCQ3caOVm0YxiVCITsjNSlNWqQ3dMeXYhKgP6ZQ2EoBSbiaRCdEJuYn60grO8Kda02RMRBOYQMKFKDWZaci5wM77KJAAhQTFlXtrVAlo3kYjco2GeZ1gdT6Ne4oKrVIQYqtU0MpsLYTgoxWckFrkWExhBdNMFSiz2ICE6biRNFmmhrozUGmanTJ9UEWis3KwqqJpabMGIkrNRoJbDRIXYSdZCQxyCyqIWrOa4QKHEJqQmyI0Qo4VSHLkJw8tSwVNcEQ1LU2BQW4zyysXMQFRbga5GRJPTNOAl2pNQHITBGiKaqWmVZxhnpr+PA+65F+Oq6EJThAieRnExtFeQOIKc9SPhia3elFPYvIIaRFCYOIq8jIVXDM7VzThNSklxzBNbE4DDQ43XSogklqE8Ezi0OQmpmyrzCUxviY3uU6TYRPDhHA0uUWTVoTwTDKsJ7nJcQPV3Nq4+r4qvnkuriI6k+z0uZCakFk0uqmieoXQFOqoquQ/sX50+TwYomIbpxqbbq5T5KYJTmCYmyGl1EZD1RG/CMGZ5DbTXK/IbbwhqIitJ1BN8vQrcusmiQqxCSQvbT4/mqtrI4NSrd2jOrzXJp+rJ9GxoypCI5EJKkucKCfKSg2U0kQTcrOxc1graiIkJ8RXJvEYLhDTVMituJAdlP4ybycdT6k2dWwSmwk5riyqVMShiUjyI6Trpbr0EOJWM79iRntIykKEmvQ0scmxJhlFNKYSFLJTam5VmKnshCAJCZM4MkcnpKTm60ySEn9FhGtIzlZipXIS9Wc1/JTZy3gmsa2oN5lDXFFXApk7U1DnK+aoQVaGq9WeEceA9lOIUnd6vk6rYYEcl7PeBCsDj8yV1pDgfIrgbNHk5jBhElcVSa2qKkhyI2iGCoTcqgjhIQdhZzzhJRch59Hk5iY3CYTcvOb0mZBajbdJcZYit5nZI5GLJBFRbpr9VGRCKzdNbprINLH5nbXwOQIR+Ik6NblM8iKhRZPal8hNTBkTETIzsaLYjLmcMIkoLBP9QjwkLyG0FnYqQSvNIzkXSJjEkYn+sKguBUNJCdEIoYmJuUJWBslo9STzbc28j8RTCxcktgaTEGXeT/yFdDRJhe025UanIz/91WQqCMtChI1maZWV54b5qVWZHKvr1XWGv7iSrqSnCJemZ3sUxE+pN5+PZOZT6q2TarPLRwKq9WE4HFDkNtFoQEhOkRox2Uw11kTCClYrV/xW5tfqFPHNkNymTXIT5dZPNSjzegNhkijJbV/IUG5CsIrcWP4tvjoOKgFVX3UOryILv8y3keCENFxWH83RmoiCqyBxSacQ0iolaZUUOUh48v9QmYcz5t6Uqco4GhJXrhGlV1hAE6yoKmKCaaUhc07aJBWIqVdVXKnUkyIeEo7kTYhXKUvmTZ2bx6LaJJ6hniS+SW48FvJadU4oRcW0NVFpElUEaKovdQ3TtvNYCKmihPklogltLWyMFyG3iJ8Qm2GaamhyiiisVTDUq0aE+Ey89FoZFKLOdTmKuarAYyHNcqo3rapV/ZRI/XgUZFqhnPVXzvquiFocEFKzEUJcQnIyvybEVmGneiPkWBEfYSX5STxFckJ2ptpzOEPkKyo7ug5XiLxlzMGJKNO8pchtluTmEpNU5tuUK4HmJN0achMFJwh6wy9VbXK8VrmFFJHVrlJwCm5RciZIdDIH11gdIDEZps3L0EiF1+QlgVULoQVIaLXKbakJUK0xDs1NWUENySoqCUhWTdUqKc+1WSloYJiYnA1CPgyT+S8NmYNro0pqodtIAhQTq46kKOpNkRyVXBOvb6K6kzgtJBk9Z6fn8JoUaZE85R5CkLynrLKKaarn5iS+XLtyvRBYDUlL1KYoNmPuTc2/kSgljrhK0QlIei28T4uQH9MTtSkk10Plti/ox2DIT7M0gNF6P8YaDPN0Sqk4qrWGWhJbDSap0CZb6jHdGibBrWC6Jcy4QmxhEluYJBlWpNkXrCWE3KgYg0ESm5ilQm4BKjcZXOR/BlRurCuZc6tl3crv9QJ0ZVGhRla0OHq7ZdWLRGez0owR0KQRFBdJh5GOYXYOusaKm5iocmyYQGIKSXyt6Mqlo7GDllPRCbHpeSVNdmpuS8iBJCdwKUUlqo2qkoTmVCpLQ5ulbpOgtFloIGIqmqSmVJeoKpN4NIQYbSaUOUrIKq3MkWnVJlBzbzI/Z15nKzWvkTTN/Kp05DqJyzQqzHQ0Is9pEpNaRKmQFWqa7DzW5KWITFyTtLSfJjBFhGa4iiN+ZnoqzUo3Bye3cm1MW+rCmEow3KoKmUOtMcGBSRaHSGwK9BOUV/iJAI+JylpUksCMuTdDxVWRyESlaWjhpYnNAMmRcMjcG81TmXvzkqc8yjSlkiMUuak5NyYiqk3ITVxhQD3vVk34PWGFiIJbY5Kq1VPCUHB+Kjc/ah00TWQRYS2p/UH4SHjVCtpUlVVVPf8mUCQXNTenzVWNsGvFpBVSCtLUqKNik+0ZtTa7QqDKptygQ7ZzkPyE+KjylKlrmrliAgpBhUgmAZKaz+ZkZ3XxOiFHko/cg2FaRUZD0jC2hjh5D3ObCO+lzgl1T7lOCNY0qQXqWsmLkC9dRaBfAv1NdaggRCmEzLyKspO5r84AVVydzyS4WozU12GsiSTX6Mc43aFwtWGyUrGNUZFFY1xMUGKskdcQozRHR8Jh9FAN91CZ9dUFlem7j+ipC5HYgujkANNew8GGA04TzdJ6kluIA42sNPpZp6LcfCwvWS312ANqxdRVJQpOFhQMUhPI/FlkUUGpAWM+Tis4regMP2ObgZCbmKii+hTRKRPXWEyIhjarxNySjiyuvYKdVCbGrR4SLYmMxKagiE7m24wVQZfEYX6i59qiiU1BzEtCE5QyJ8UlMRikIUQS7a7FCqGsJZe158qPZB6tuqKh42jC0kQkx0JQ+n66bCRdFU/F0eGrESE3xtHkpkACE9g4+AiqBGreTUNMVP8qCKG9DOXlfpQRclwpsNbBakIrOaXilHJbIT7hLEWAcm76C1bITRPbGnIzlNvKgsIKuYVMUqtdBb9TzNKXk1udhmmufhkGoQnCVGeCVaRmQpusisiI6LDo+TohNtknF6gySE0gJCdkp8xVkoXM4enFB+0K0SizkOQh8Wqp1AJUbAG77J3jNSQ3WT3V5GakQ9AVEjOI1BG5r+HnjNxfER0hact14kq4+IkZK6avqD5jRZbHUZC5Pk1sei5OE9sfIrfhcC2JyoCQ2kBdDclOk9mXCW5UkZqh7oZpgvZTmXWzTPpDYpqGDHKrFXILGuQWqEMHVVsbVZsiN5JchNxErZHUZD5LzD8hNVkxVcTGjmCoMFFmBpGpOTQea7IzSIzkJirOJDeJo+OKaSrKrTCfZqmYtsq8Ncww6eARchEIOSiIH+9DglPh7LTSYR0kOIGTxy66bqs3Qm5O5sVd6VImopCWEFs0NLlF5uFIeKLk9P1VfkwSMaAn5Y28qWPmQ6DyGgUVf01YhNyYpoJJUur5GK6JyIBB4nIs/pF7m2lK+jp+dL6i8YfJzasgdalITqCU+JfJTc3BEWJqCnFFI9pP5uGE0ITgNPFFh2lzVZGdJjrTVSJNWZ9NLye36Dk3MUmF3LRyq6F9K/ArIjPITBOahuHnJyHIRk6D4ARryUwIT+biNPmJeRqkEhNE5uEcslppQKuxaAITRMiOx5rQNPw0H2TDrEFqBoREoolJqyhxDdIz1JGYjkI+Qm4+qjet3MLsrPWSJ8bV8Q1Cs0fODUJbuecfQ3R+jMUNg9RWwZwbFIITQpN5O5nvE2LT+/n0HFyHv5qkU4NeEly/2hISwKAsAgRIUPQfqRcSM5TZcH1AQYhMzsUdEdBviGatXNdFc7eP6qyPZqiGLGB0k9S6CFFurSSzlmqZGhByY51yYHKx3H2yx40QgpP5LWPOzRjtVWfgsbHPzSQykoiQ1srqm5ijVG3KRDUJjsQmyk5IrIRmbHGhDUWFVbDklRuLDTwXlaYJRZOKIgrVSdnJzY6u/azs0FYSgKCSaQvUni7mR8jNxfy4eI3Mswl5WWX+jkSnVzXVooIQHRWdkFxkfsy8nxCG5EOpJOVnnstkf1QedT41tJ9ArnGQbBW5MC+arIy01lwbSdMgbq3eBGvPo8vDyGtUOiYkLEJoApaJpCNzpwY0ucmAZapxkpxsvLVXBSLkZqyeGipME9bLIOQlkLm5l0GRnIRTyQmi1ZwcS5wVcnPqVQhZVKDdaio3AyQ1Z9CAy4Bs1BUoM3QNwa0lt6AQ2CoSMxYYNCTMcEXtGWRSSwUjCLJjhAhFZEqtkfBE4Wk/QghPmaAknFqZ5zFJqI7HgSpRTCQekkggSr2FaPopk1GZjQapiSvqTbaZGGYp1RiVnOTDx/RqaLLI9oYgFYi88SDpGuREBWaSYx39hKwUuUm4hqncBMospqrRZqomSYHMDao5QAHT0xDSE3M1zHRlj1ujOR8nJKwIjnkVyHydbGTu8HtJPiQ4YqAuQLPSiz61yEAzk+QmykyTmSa2aHITwhsKB7CP1/dQEfaRzHqp1gTKJA0EFKl1EDLXJpuqm2mONnoDVNxU51TfzgpbhNyUSarIzVBtBrnJyqj5FgKJzVh5M/a76WODyETFyfyN4Rp73lbI0FhkcCqCUyiwGjv4ZZuDmn+TbQ8yJyVkJx3fgCYM8S8XFcR01MS4ujcJQzbMysIE07EyT2o/mhBWqUFqMvclJCdQ82tCaGVGuIqjlBvTEIJQ9zQIxzCTJU+VyjxW56a5HCFkdY0RX6kyQs+rKVNSSFHUmxkm6UeIktdG1FwUVJwof50v5SfXSR7F7w9AkZ8mRMIgXRJc2Vpy86hBSSDqzWY1lJsQm+x906SkTU1NZArR5EZXk5ndRORcEZrMzQmpyf43c1qN3KVNVIPcJg/BZa+H2yE7gQU8lg1yhN4Y53Mbys1H1SbQJFftrFOoUauk0eQWiMzHRRCl2ARyLIouYK9WeJm604i+RqCvk1e26qhoBLUkuAAJwG+3KwRIAj66Phs7GUlFXPmrvU9efRKSUq9x0RSlOavNX5nDE7fFK2apQXpCbgF2zhqaKr4qEp2Ax0KcWlXWMa1oNSYIWAVCcqaK5LmhJM3rmK4i15dAz8vJ/RVpSno0c4VERcnpbS0CZbIKIZNQREEZ5OZBO9FNE7Stxq029g7QPJXtHILh+rWktgJRbcYrWCSvandk64fMsal5tkCQZihJTa2O+o0VarX1hsrN3NsYcPmUypFXsES1eaionSwHZ5WX5Cbqw8POYKoGmYwupWIqIbkQor7UtgIhMEItOBDSWUTlGZPYxoZeDcPPiwIxT9Wqq03NxWnCKymoQilRplSdYdLp+SZNIJpoIh3fhCKfqEUKtT2CrvgL9HYJuc5WYio6RW7WFXJbC95TiEopTDMPBkGZ+RKIH+Mq8tF+Zrhcq/wJUWeRcNMvGmvvq/1V3nl/ee4vxfsDMAiNxyYRVnHwqTL3LUo9Vkk9KFKTzb2GaWotr1GI7HsjOWmC0ypLKzBNeMo/6lxtCI6C0x6EK/K2wspbC9H4Z5JbmARGtSbvbZlkFiG1iJILktBkQcFYVBB8idwcvgiRRROaJrW1RBcN8fO/NIykZqo9mReTiX+DyAzUUCVVW23wVFTBXV4Jb2UV/FRNouo0MQm0ChSIiStvAsi7pHUkGlFs3gon3Gyo4grJBWy8LwlLSC3Ie0t6a8mtluQnBCiEpklNYBArVaki1z9ObqIA/cy/Nl1DdDW5aZNVzc+tIjeZe6smudHf6+JxDcnJr7ZyyDYOwZCQF83WIXmLgccjJLIREp5AzNEhxhFi6wkIsYlik/1sxhybUmvVfrSqFWpZRJD9bTz2yBYQY2VcqTUqtX8uucnoL51Eb+oV01LIyoBJZkKCyjVUm7jR55oMRbkZc28GyQlKmZ4QmyY3ISu1b0sIzSQ66fiyeTVi0podWqDIQMU1IHE0ySmCIEoKylFeWKFWP+UtBFn1/GPkpu4hpBJ1bJCHMe+l4yoyYvhqGPmRPIir/VfSMEnoJYj4M66+VhEqz9fGXQujvkhoVHHGPcWV/BrkZiWkPtSAI+pN6s8kNz33ptVZtEJTZCckZ0LILUJ8hBCZYIXcViA8JRam5iyNP/mTP/mT/x88BI/B15QobwAAAABJRU5ErkJggg==" width="311" height="174" alt="Un edificio de fondo

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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Ubicación</span><span style="font-family:'Times New Roman'; font-size:10pt">: Ciudad del Carmen, Campeche</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Tipo de proyecto</span><span style="font-family:'Times New Roman'; font-size:10pt">: Oficinas</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">ABR estimado</span><span style="font-family:'Times New Roman'; font-size:10pt">: 10,592 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fecha de inicio de operaciones</span><span style="font-family:'Times New Roman'; font-size:10pt">: Por definir</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Es un edificio para oficinas ubicado en Ciudad del Carmen, localidad que destaca por ser un importante centro de operaciones de Petróleos Mexicanos y de numerosos proveedores directos e indirectos en el sureste del país, así como de empresas que están en crecimiento derivado de la actividad privada en la industria energética que se ha desarrollado en los últimos años derivado de las reformas a la regulación energética. Ciudad del Carmen es la ciudad más importante de Campeche en términos de actividad económica y el tercer municipio con más ingresos a nivel nacional</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Durante el 2017 se adquirieron o aportaron 5 proyectos que no formaban parte de los Activos Iniciales, que se mencionan a continuación:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">EDIFICIO ARCOS</span>
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<img 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" width="303" height="230" alt="Vista de una ciudad desde lo alto de un edificio

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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">ABR: </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">4,831 </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; font-weight:normal; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Inversión: </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Ps.87 millones</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Inicio de operaciones: </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">2S18</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Este edificio de oficinas está ubicado en Guadalajara, capital del estado de Jalisco. El edificio perteneció a una compañía de seguros y estaba desocupado, lo que presentó la oportunidad de remodelarlo para incrementar su atractivo operativo y comercial. La actualización y modernización de la imagen del edificio fue sutil y de respeto, dejando presente su expresión y líneas principales originales, pero agregando unas pantallas (telarañas) verticales para renovar su aspecto, así como un </span><span style="font-family:'Times New Roman'; font-size:10pt">roof-garden</span><span style="font-family:'Times New Roman'; font-size:10pt"> para armonizar con el entorno y servir de esparcimiento y desahogo de los usuarios. Con este trabajo, las cualidades comerciales del edificio se han maximizado, potencializando la demanda de espacios en el inmueble, relacionado también con la estratégica ubicación del edificio, que se encuentra establecido en unos de los principales corredores económicos del estado.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">PORTAFOLIO INDUSTRIAL BAJA CALIFORNIA</span>
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" width="255" height="138" alt="Un edificio de fondo

Descripción generada automáticamente con confianza media" style="margin:0pt 9pt; -aw-left-pos:-0.15pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:1.75pt; -aw-wrap-type:tight; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Ubicación</span><span style="font-family:'Times New Roman'; font-size:10pt">: Ensenada, Baja California</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Tipo de proyecto</span><span style="font-family:'Times New Roman'; font-size:10pt">: Industrial</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">ABR estimado</span><span style="font-family:'Times New Roman'; font-size:10pt">: 40,279 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fecha de aportación: </span><span style="font-family:'Times New Roman'; font-size:10pt">Noviembre</span><span style="font-family:'Times New Roman'; font-size:10pt"> 2017</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fecha de inicio de operaciones</span><span style="font-family:'Times New Roman'; font-size:10pt">: 1990</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En la constante búsqueda por propiedades inmobiliarias que generen altos retornos, Fibra Plus encontró y logró la aportación al patrimonio del Fideicomiso del Portafolio Baja California, un conjunto de naves industriales en la ciudad de Ensenada, Baja California. El mismo tiene una alta capacidad de generación de flujo en USD y cuenta con 5 inquilinos principales con contratos de largo plazo. </span><span style="font-family:'Times New Roman'; font-size:10pt">Dichos inquilinos</span><span style="font-family:'Times New Roman'; font-size:10pt"> son empresas internacionales de calidad, con varios años de historia en su ocupación y con una industria manufacturera madura en Baja California. El proyecto, adicionalmente, tiene un componente de desarrollo a ser ejecutado por el aportante y cuya contraprestación solo será pagadera en caso de ser completado en tiempo y forma acordadas. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">GALERÍAS METROPOLITANAS AUTLÁN</span>
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<img 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" width="214" height="135" alt="Recorte de pantalla" style="margin:0pt 9pt; -aw-left-pos:-0.15pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:3.8pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Ubicación</span><span style="font-family:'Times New Roman'; font-size:10pt">: Autlán de Navarro, Jalisco</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Tipo de proyecto</span><span style="font-family:'Times New Roman'; font-size:10pt">: Comercial</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">ABR estimado</span><span style="font-family:'Times New Roman'; font-size:10pt">: 5,017 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fecha de aportación: </span><span style="font-family:'Times New Roman'; font-size:10pt">Noviembre</span><span style="font-family:'Times New Roman'; font-size:10pt"> 2017</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fecha de inicio de operaciones</span><span style="font-family:'Times New Roman'; font-size:10pt">: 2014</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Se trata de un centro comercial con 37 locales, ubicado en Autlán de Navarro, Jalisco. El mismo es un proyecto estabilizado, con una tienda de autoservicio como ancla principal (que no forma parte del activo) y un complejo de salas de cine. Asimismo, se cuenta con un par de </span><span style="font-family:'Times New Roman'; font-size:10pt">pads</span><span style="font-family:'Times New Roman'; font-size:10pt"> en proceso de construcción y una ampliación del cine, ambas temporalmente suspendidas por la pandemia, que darán una estabilidad a los </span><span style="font-family:'Times New Roman'; font-size:10pt">flujos generados</span><span style="font-family:'Times New Roman'; font-size:10pt"> por el complejo. Este tipo de proyectos encajan perfectamente en la estrategia que Fibra Plus persigue, la cual es capturar la plusvalía de toda la cadena de valor del desarrollo y operación de inmuebles.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">BORA</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<img 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" width="255" height="159" alt="Imagen que contiene interior, tabla, ventana, cuarto

Descripción generada automáticamente" style="margin:0pt 9pt; -aw-left-pos:-0.15pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:1.76pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Ubicación</span><span style="font-family:'Times New Roman'; font-size:10pt">: Delegación Cuajimalpa, CDMX</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Tipo de proyecto</span><span style="font-family:'Times New Roman'; font-size:10pt">: Vivienda en Renta</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">ABR estimado</span><span style="font-family:'Times New Roman'; font-size:10pt">: 18,555 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fecha de aportación: </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Diciembre</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> 2017</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fecha de inicio de operaciones</span><span style="font-family:'Times New Roman'; font-size:10pt">: Por definir</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Se trata de un proyecto icónico de vivienda que estará ubicado en la delegación Cuajimalpa, en una de las zonas de mayor plusvalía de la Ciudad de México. El inmueble estará situado en medio de los grandes corredores corporativos y principales centros de actividad económica, lo que facilitará la comercialización del espacio. En el 2020 se concursó el proyecto con distintos despachos de arquitectos, resultado ganador Sordo Madaleno, con gran renombre internacional.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">ESPACIO CONDESA VIVIENDA EN RENTA</span>
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" width="245" height="156" alt="Vista de una sala de estar

Descripción generada automáticamente" style="margin:0pt 9pt; -aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:2.06pt; -aw-wrap-type:tight; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Ubicación</span><span style="font-family:'Times New Roman'; font-size:10pt">: Delegación </span><span style="font-family:'Times New Roman'; font-size:10pt">Cuauhtémoc</span><span style="font-family:'Times New Roman'; font-size:10pt">, CDMX</span>
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<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Tipo de proyecto</span><span style="font-family:'Times New Roman'; font-size:10pt">: Vivienda en renta</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">ABR estimado</span><span style="font-family:'Times New Roman'; font-size:10pt">: 7,978 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fecha de aportación: </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Diciembre</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> 2017</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fecha de inicio de operaciones</span><span style="font-family:'Times New Roman'; font-size:10pt">: </span><span style="font-family:'Times New Roman'; font-size:10pt">1</span><span style="font-family:'Times New Roman'; font-size:10pt">S 202</span><span style="font-family:'Times New Roman'; font-size:10pt">6</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Se trata de un proyecto de vivienda en renta entendido dentro de un desarrollo de usos mixtos, que incluye un centro comercial, una torre de oficinas y una torre de vivienda, ubicado en la colonia Hipódromo Condesa, una de las zonas más emblemáticas de la capital. El conjunto responde a la nueva tendencia mundial de desarrollo conocida como “Nuevo Urbanismo” y será desarrollada por el reconocido despacho de arquitectos Skidmore, Owings and Merrill.</span>
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<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">PORTAFOLIO SONORA (INDUSTRIAL)</span>
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<img 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" width="261" height="148" alt="Torre en medio de la calle

Descripción generada automáticamente con confianza media" style="margin:0pt 9pt; -aw-left-pos:1.85pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:5.1pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: Nogales, Sonora</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">ABR: </span><span style="font-family:'Times New Roman'; font-size:10pt">62,923</span><span style="font-family:'Times New Roman'; font-size:10pt"> m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Fecha de adquisición: agosto 2018</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Se trata de 13 naves industriales ubicadas en Nogales, Sonora. Es un Portafolio estabilizado al 97.7% de ocupación, con 6 inquilinos. Nogales es conocida como una ciudad industrial con más de 100 edificios industriales activos y es una de las zonas industriales de mayor influencia del país, donde la industria maquiladora ha crecido gracias a las oportunidades de exportación, principalmente hacia Estados Unidos. Este tipo de proyectos, estabilizados y generadores de flujos de efectivo en dólares, encajan perfectamente con la estrategia de crecimiento que Fibra Plus persigue, ya que, además de haber sido adquirido a un </span><span style="font-family:'Times New Roman'; font-size:10pt">Cap</span><span style="font-family:'Times New Roman'; font-size:10pt"> Rate atractivo e incrementar significativamente el flujo presente de Fibra Plus, apoya en la diversificación sectorial, geográfica y de inquilinos del Portafolio. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">T-MEC III (INDUSTRIAL)</span>
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RiEYZMBgLStH0Zt23GsVvYJkQCiAIlJ5FHAZZgywnGNlQY5RxPXE2SfNqbb8NMggGVAa+fzA+jNHf1OnUIG1CSNZqZ9XUOci/XdBr6DasYPbNsm5o35RmGxbdSnieVW9xD72bqmHvbFnPLZvMeOwTmNEfupv4F6COC083jZ30oHeEKjrbCAZhqumUzjp7FbnLK9rwUG0OoAUFtPiwNGrR1s12VAEgA4DkoDnTbM32GAwbYAT6AryLyBDIDEspaoLQ8pjAXCbBduIQg5NuDSjbRZWlpVP8ExMjun7at76uai/SHAoJvgJkhGABkLlijZPtQBUyH7R+hAC4wZnHuODlhe2dT84qqmZpc1jaNPQdF7afiZxTX10JkTbDM4PkOmn9E40uPW3XvqpkMDOFYfwbe8sqFIF2wiDJh1wDAI9jCgNjw9S4Bc1f6dB9q+dkNDZKv2rlHVNYdV32oAMc35VjRDYE0tLKsPSRSz+12ATWs0JG+oVQ1+H4Bq7QHodMHeuroAg2FNzy9rcXNTSxvrmpwnW44OEUTzmuE4c8srGp+b1cjkFIE7p4n5GWxefciogYlJ9gUo+vvUHIYlApAxk4M9sLrOqPpGRzQ0boE/p/WtHc3SvjY/AjDNAnBLq6u6cfe+rt28pRUDIwJr79YdXbtxRzdv3tEK59/bv6mFjU2YCGyCgJuirvNLK1qgXqNTZE36osMMYA3RbiGAZ3xqWp0Arp86Wdt1w+KGYDvBaKcGqes4/Tg8OgrYjWkQhx7GBnDiEVjUOCAzyLUNj3G9SMAZ6jVB249T30HAdJx2GZq1aUB1chJQGdEA7GpkAhk6jFSGPXYgs8OwxBjn7bZ7g5ZASETdXHdseBTWMQn7mtAYx5rkGicA0dmVNc0DZDOLK7QTbY5vTM8vAsDUAZCamlvg2uc1vzxPEuKcHLdvbJTtZqkv10bbt5EAwySIGNccpm9DnV0kDMz8ydqm29huP/0y7pQtgFwriai925KbMVuYLvs57DZm7NquYwDfZDm+GOsbIknBeH4EOJKCMe9ADNZPAgkCNk0RmD/btrFPEDAMsNwSXYhjDpAgJ7m2qXkAl/ZuYdsm+qSRxOEmoRmIhnoGifcBecKWRLopTREAFLBsL9vafJDztgImg/NL+C3JYWsPn19z9m3Dnxs5pyfWCzADUFyDn2ttI5ZNxjcD7iG2CfU7wEPmB3D8HS1qDPnkCzarfxiEH+whyMM0ZExRWEHvQCdB2sm6Xg2N9Kuf9d0DSA/W9wz1a2LW6DKNQicMwjS6cYhuKP0ADttLcMesYfwhOqKTTp3VLB3ZSwV6+4cBo16YDgET61dzsFPNoQ41tIZU6fGpurFJLrdHA2TQTjp3YGBQnXRaMIhkC0ZY1qsZMtvU7CIOOoez4DBk5pX1Ta2QARcJuDmy4SA0c2Zx3cmQfaC3v72boBkiEOcU4bztERgHVHJublOjZMveEVDeMrfJGDo7ihN0guSDZE+bDsZwlgjMCDQ3sBqbmqQD5nBEWFi0jfo3ATgArMPmAGiYW1MYNof5jNVF2uQJtqqxrUWugEe1rY1yB32YR15A2dNufQKTBOgDnYB0rBln8QEyXva16SbKRhzGi+N5AbQmNbO+NQZrjR6YP8yyMPuwrZ/5VhJDkITQDtMMm/RF3gZgoaFelmG+cDPTsK2eKOwIptURgS31079Itlg7IDCtzWvXtQJIbmxvw1Cuamf/Bm0KAyOobV03ATI+BTDCPIcJysUF5AWO202wbACwi/PTWlu3/Xd0ByBfWt4EGPe0ROCPzeATAM/EPP1JHw6QscdgdZOA3DjWP0j2BdysrZdXl9XLMftJPkNI3jXavZegGcH3+mC3Q/TfAEFiAGfJYPPqPuUK14WktLoBQDP4xQig1kPdx7m2fpLFIP5lfjnBOSZgsKNjI/h+v9MeB75PkurvVh8g3z9MAI4Yw2UZ892DfQR1L23QpZ6BXnXBnrtgvB0kg7AlBCsBR0sWHYPUdRaQ5TzDMOlegKx7DHYGC5shqC1ZLG8Q2PiwgeIUADlqQEc9x2nTEVjr/NqaFtbXtExfLG9tsw0JcnML9rqhjavXtHPjBsxwWds3rrN+A9a3pK0bt3T19l1dvXWLNrkG67yqtevX6bsb2tq7Bntc0eoe/cEx5ldI3nP0A3UbAOgH6YMBkkMbPh8cGEPumXweQWaOO+Dkagupvj0CYwJ4MC995e3ocKwF8PMBzPbQqr49bPd4QOrBVmQBWTMGA4kFoO2GoBEycp9D9Tt7OugsuzcRBa1B2I52HLpVtS1eFVRXqa6lWTGoZ9ROGAFlQcxWWEMfoNJn1NsCF1re2tquFn9AHaDyKJUdhJb2Aigj9iSJzBSmgn1Ihl46fwC5EiML9DI/NTNFJ6zh3MNIAHQxqOnyeFVTVw8Y9GoTKh7hwus8HjU0E3Acx9cedLKiOVgXzKOlPSSP36/mNgAgFFAjQV/hbSTATdJFCDpkXjjsZCFvOKTqZo/K3LUqd9eo2uuSJ+CjjbocB4rieMZiPIBGAFnkCzUBBK04VhTgRQ5GmwEVL/KD88H2DCh8AEkTTM/d1qTihlrVU7qDWKAR1lQPUHGOYIPq/C41tDVA9z20MYABcLS0e+VtbZAPcGr0u9UYaFBDS4OqfS7avo76VTNfR9LwyNPqlp9zt4Y4P2VLm0etlE1tGMDmBeR8nNPX1qjKxmrqUq3qllqut1Yl9eUqY1mlt0a1TbWqbaYu/ga1BGlTQLSZspF2qKcONc2ct6lOVVgDy8xfvEG/vO1tXD++FAkhDZHctG9lI3UPBuRtM6aLNIcFhgjK/skJgDNMBuxGDpB9Wd9AH7lamlTfzDXTl534YB++0AnbNX9sYpse5o1lTcCu+gngQYCkNdgGgwJ0SBadJlthTeMA2YjdeyIh+uj/QDRGvWIk1WGksvkXgIrPdsMkRiaQnwBOJ+DVgVyYJpEZ4+kHwMZgW7a8H5811hgl0SxtbCHttkiiC8jZWfVw3lHqM7O0pGnY1DA+PTYzo0kS8hCAMgpLm+Z44/jyIGx0bnFBk3MzHG9MY4DINMzWmGIwEiYpEicEp5/pNqYD+GNzO+2Hj7rx3Qba0vzV4tBDEvPRpj7i0dveclDSV42hZtgMZkmM9e4ICQ4/qGcbszoIRm2bT7WBFspW1QVIgvSVj3P6YEmtEIhm+qmtK0rfwODAgWbYVQssrgXm4wtHWB/Bt8NOWRMIcKw2jtvOOaMcK0JdQ6oBGxraAs4tB3+MGKR+Yaaf6/uiCwo7QoaxhoGOGQqPDGhsAipM41nHtCFtuslebWSc4EAPWQdUw6m8dLa3FWlGhdphMiMrS4rRYW4oViO0qplAjuCAISrQRWf1AkJjdMI4ZoDUT2bqANTayf6D/T0aHuqWnwBpgyH09XWwL3Qdyh6ksb3NPgW4qGY/DeRrVj0g0+jzyseFtXIeH/Vw+wASnLYRp3U3N8rlayBQfaoEPKqw+iY3wASzYHmDl4DxEuhegp4grmmskauxTrWeOkCNsrGWdQSer47j1WMEOQHZ2FLPueqoT41aAnVqAjC8/jp5CEQPx2kEADzMewEPD+sbCOo6gtMPeDQFARmmKxsIbE81AMD+bbZtLZ1BcEfdzj5eljW11TvW0u6Rm2O4OWcj5wjH2ggaAA5Qau9qg7204uQ9mluZU3Orj/VBMjaJojcCy2xXf18njIDAxtk6mQ+H29TfH2F5mHaoc+pT38R1tdZSV7u+GtW4K1XnqwKcXNSxBgbKtXBNPoDRDUDVN1VRH+rfTr0CVXL5a1jnlttfS1uXO+3ZQYKq5/hldeW0ZYXcnKOqsUql9WWAW6WqfJUAXYnyakpIAFWq9FUzX6YK2r3BT4A0A3gEUCXg726hDehHl9/DtrXs61JhXaXKAbRiV62aCJqSKurTilN3d6jIVUMbBghKgDBEoHE8V7ObOrYAkGHautNh6l0EU8/4s3uByEnzaz/g6cff2kleEfzejtNM4PsB03akkIGP3TccQBoOAmqjSEE//j8AIA0hZ4YBqT5YlQ/5YlJwfHJaAwBNU6hdERKxvdZhzMoPGwiy79jyqsPmjImZrLbk287xOgnOYDQKoA3R3ygJ4qihiQRH4mwI4OtciyUxL6UHEDGG7AFs7BqboyTTjjDJgeTic5NUGlXhq2cav/Y3kixY1mKgY/uTUCxBkIibAKAA11nvbwYoABvasmuMGB0bVAfMt2sUUgAODACiY3avk/q2sV0fCaQdVtjJum4YZAAS0cOy/hmuHZY2AlubXF2BrU1BYCAjtAmMhwYA1aJIlgg2TmOMmKYnGwRCaL8A1mY3O2EtdkOSBrGbt004cBUBWu/zOTc1PYEQGSuC09BAwaiqmgMHjRsKA05Bsku/PE1+jZKdNtdWtLe9odWlBQeIZmj4MSRMJ7qyD3bkbfSrE1SdnphwZNva2rrm0d8BPxKmlgasrFFldbUaG3F2F+AAg/B46lVfXwuj8qnRwMTjIhC98tDgLQEDKEAJwGlmvYeGdwE0jXREgzk6ZtP1gJObfa30PJv3NtUDKvVyNVSqHjbgIVC7OkP67Okj3dnf087GkuamRjU5OgigQtEnRsi6dq1kbU+DSmurlFVarlKYYVlNubIKClTpqqRdkVJtzQoCmH4Co6ymGGDhmgjsBoK+Gvbh9tVSbxd1qpIX8PER/P5WgpDg87CuHiD00AfNOJYHB2vFmcI4UA/ZqqsbJkvm6upGUuLA3WTHMA7bQRBN4EBjsMde1vdB/WfnpgH9fi0sTGtpaVIb68tahZbPz0xofXUOm9f68hwyppt+DCGd6J9umGu3H6YJ8AM6HT2cdxAJ1wkzZBsDyGC0FSYcRl51aXDQGGctAexBPiLpQzUEYzVZnH5g2kDMS9nYVgmT5FrbGwAfAz0YXNiYXr2qYHZVgFg1wFhD31QD4HWWKChdjSQGtwuQYxl9Xl1XrYq6CgfA6rAypmvcnA/wMiZY6xwbZhhtcqRmx2iHBmcJcntdBDnaYiwV9uglsdQCmjVNVrod9ualjT30X50FNOes5NwRgLaD5BuJRTVA27aTsDuRVDPzyJPRUc4ZVOeQPSGchpmReJ37mYvI1DlFUQsNJFS7QW9BvUiQtsB0/DC0HvZZWlkjkfQ5txeGh0doY6QcrC0GQxpACgYANTeJuQv2Z4qhs3eIRLTh3OD3htpQE93OU9TmSAAAC3NtsBLYehtJ3e7T2RPPKOuDgJVdY50BtbFakmyDtRVtXwsrryOZ1uCDdQG36mHktryGRFsLG6+jrepg1xXES5klBmKllOnyFtsWcIQ9TSwvAqwRFdRXHgBPezeyZHjA0bPT02Na21ihweY0i5acWVzUIFlheHQYPTxGFgqB0GPa2l7S7OK0agjUrKJ8gpfgbgqg5Ue5ILSt3RzuRJ7FuGCApwst7m0OandzW7fQnjsbG5oEJXfR+7toy3aCoKUFWdLQKL/brUHk2M7ymva2dnXNbuzu39SNa/taW1zWJMA4Oz2nzfVNrVnWQD/OcKwFQGqb4y1BY+fnpzVLPRco52cndfP2TXX3dGt6chSgG9cweryLYOxBIvQSpL3dUfV22XTEYQadtg5A7sOhBmANgzC9ocF+mFkv557U1998oy+//Vbf/PCD/vrP/6z/+X/8H/pf/+v/1P/5f/1f+vyLb2jDXa2s72rZblpS12HAemR4SINkrxl0/e7OrjY21mnDJefpUy91s+CPUY9Il1Fs2AwO0kYGM2AKAKIBpG0rEtCLs3sItkasoQ5m0uCSH/YWYF0LweAHXJvZ1gCppakRwPYpRKAEOE4ry/0AlI/lzWzfBEtsNTZJlguR6YNImSCZr51+jkC9+7o7aaco+yPHmY9Sp1Gy3zRtuLg479wHGRjoRfbQrrR1N0wiSGDa+ftY3mlPEAHYJhywmWzbAFj6cNZmnLUW53Qz7W/3wSR6tbVn9zKmkCxjjqyrI3m4jXUCtAb6BsR1lC4AxJJBHayxFhCyaUs4zQRLMwnGi+M3EzStSE8/krKN0s7vIxBaqENbCPlKkPhhoM2BesAI1gS79BFczW1sx7Q7UEvwVSm3ukCpJXkqJfGU1FeoqLZSpbR5AwHoRhY3wgpdJApjpJ2AVsdgDLYQJojbFIFVNhGgDZzDRX1MjtfAtD2tTQ5A9ZLI+4cHYYheB8Bc1M+H/PYQ2HVcUy1904YU7ezuUjtyJghQeJFG9TBAf0fQuRdYj1yqh+Ub82lhmdvkLDKtneQTslcvkJYxkksboGKM3u3BJ+jHJo4TRLHYA5QKb5NKIRDlHKeChFtJOxugGPBUw7LLaedy2GqZpxJgqWF75llWQ1KsAsArfRjLbL9K+qsYlptbVaKcqmLl11cBNCQBEmOIegQAnlYk13PD3/Trk+8/0xfffqN7jx+rGxpY72lBQkScm6oLS8sgeY/6ufjpaRwLQAlGOjU2PgPKD6oa1lFaUap250lQH5Q9BnsIaXJqUWNTdmMRx6NhIzSg3ZMZHRvV1Zu3tHv1uq7vX9f29g7SACoHvQyzTTvatR02ZZn6zu072rt6Qzfu3Nf23nXdunNPu9eva+/adcBlhXPMaAGqurW7R1ZeBZQWtLhwcHN5DWDb3trS/fv3dOfOLd3av6qru5uaIwP1Evwd0Ogwur/Nj2QB/f10chPB22VP3qD4YbRoK1S0heAM0ZmxEBmdzuuNhdWB3o5FqCfbdQFUJgtHh/tgPAeSdcpuTALWHYDaHEC+ApNYAPyWFua0ODen5eVlWAZ1nYctmdkTrPkFQGhec0srSN4FgG4EMBpUp92D6BkAuAecrDc8PApYtLCuF5DsUm9nlL6JARDIK9ra6uqnzj4YYDOd7eOaGnHqBjrfhTxpQLo0kqFtmYfS24iMNMboRsqxzFnuGJKP9X4Aqt2clHYKtcLSmmAsAFXYAIp5A7VWAqHVSgIqSmbrA6h7emEAgHeIwGiDcYYJus6udnXBgMKRFgcEmvCLNrJhS6sFA/IBUGhCNoSQi9UEegNJze2pdUCkiQDwk1WtT4y5umGpXthnLcyworpYIXwmGKKOUaQ/jMxknz/aCHOqVksU5krZ1O4i+LnmNsCaeQ/syqa9QZgQ1hioBEDK5AuzPMo2lM3RCvki5fJinnC5mmKVaolVEci1jvnZrq2zjnPQVhHqGOb4wUoAxI5bpZYgIAiDaw2xTRDARa76YQ4tgFsr8jsKe/YiTV3IT5evAhDiugG8hhbAjKBu5Dq8sL6GIEwcMKxuhrk1l8vVanK1hGAvpawAGEpU7i5BgpYR9EUqIPgrAGAPUt1AxA+Li/TFYH7Ui+QRRY4HAK4ASbbD7ul2ISdjftrF4zyhbukA+AMNqmyCXVKnas5ZwbkqmspVzvlKPGWqbOG8vnLWG3A3o3yQopMjCgEu3SSdEEmopsnLvvQb57HXZOw+Zy2g/VzsaUR5dbVUCArfiu5vAZGCHVBl6BnWPzTuPPbs7OghY48TYGPQ9h6cvxXnbsWxIiovL1dOXr7OX05VQlquqqsayIBk+bEp54lPVW05AdNLgNnTCdjG6Ji6CKjpqWnAbFbdnT1IBDR0S6smAb4e9hnsBwAbmgnefjJZhDqgqalHrAetid0EvO7de6D19Q3nXPt7e7q6teEE9QJMaRnms3N9X/s3bwNUN9j2nh4/ecz8La0CdnaDcggQvAEo3XvySDcf3Ie+DmgJOji3MA+9XdEiEq+FLNNj7wUR9JZ5ugHETnR4CNliQWuA1BVpQxoGFCVAGy3AkVQuV4VKSwtU6ypTI9nBS/Y2YDNp5DP5R2auxQlKyAoVAEIlVkOweVjeA4XuhqZ3U84AVCPPGOcqFHx6ega5OqF52OjSyrJ2tre0ubmplbU1wGteU5OTmkd7z6Cv+wH0GFkvYo9uYSzNFuycu9GkJazBzGvyEmsEaDxkRB/18zLdxLU1U98WgtyYVAAACgEuHe3IJxwoCGsKGntieRMg52P7JvY3NtZq28KwDNANsKI4WxSwiQE+EZzd1+xStasUaR2EyXno5yrYF8cwaYl5jBUBNF0wv3b29ZBF62E2TWwTpL39HLsBSeW1+02eclgQYIEzewiAqoZSubwERH0xLKVY1U1lsACCmoAprS0iwEtgHUVIimJYTaXqCJ4GgsoAyN3KsfylcocMbOiLIMvbKwCcMqxUjZgvyrkipWqKFKu5owQrJUjLsApYSCUsvwpwKmcekIqWEsxVZPkqB6BaY9VYDcsAw4jNA0gGVg5g1eJrBDDS0xuqVCPgVddSDlvC2kpVFyyRq61YDe3UO1yihhDTjhWxrhiZU0JAF8NAigCIQlW3cJ3+IlW1sAwrb0LiU9ZwfbWOlQFgbNNs0+XOfD3tVN9mwFYGQwMAA9QlTEIyOQxQN4SqOI8Z0rO1CkPKAqieSJMjbyP2wm8/GALLjA51q2diCCnrh71Vq9rH/shVl7GkpooDqdUFKAyiQ8fRlwPIGHs3YnJ2QfYeyfzquubWNpzHa4sbm5peWtUCmnMSyWNvuza1tUOvexyp1OBtVmk1Gq8CZKa0x+n5NW6dT0pSRl6u0nOyydRdmpud1rWr27p/75ZuI4F293adoO8gQKLtUbJgjCDv19jEnAYMeFxIBICprqkBithE/QaczD8zN69b9+46jGdtfVUPnjx0nhBEu/ug8wGcEzD1QMED7Rrq69eNG9c5154mZ2bIJh7lluerAgcuBwCKq0tUVA41LC9VQWWl8oqLlVtUqPS8bJaXqrC0RMXFRSouLFIRyysrcISaCrmRO03Q5xaySzhoksZDsJFpmTfKXwcQGcuoqi5TRSXHRpZm5WUooyCDdrmsi+mJOpt4WUcvnFdSeoqSMlOUmZ+pypoSlVXmU49MZeRnqAYgMxZWW2dAgbZ2IbPcZP4GYyboaJKHB6Cos3sftWUAjIGGSS0kV5NPddSzmczXEW2FxSEvkC8B5EfAspFJEPatr6tWnYss72UZMi2INAvCWEJIkwg2ilPNjXVpfAh2FQ2oLwYrJFsbMHhpg1akjhswMzbigBmMqba2wmkDH8c8kIMwMG+lCriucMgLOHnwlwK2ZRtjN1B9P+3XDAtqCyATMS9g1IzTNnrsGty0Qwts1UdblABGdt+tEpbUQqYlGfih9a4C5ZZkKiUnWRXIrI6FYbK33Y+pZruQcz8ttzRXRZUlSivIUkl1EcsKnHtr7qZaVdSXqNpDQmgoIFDKCUaCtAVf8eYBZPhAfY4KXTkEUD5ByjatABlB3hA00CpzgMLFfC3Lqwj4KoCg1g8wtBSpvrVQ7mARBoBQeh1QKyGwiwlwSsDNHSohmAHM9oOygdJtyw38mG8E+LyAmpfS2RdztxeqPsixASIrawNm1K0NsAWwagOUZgBUTStA1Qp4BcsAEZIk1+dqtTpbHUtoq1KuC5ByQIlpA68mAzP8tzZPJQ1FKm0she1g3nLaqlJltGelq1iVJAFjXxUe2BFlFduUUVoSyK3JUV5tAeuL9Fz3pzF1D8NwIhE61Q+t74f60jkAR0NDI45YrdJKkMrtdayi1ugulLl7wJFXEYCiHxkw0D+EowBCBP0gmXZqZExrK6tIl051hNo0gCQZH+jR7Ws7enD7qu5c39HezpYWl+aRXbtkcKQTDGlpcUnDgyBlW0xtYbRpqEPllTCD6lJlFqcpJT9NVdDSRhzQ7hHYRXtwQi+ZsdhdrmKCrpoMHAxHHIlYWFyuosIyjY0NaR+5NQHo2CPQ7oEhVdajY+uN0tcpKSfFCfDK2mIcGfTGQdvQwG7kitvuJdTSCVVlTnC1tzXBwryqAgySMpJhNeXIxDaCug25E9IAMiMCSLQjI1y0nz2Va/aj9QnG0rJCAKhYeUWZKi4vUEklDgIo5AFmuQV5BGS+SsqLVMk2TZw7GAoiXcko9bXqbm+RF8CJhJod8MjPx/nZrg2wC7HMhWQqqc4DJNNVQTC73VWwTQCyvkyFZVlKz02kL/Mc2WLbj9l9vd5ujQ2hvQn05PRkxcVfUA71cDVUsB+ORZDmFWY6zK0XoJnqbFUUYOiAmfUGvfISpGWl2YBWBUAJy6gi0OoJzup8FVbkApxYYTZMr1Z9MJgg7efCQWuRBG76rriUIC4+sPLKIlXXIBMAjdyiDMAS1liW61yDGxbTQP9WUx8DUI+3CpkF42gFiGE1jT6ytbEfd5kKKrKdfvQ2AVScz0d9ywGXcjsOUq4ctuViWX418gng66K/YsgQL9KivTuEJGsi6GphHNXIG5M0MFc/gddsVqQSN31UD4PwWhDlEZiAQDsMMeKGqeCTXrbzAWasK/MUqgwAqyDYKj0AEetqsKrGfIIUMGuwaZYBaMbCqjlXNUBVxbGrAa1qAr4SK/PkE+QAHaDhCsB0ALk6AxKAzEXdXK3Ukel6wMyF2bpaYzgOq+G4gF61zQMs1U0sM2Ody1ge8rIe9lIXKGMfO5YBZQGASz8BnjUsM6AycLJjuNi+BoZU4i5UYS3bIwmr8I8K2ryE/qsGwGt8NSy3J5SmpljuKkIC5iq7Mkf57PNc3xfdWtiah6qvag1bXFrW0ipyBSo/PTOl2dkJTU6PHbww1dennv5+jcKK7N0bu4+yyLbzUP5pyrmVJU3PziJ9MBjT2OSMNnZ2kTO39fkXn+qLLz/Tp599qiefPtWDRw907ca+lpE0xrAWAJ4lJNLC/LK2trdhUQOahvHY3f9KV7OTQRsaoa0EfW5JhpPRMgtTlZwdr5S8RGUWpSmvNE1JeQk6m3RJldU1mptZ0Ap1m5wdVXPM4zwVKQVAPGT5LnslHFZk9x78ZMOC0jyybb2qCZ6GWmhwq08FBQRPdjqZHSkVRRY0NSOZkEJdnc59jjqAKD8L9pJCoJdBowNtWlzkmjc3nJfTZuaW1Yc8HZqYVRdy0u7jLCzMaWXJXmjsRtpUq6a6EOniI6jbAcdxJIdbowRBd0cQQI9pfmpCvUiuCs5lTwHnZiZhbx0aG+xRn90U70CvI38CaOwGh21UAGy5BHE+YFmiyiqcuLpYZQBeWlYqbAN2BpsxGeX3wkqDreqIhBWBGZYV5CrU3kCbh9UElXaTvXp72jQ/M6qVVSQosm96YgxAqtHIEEw5FlBpRT7g6NXESK+GhgEwAC0h64rOJl9UflkOQewB3MvYplkTYyQ1jlkFIFVVFqisKMcB0fY2L2ymEiAhY1YTpIBXGcd1AU4NgH6bMS9YWysMqhzgtGsrZ5tqQLaRgK4gC+eVZyo1J0kFgGRhSTaAngejyVUZGbYCNlNdBxMgYRWwrLAqR6WuA2C01wNawk0q4LzVyLSsolR8KVNpHCe1MEtZJTnKgp3mFmcpOT9FeeybW5kJeyqGPXlJTvXKwR+LqEtpHcfw0tYGJl4AmcDMKs5QOduWcL68MupWnq2krASlk0ALy/KVW8j6WtZVUCerK/sW18CsGmEZXFut3ccBvCqRhyUAWDGAV8R5itiniO0q6lkHm6iCoZUzXQbol2CltGUR4F9B8jAGV8Z8FcBc7algewCE+lV7SBLWfuzvsz5AWrmQazUArIFqDYBXwTbljQacgCnXZtdV6T44Xh6KodRVIl+wERlVx3mQsySGUtRDbnGeKklGbpZ7/PVy29MwEkEl/llMnZ7reBpRSkGm8mjg7Pw8ZeTk62JSFho7qIbWsPIr6ujEeqVmFSs7B7SrczuMqD2CnnOeWIXkbwupFWZij9/b2jtU5wkrIS5L+SlQv9omFedVKjUpV5cvpOtMXAYsoZQs6FJ2HgyllMxVh2OFO53PFPoHxwCgDa1v7gKGmxobn6LhYVixToJuXMsEXxmSpQoAMWdIhU5fAGgyCpJwmmQybRadm45l0RCwH3P0hiwaI93J+BevnFXcpbM6c/Gc0/nJBYnKZvuEzAStr8xoZ2tRnV0B1ddXqJ/sNz3Upf5IQJEWn7phLm1tYc0g567vbesqduvaru5fv6rHd27o4c0dXd1c1NL8jIYB6qmJKfX1Dmm4f1hDMMm+vi4NwfquXb2uLWTr6Mgogd2vYHtYk+M92lia1NbarPY4xs7agjZXDTgXtLOzCdCPAdKLmrQndXMzWsGW5yc0Md6rlcUpZ9vl5QVNjY1qAinUi+ww8LJzjg6OqCPcoRqPlyQyqc8e3tTj/R0tz05qfHSY65mA/QySeNbUN9gBMFeppaVGAdqgG6C3J1nrqyvaWpnUNlYKaEzOd8nX6sL8gATyzB8APDwAXRmMKUPxSReVQ6AWFGXJDUjEAs0aGuzT2qo9DZ3VtVu0we6W80ZwHQ7rJ4tX1CbDxmApyMROGOf0+CDgGtXU5LSTzOYmJ9QA6GWQDFKQqP6mJrU1e1Vcma1qgsESSATma/fPjOGk5SbBZK8AIqkAEFm/AeZXDkjAiArLc5SYeRm/SQEc0vGdNJgQchvAyipMVzYM7EJSvNJzMpzXNGprSFoVHIO6NrU2wFZzqS/ShPmCEgCA6/Y1wYY7Wp3snso50wpJhmWwrwYCFXAsop4FzBcAyBUmSwjAspp8GCLnrQJ8AKVcACibbWpMnrgKYRCADABTZKXJFPax965cML76pmqOYQBVrirYYBnHtNcNCgDmak8VgV7tsDgX0taeHjZS74Zm5C/b1gJCRdU5zvUaONn9lxqOU+NBKlF/a69SzlnOMQtJAgYoNTDoMq65hGRZgW9UkBjyywF/GLc9GCiF+ZfWlHDNMPmaUuoGY2W+iOSXwzXnw8It8du7Xc/1w3iGcHoPmr+yigYqK1VqahoU10Vj1qsOUPB5A2S5JrKMGzrbSuM34Wz1UHqXikqqlZZeoOTELCWm5MjnC0OHm9XnC2qopkJ9TQGNR7o1ERvUROcwAdHnfFzpbmwFdFzKzSlRVgYXX0pWbGlRTyym0dEJgggGtr6pVcwf7tfgANJtbUOrqxuwqnnNOzdSYRP2oSVswZ6UZOenQrXNEYz9IJ0KySx5V1QAsOQUGzAl6krWRaVTphYm6lTiGdjRaRwkXnHJZwDfTLlo+Iz8JAA4mWsuV2dnUDsAwYM713Tj6rrzcl5LwI2MayVY+7UBy7u+u6cZeyt1ahrZ1ORYU1MLgNNJ4PfCGKa1wfVMwOzG+oY0PTyhjblZbS5MaWuedbPj2pwf0c7ShBZnBrW4MAlzmuP6JhQmEw10I2FjUQVa7IlSo1wwsgmAaGt7Q3fu3dGtO3d16+597d+6p431ba2urWtleVHzs1MA2gTSdUwrMMml2TkNDww732gtst2gtR/AswSojM1MqLPPHiwg55CaUcrOaKsWpka1NMP+c5OaGx/SKuxnd20eIFqkLQZony6tLi8D2Nta39qC0c1qhvMOAWT2mkIk4FcgHxmZkqLcvCKYXafCXIsx4bnldQd0Y3bzOWqP8T2aB2w25yc1Pzmqda5jGek9MT6tWNRehKSvoxF5Gxvp53rYWRv+WY8P5gNGsBHYQ1Z+OjItW8Vk3ABS0JJRUl4ySSZDqbnmE8kOI7uUccVhMlksryAYSspgTcznwVCqkQIFSL3SKiQjy4tKC2AnRSTKPHw8TaFoWL2zg+qa7JO7tRmGU60Q4FzvrlM9jLIC+Z5LoBlgZJdlwLDy1T8cU1uokdghaSIhPX5kXcCHpC5xJGYFoFcDMNYAoBVIExcJswKWlm/AhXx0IY99tJMFvgs/iI2MqIW26MZHuu1Jkg01Mz7gDEETHe5Vx8SQumdnNL6xpdHlJfXTJ4ML8+rD7wZmp9U10u0Ak72v00z82IfSMWLJACQXqW+jI7T320gLfQphNvJCc0dE7mhInoiREp+aIvbRd9R5SJKRnakrmam0bzZtDnA2eWTDyYSQ8rWwanuUbt8r2tvXdc0egOfLbi1tzGsGBxsl+yzNT+Gww870waNRkwiL2tzc0s72DhR7mEw7r7XFRa0vmDPPkmXHFAm2k4nndG1nT1d3tsjaq7q5s6z9vU3tXd0l08Fi7GM8GmNrfUWba0va3lzRxtqyrpL51pi/vrej/evXtI8EGxoZ1s0b13X79j4ZfZFt13QNdrG3t+vUxZ5mGRBt0LD2SH4dgJqdmdXkxDjZPaixiREVk4na2704TDLMiOyVf1mX0uN0NuGMLqbGKT7jIqCToPjMizqfch7ZdhHQiSeDZspDZ9eSfUqg3qVVWar3u5w3hYurMun8NFA/ncxXrf6hgAYGQgpD14tw9s5wC+DSrsnBiCaRLON9QY33htRdVKDOxBS1XUlVa2KmYtW1Gu6JaqQ3ov5YUCNMj+E0IYLF4ytDavo1MoDkirYoGKhF+pUjkUqQZ7lqbMiHGRSTBAB6nCcYblYjQdtCOYY0HkAatwZJDkisZq4/3N+DJverEzBojtij5jon2+aXpykDQE5EqmYVpRBcibABQLokFfBEHpSlIR/rtLkxq/v3ruqTp3f08ZPbegpjurlH+yMrb1/fhuld1x5SewrfaA21EzD1cvl86hrop51qlV8AVSdr1rsObnr39HYRoA2K4NyDE/aEbkb9AHxu4iUt9Ed0Y2lIfe0+5eRmKuBvUhdScgy2dGNnQ3ft3uAWzKy7SyMAUdjrk7/RrYjDzJo1OQm7xOH7OXcVWTcjP9kBmJr6amUWZMNgYN2Xz+u906d08spFXQaALqVfRj7lO+8TuZB2dk8q3wExEjCgcSUtQckEVSr1qQRcqpG0+bC4SjfsoiwXYEsFMBqUDwBmcY6cklwYdpFyCMAE9r2cdtl58zuAJK0FWAz47F2g8dEh2FkTCRx5VFuGAUDIpTovEtNXSV8gV1ycp6HIud/kJuGVVOUpIQMgLUHWPbvHWQHrKajhvPhpBkCXU4ESyEtQHmymEDArgQU14r9NrfXOvbcKfLsYAEvOStIJmP8V6myfXlS1eHU5PUlHz59XCgQkRFzHYJp9y2vqJK5ya8qVW1+l0sYqVEilSgHQCuSr9a3J+HNXLsEyDbAL8SWrXx2MqZzz1cICq50HNbm1yC4A9Lnez+zVcA+0l8AlKy8hAWYWFtVN59nTo/FJ+3aqW6ME8g7S4iZAcPXGnh4+vqfHjx/o8ZMHurF/FcmxBxVf1tdffakbt29qc3tLq5sbzn2cG/vX9MnHj/XF55/oyy8+0ReffaxPPv1Yd+/d1m0o94OHd/Up848fP3SWbW2v42xtBGVMd+5c1R7AdPvGVZz+oT5n308/eaInTD94cNcBqm37oI7sub4GgG3Yh3XrGhub1ujwiObnppw3iu1lwY5YQF6vS3VkuEZflU5cOqXEnAsAzzkl515UZvEl9P0F5VemqLgC9gPdrUPr5pYk6+zlM4BXAswpAwdOp9PSlZmXriup8bqC48YlxOnc5XOAVpoa0cbNLQRZczkgAgWG1jdmZqolIVEd8YmKYT01ZYBJlSLtdZgL4K6HzUDnDdgAhNqqHFXjZLU4Ty3OXw0tLimFhdXh/BWpsNNUFZZcJiMnEyQpyi9OVQmgkY3kzC8DPMjs6bkAbjZBk5GoxNQrSocVFBRlKrcgDVZ4sE1uAccpS3XYYiHXVgTrK63MUgmSpKIqG3nBPNKktDxT5TVZZOscgqhCgXa33M0VBAt189XI24bMaLe3qssBRLI4gVCFNKhmfQXXUlyaTl3TATOuj+MWIYXzS5DFZYXIlWq10B9F1CVg7RBCFjRVamR0UPMknVu37urxo6f4yGfa3t3VABLVnsJOwOZWSYKrZPBl2Mfa4ojWlqcA6kZ5kRbVDQX02RVkVb7aY62qtPsPpdSf+trLg/ZGuL3I2IwcKaF9qwn6pqY6VSE17D5GPoFvbCUDyZRdnK00QCuzMMuRT5cBjyTa196Gtve1sgvznMBKSEtRCtm/mmtqbGkgMXU77y/Z434311jG8QrLCzUCI7HPWezbsyqCMqMwR1cyUpScl0KbFrBdgS6mxDv3haoaALLabORLFrIlmwC/iM8mM49SAJjKanOQi8nKhOUXIueykY5peUmO1EzAN/NLqTP+UV6d69x8D8C8TE6X0TdXMuNV7ilVjc9FDCQpPvWCErm2xCyLhRSl408JOYkkqHQVuvJVaf0EE8soyXCYZAaJ2ReoR9Je1smEswBbgSPjSmCNJtfsIUFyRoLDGC8gv09dvqhy6vBc96f2cV+p6siydjPKZR3mLlKpO8957FXlqSAQM0DILDRiFfTKPk4scr6a7oXSLawiGa6u6j5Z8NZ9QOTxHd1+eFsT0Pgw2a+h3o18iur61T3dun0bsLinzz57qidPH+rR4/vO/M1bN3T3/j3t39zXnbu39ejBAz1g/uGDO5S3df/WNej8PDR+UVev7WsD59sG2O7euaHbN5FAgM/e7lUtmpyZhPVMTjnbrq2uaWtr17EVwGhtfc157L60NO98l2bfiIUIFg+NWV2Xizy7QqfFoZUJTAK6pCYZ3X0Zp4gneyXSiEnKxnFyyWaWeQoIpgLAoKAsxZFyheWpMIcrZLwrOOgFpeTEKSnzvHILk1RGlipJvCJfeqoa09JUWZiqxOwzdOoZxaUc16WkkwRisi6nntKVlDNQ18tOkJaSwaqrs1VXn0fQpKmeDq1DY9ehv+sIpMpK9LQ9Gi4moO0GZTkOWpoNiGQ6T4xycOQi5u2+Sw4Z3J6mFdl9BhynmOAvZl1RSY4qOE4xZSbgVAJQFrK+Cn8w2VEJ+NkN4XycLDHtPE6UBiiXOk+fLiXG6fTFM9hJZebirNZWZfEE5Tmc/QrnQmIVXmHfZAAMpgjI2XxBSZJjeYWXAcB4wP0S8gQQTzunpPRLyF6kE+cpINACHS1qjTaTDGOKIjsbW+zD2lrofhU+Wgx9d6sFsJqd60HG1cHSqlTnyVVxDccoJzioR3ZpAvP0F6CdTz+VuTJVWIP8KkhUOWBaUZcNUJWQpcuVQ58m5ycqrYh+gjHYDeos+quItk0ByO3+kAVzod2LqS8joIt1KTkBS9G5hASdvHyJbfOdJ3EuAKy6vkjVrjyuHRaF9M8gwEtryxXr6cD36lTrqiRplMJwirjudNoNn6JfMnJJCASuPaGroq9LSo2FAQQwqNOXLwAUKfgtzNdbqnLAp6augGuvV0ur26lfCSAUaG9wQLwUsGjt9MvTRvtEGlXlLqCfUmiHPDWH6gHQMmXBdPPwiRrawdhWcTU+DnsqqoZBwRyNGWeWptIuCUhIkhjLbX+7j5QN6F3KvKDLphqIk0sZ550EWFiaST0KHJAvAPxyATC3r0LPxT5uV1JpvM6nn9WRi0f1wdlDis86o+J6JEc9TlEer5SCeJD4ovKraTCW1/gSyAhJGBTTS2b0pKrJ3iVoI2OEq3EIUDXq1tLWklZhUitIq2s7m7oD81kgOy2iNe2J2Dz6vX94DGY1ppHhUedlOHsNf35uQQussxfiltD5U9PTyJkBR0bZy3JbO9vOeDIGWNeMDV3fhY1tOZ/+78HK7L2grZ11gOyaM57KwAgg2D/sfLQ3PDOn6YUlzrPsSLaV5RWY0jLlvEZH+qG/3erpaVU12aScgLdMcfHKORzuAoASr0Qa/VKBAVIGwJSC0yapyHUFR6WhK6Hj+ZfIFucAqwtknPN0nGUL2FTBRZ2OOwwVvwgTucB2cTCsC8ouuUCwngO4LuKsiQThZdgHgUnn5Rcn4oDx0HaCoxonQeIV1ySyHKZCtjGGUgw45ealATAsq0BO5sUjbdKdZdlk5LxCjknWMtBMy4on2NNw3gQH5HLNgZCaxThHZi5yC8vFwbJzrwAOth/roewFBGAZDmjAVgwYOGwIRy8pT4ehIUfML2o5Vyl1J8CzyxKc68/Cb/IA7DwYWTZOW1GTqSvJp1Vac4VAT6T9YJBcfzHXV0wbFruoXwXno81KOF5BdQJtm8xyQIp9SuuogzEopGaZO5nsm6YK/K/cm0qZokivVwEkarkbhlAPA6yjTpUmOZKUCTvMKee6K2nLegsYAqIqQx6YaRWgUwIY5dKvuYBrclYicoZzk72b/fUwqz6Fwo0whQbWW/ulAai5zrtW9ta1F7lbBosZGuhTZ2cUsLZXEZAYNYUO6Dv3HGkDez2hiqRRSKIoqyzCKkiESxq3oUdi7Rrt63AkZwjw8CFl6gG1vCKCl2QRCjZoiGQfAnDLy3KQoABWXSmAVgAo5SnY3qy56WHNjw0gae1Vg1qWeZCIlwDzizAbwCrhjM4knIbFJJJgkyjx26wE5wPialcxvlyiXvx/fGpYkc6Y82nLlYxLkA6YHL6Thm+cSjhFsrykVJJHGaBqb4u3Ap6lXNOllDjnPO0dbSiQabWHWxxALamqVJPfo4L8LGVnp6mqqtjeXA4pteyCjsd/pI/Ova9zycd0Mf2MrgA+WcXnQcFLupB62rHE7FNotUuqbCSDAUjWqQZGBThQYe1lldVB1wk+52Yujm60sKAqFwcr1tjEgDa2VrUO6zDJtolen0RDTk3Y91STMJg1WNAjrW9tOjc779zZh8EsamVzRzdu3nAGompqj6ig1gMaV6uqDDrvqqUTy50nNeHxcZXFOgCwfs1Oj2l5cVpbG4taB1CGBwecJz6bWyuA4BpsZ0bLS0u6d/Om7t25qft3byLjHiAHH8G27uje3Vva3FjT7Mw0IDittZV55/5BbU2uKqphILCdfBwwDTDOgiUZ6By9cESXMy6ikU+TRS8oLvWELtFmeRVJSjSgIQhzcOpCsmkhbKqwioCgDTMIvHILMoK2shqJRUBUWjBXJbGczq0l+5dfJKDRzwVnOdZx2MRJ2gA2wTFyyi85wVtQhXNlH9Op+A85fqLKqi1bAgIlF3GaOKUXnkUKHoVVpOBAnDf/AhLxlM6nnFAyoFpRc1n+UArZM47zAoKVcfT9Kep5mf7EyjgfgVsIK8nifDnFJgNgg/lnlZ5/TtnlAGkpCavuMokIZlgWx/VeRHqmOOwtByaYVXQe4ATUWJdGfVIB3Lj0o0ouiMPOKwM/zC43u6jE/FPKrYItcl3ZFdBzgMWYSiYMLg1wz6NeFY0wIgMxEp8BUV5FspO1U7m+vEqAyZvJNjAGDxLRC6PxIqe8MFvL7DC66dkJPX1yHwn3SE9h4Nev7SrU1qRGd406okFk25wj67/68nN84ynrr8Ge17S/v6uNtUVtrC9qbmYM/+pBNsW0jp/skfBWl2a0iv+NDHRpsD+mUMitxsZK2ac1YwCDvRJSVl6G7PdpeGhQN/Y2tb06p0WTX71dqIA71AclcH1DPV1BjtGhu7D++zD8sbFhzcDWr+2tKxoOKmYPVsJ+9fb3aHxi1Km/vbrgC3odNnQx8Zzi04hnJFR1fSVSFrbYCDEIuAGsQuejZG+gSV29EdlHnx1DXUolEXUAti6Ykt0TTSm4DDvMR7Zf1jvH3tb7pz/Q8Ssn2d6jyalxTY+PqGeoAx8luRH3Aee9KAPgKqVlZCo9J18xG4sn0q5VCMLkwswz4KmIU171WeW7yLx0dkIuqJZ9EipGYAE8zr0PnC2r9ILyqw7kSHL2OV1IOYnzWMWQFXmXcKxLOAfZhYydb/KjhOxMkJVBactqyJQElL/NXu5rUh30sKOvDfaUi5zLlMtfpraoT2NTg9rYWHHeMr7/8K7TyffuIbeQZLdu39L87Jw6w1HnO6H8YjqvsV5DAIs/FFVFs98ZrXADEBufGME55rUN64pE29XZ1611JNq1W7e0izS7CuD0TUwCaKOK9A0rNjDqDIHZ3tXH/JCGxqe1vrGDo9lj8z3t7u7AjFZha7NawqmmxgYVJVM0+2rU6ClRRk68Tl84qqPnjyku6azOJ59C915SXOIpHTnzkSNFjKpnwSKyii6TSU4rjm3iU07r4fUZfXxrSU+vzevexpjur09qdaZH8xPtGhsi08IkfS0Fqvdkq74pQ95WpJcvXS5vGrKYjF+XrrrmbPnb7Z0a2rXdrQ4/Op6MXF2ZpfTseHmb83T81CGdPn+c8iOlpp6H2VxWUuoZh2V1d5dA+xPU4odZVJ8BgMh0NedIJMZQztJ/F1h+kT68zLlN1+crFLM3hivUThnuLHOspb1ApSSnwprzKm3A6i+QqBJVVHsBHwNIOEZK0SldzDiut0+8rvNpAHbWCV3Jwefwu3R8K73oHLQeYAKQLmedojyrIpheEWBcBLgU1wLa+GGBsT8YkgFwOj6YgYwptsfk6Rdhm4kECmydPsiEqWYQPClkf3vHp7erTX3dbZqZGnGY7tjoAODRp57uDhLWDLJ9k8S0rCn7FtA+TSFpLa+sIfOv6/r1qzDlVeel1xu3bjJ/zfGTDfzk0cOH2r9xlaSJ7z646/js/v515m/rJsnzFr537/592P6m82FwZ0+f8xBleZUEub7gvC/V2uxV2IbU6Btw2PoW7H3f9r91MADb1PSM86S0uydGDHhhR17FwgfvQk3i8+tbc2poroBAnFMy154P+yyoQqU05gEu7STWW3r6+La2OF8QRmPveXkDjY6cu5R6TofiPtKh8x/pyKUjOpYACck8Td+cV62vUAWA+eWsi0pCTp29fIy+rVavDdHir3Z82lhUFuzaWE8ZLKwAdmyP7HOQb/YJS35VplJg2wns/1z0SUiX6dhUnCHfdV4phXR0Plk7n0yYdwKZcFY5FRd0KeuY4jNOcdDTTobNZHla3jm05EWHspdX2ROWChzRhmiohLrjdOjpIqhtDtskw6BSMs9CvZIJFDJi6XkVVpNJKy+SOU2vAmbpODe61O659A900/FjGhruc+7HLK0s0UEr2sYprtLpe2SnNVB/eKZfnUNBjU7a6HA9agv6NYcTLGyx/toNTS+uovu75PM2qa0tpJ6+ftW6fVDgar13jGsrroS9VKKnS3HcUs7foOKqRuWWVsrvD+EMk9pYsqd1G86QHlt7G2q1gduHRzQHEF27ua9vv/nCyYyhcFg1NZVqqCuXuwHdXVWCo4xpenLMqZcNY5GSc0WnL32k9z4icxz9QEdPfATI9Kuvo0m90UZNdQf0dHdCs91N2h6P6fpUlxb7g7q1OKQnN5d15zoycaofUOrR2uIYjG4CADz49OAqIDsz0qve9lb1tbVpjCzTGwqoI9iqmclhQKhStbUH32XZV/mTSMuNpSltAdBXtxaQwhv65PG+JsY61NntVgzr6iYLdjWQZWGNq5ME3Zx2dlZ09+4+iWCfftjRnkndZ7a2u66ZJerU60PCpKgGKVoOKymphOmUnHeYzpWckzqbfERnkj7EEU8DHpcdMCmpSYJRppFQrign/7KySGYZOfgMbKu2Np32JIFVprNNuvOUr80kfUux/E2FBGCFeju9Duh2tTcqFnQr2lancLBW7a1VTNco4q9RT8RDG8U0M9ap2YkuzY53aX6qWxMjUc1P92ttYVgrc0NamR3UEu28MN2n1flBTQ7GNAcLmJ8aoP0HNDXSra2VGbab0NTokDZpw53NBQAtotH+LmcYkpGhfurXpGGYz9z0BCwqpsHBXk0AdKN9nVqeHtHO6qx212d1Y2tRd2+s6z59cGt3TYusmxnhXJOjikWanJvu4+PsN96jaFczCqKbY/ZqZWVKcwtzmp0FkHra1diUB9O9pCRYbkr2GRipxd452E2Oeli/Rj1n58a0tERipS/7uC4bY6qM9ZeSz6Js4kiYcbqQfBzVc1YnLh+GvR9gghGQEhi/vS1eCaDYTXhfWy0AA6sngZ0luSZnxpOokH91hfR3AuBn9zovKz75vPNkORnWlAjDfi76OASVz1QDmTs17zL0KI9KTTg6b2qmDwpnwzN40MJVoFaKCpEHBdD7MjJNZ3uDbpjj7dp9lT0Q2W7erjnsYANKurm9AWDMaWZ+HMed0EB/p5oac1WPJKtDn1fWJeAYheqP1Wog1uA4UUWdXRyOVp8BkJGFm8rUYK+gN2Qq0uWmocIaIbhG6AB3WzHUjovNOwm1h50hZzJyUnQhPgUm0kJGr9DlxCx1dxGMAMXo2KSCnoB8voAGh0ZVVQsFDkXI5A3KSS9g+2IVFVWputqjhsZmNdT75GnwqCsW1urqPIHYpc6ubtoiQBb3QPE9yq6uQRs3OFRyc2MVhrWh3e117SErt9aXHZD84quvnOEsA4EWnLBDPTC+fpypkyy1PjcDiAwr0ORWbm6S2pvdurUxqfEevwpzElVcAFPMSdMODOj+9rg+frCnRRxn0IbrQIdP4Mg2dMeg83LesmZmZzUAuLY1tSA5FzQzPa9xe8I3OK6R3mHNTk4Bppxzbl4LcyZFV5AGy9R9W7du3tb/+n//f8jg25qaXaL/l9TZO0ibj2uS+XHmp+fXyMQwv5V1+ndXg2NTGoQdDozbOMgzGuZ8Y3PLGmH6zu0b+uzTh0jZ61qcH1EMUKhzIVPt3kLaOaWmn1UWQZFFQiosuKQiwKYBae6ptBcOXQr4qgGUaoDEpZB9xNiQr9q6XPqvWBPjIe2uDmBI66kQ7CWq1dk+reOze8vD2sXWF3oAkS5tzPVpY75f2/MD2l4Y0tZCv1amezTQ04LcQbKTiWvq7DORQvX1+mHVvUgoG0IlqjVAZ3NhUFsA//bSiK7DRvdWR3WNcndlUjvLY1qc7cFXy5yndy2wiJXZfi1Nd9OvHZocCmm4p0mjvS3qCDfQNy2am4xpabZbizMAB8ffAdD3dxb14O6e7t/e0Z0bG7p5bU13rm1RbmljeZx6tamL45RUJDo350ORRoCkWZ7Wao3A3D/9+GP6cg7WFnGe2C7Mj6o75kMRlKgfcLEPpLc2ZxUClGvqSp0Pa0ur7PWCBI6XpSspF3TszBFduAJY5cFOYY+1NZkqKExUBfiQmHpaBUjUrGxYJtsnpYIDxalKg72kAS5XAJ6EFJN0pwGZs0rJuqLjsKdkQOd8wmkdO3tUiTDO+LTzOpV0Ss/1fU4woeti0RDOX6+B3g5HStjwjYtcyMbWuiZmpxzNVlqfC9u5hDNUkSl6cWYbcAp0R54EWgMKNLc4Xy5vbK45Y99OTIwjVex9m3Vtbe8ASNu6fX1Pt/b30LW7mhmIaqi/BfCplrc2X3U1WSqAMufmxam0FloPvS9zXT6g7si8MthTlSsZUEiTy4ckaIhTdvkJJOEpgOck8uUoDZagYKABuurRyHAnTKdWrQGP8zV0vcflfFxZXlamWlcDmbUUhy9SaXGRKkvLVFxEWQXw1NaqprpeJSVlKszLVUl+vqpKcdBiALAEcCwqVEVxvsoL81RZki8XksZVW6hpc1gy5mef3tX//r//s2N//uM3egLtXpic0BIgMzk97ryi7ws1sO20dq5u6xMY0+TcNMeo1BCZ8PHjx+rqQLPb6wyjI7oKgN0AyB7dQPqtLaszGpbX7YZZuTQ6PMD5a0kEVTCDKphKn/MC5uzUrNqDsJqJaef7uREbWH5wDDDccl4i7A7T7zYKgQ952t0DA+pRXXmNOtranWFp7VOVrp4BwDLoDL8Z7bLXLqLIqZgzmFPUXvSEybUzH8R3Wm3Uu0ibAu0kKvtzBwyvF1Y1NY5stU9AbFyhmjI12/dubpf8jXUa7App2j61iAUVsg9Ly2nX/CzVlxersrhAZfnpysxAEkL1Cwg2C7gsJFNuCWyo6CJZNRU2laxssnoGsqLJX067NSJ9C5yk5W3OR5olyNdcrHCEa+uoJZF6AOKQuvubFY4iSTtbnA9NywguV10Blie3t0B13hwy+SW5fQXOO1PRDi+Mb5YEMqTB0ai2AIbHHz/UjZtXdf3qMu3dr4HukPzNLvUDXn0w1q5wPQyrkcTq1WCHT6GWcoCpDJke0fXdJT28c1UPsFv729pYX9EccWbvcg33dTiD6De2dsgdtJEIQ+rvt28i25BH5QrDMgyIJif7NIiP75Doblzb1BJgE7YB1bzFGh8B9EYB3qVR5FDYOV6grVF1dUVI9SoF2+toJxItYFJSak8b053hOHb3IA47SEnY2+rKtMZhyv1dMWdsp3C03WFyXhtEj7iq89QorwQgxI6fOqKL8ed15jzSLPmiLl+5oISki7qUcE4n4o4qPumcLl05q3OwohMXjh18nd7SFZW7plzNpQlQzk6tAjibW5vOTdqe/g6V1OXDLDhI+jGo2BHn5bJytKHpy4lRLjYY1MbMsLa48C3o/9XNeS3PjGhhrJfMv0JGmNLa0qrmR6CDVV51IXOu2uj+Hb2aHmO/jTnnnNNQ/1kkk9HeMPS+1AEepFyp3WfA0dxXYBfnVeU7r3IP0qwQhM44BG0/rMsZh5VReEw5RVD3YmQeur+sOglWBc2vBp3Lzis9/ZzKQGmXK9eh4kPo/NGBMB3aqiEYhj9QoGrPZblb0gnWRo0Pw64GA5qjPktTvVDsbm0vk+3WpgGCWd3antP+5gzAMOFkxPnpmIYGvMhEnwZHCOCJPt24sa27D9Dn20sK9tpYzpU6GX9UcUknYVoAebHJ1ovODely6KkNclVeViJfY5PzG52WJj9gsap7N6/rL998qQf3biKPJnT/xlXdxEFuXd1SNOCXx1UrT32tM0SFUXoDp84wEnSgT6HWVrlZH2lt0WAkLH9tlUYAkSG28RXkqaW+Ss3o9WhrA1kZNtZH3Qe7NdzbTsbu0MxoBGnSRl8FNDbo5ZhugKoO561QaxBArr+i1MKTqmxI08BQo/r6kTsddYpGa8iwFQRbqWIdDcjwalU35iu7JF1nk04oEyreCtMdQFJGupqQ2hd1+vxhJaecU2L6aRVXxqvClaiiMqRYFSwbNlxQeUmldRdU4b4gTyBdwUiRgqES1TYmq741U3XNBFBrNokpXbWeNIehV9Unq64pA1afrZbWCj14cNsZbmRwZAxmP6nbd/ZJiiTIjSUY6rYePb6r6/uA/DbBtzqj1TX7U8eitpH2S2vjsD6k8XBQs4vj2tzZ0p27N7EbSFCk9/Vt7d/c1c071zjGhtZt/+UpbW/MIosmYN3dGhtFvi0vwKwm9fDBDV2nL8cmx53vIN2eIKygHKlUpuNnrqiqGrbX2qwWn1vjJOp729P6BFZkD0B2d7ece06LSzbw3QKEYU7XYMv7G9O6eXUVxjauPa5nhcQ1jdRbwKZg3MswZpOGy3MDyMheJF+nI0+7e6Iw5nGFQq2OlF7heE2tIfUOjCCZm5VfUukMz7K1OoePTxErXUrNtRclC+Suq1Rhbq5OHD+ri1euAPz4IqyqGvZaWJiOcqiSz10rV3UZbK1Fz/V+3omECILKbeoO1OPEjWpu8lBxMvFnjxSFDSVDvc4lHVMcNOnYhaNowQsEcrbaQm0anLA/CgwDVGRlOmsX/X99e9X5Zun6xjy0dEqLo92aRWa1lVUo4+0PNM1+j58+oTM2dPvWTTrrBrR+QSuT09peAZCQC719aG8aZG62SxPDbQrHytGIh1Vce1YF1SeVU3FSpy6/qbOJ7+vw2TforPd1MeUdnWXZxZT3lZz7IXZE+ZVndTnzfaXlH1NJJcBTdQEnxnFrL6vWnaAqzwUVuk6qtilOVc2nVVh3VOWNp1Xvv6xQZ66aw8mUWfKG0lXnTwWUsmg4u//RrlhXQC3+ag1Bpz95dF2P7u4AsGOaneglm7eprgKtW5kLaJ9TfNYJnUk6pENn31FSBiCeckwJWWSJ5Pe4jrf0/vGXdeTc2zpx7rAzsFYY5hAO23jVNmZNq6ZgPqtjo1oZHdMYGXFtfdG5+f79t1/r3q1buoasffroLjJqQssLCzhCAyyyRuGWRlhMk8rzshTwNmieY4z0dDqPb8MtXoDGMn45Dp+Hzk+GXSbJ5cmH5bA8CPOrK0F6Io+bc2gXY5nnlQvDzCg8qwtp+ETKYZLR+3rjw5d05OSbUO9Tqvdmyu3PljuQqTL3JdhDOse9rLSSY0op5pozD+nIhTd0Ovl9+vGUUgo+VH7FaeWUnlN68Qkl5B5TQe0Zp48zSgE0b7zyKo4rt9z6/rSqvHEqq48jIZ5TMVbhAZQa41TTlKzaFkDGn6JK92W5mpOpQ6qqvbBmQMvbWoTk79D1vUXAe0zdvU1yNRUo2OdVZCighfVxDU92ao9ksQczf/j0oXP/6sbt27q6f0MPnjzSZ59/rNu3b+nzLz8FiHa1uLqhh48e6PPPP9UuMWMf0tog7hOzY8j7ZvUAxMOTIQ0MI7W6WzS/OEmc7Orj+wDT3goStl9zyzDUJfufGvKpo8WR4JYU12FXOyzfWRnV9Z15PdhHwq+MqyvSrAFYyOLYIFJtQu2hgGwAN7+vXg9uGYPa1eb6OgBnXyDY31GI8ViHGtweddr3e709zmsq9+7dAsCuwtDv69H9G7q6Z39lgeWM92mBetrAeTZgnd20XgKkNpan2X5ff/3v/1237951PpPpCiIlh4b03XffODfqY7BjG05meKRHq3Mj6ogElJ6Rqh1i/PNvvtYX33ylr0igzw182a2r2wNaGWvXtYWQbqwOabHPpYWRMDp0EAcMKTHpjM4nntLRi6cUl5Gu599+W28cPqSsknJV1HtVXl2j4oJ85FobwVzoWJQGXKfy98kA9/e3aLRtPby+qfvXVrVDBlmYHNHEFNSSrBPwBzUe69bS+JTWlxb1kAa5c+O67tzed14g/BgH+PLzp/rys8fa2Z0lA404Nz/zS+LRk0eUkn0Y5D2iUxcBovh3FJf4nuIBm4S8QzqZ9IaOX3ldCRmAUfZHlIeVmHVYCZmHybjHlJrHNKwpv/aY0isOKT73LaWXfqhi12mVu8+p1H1WudVHlVN9Qhnlx5VRckRFNfGqbsgByJKdl9/sEfk8Ov/rrx7o228e66sv7uOg93X91jbbZuv45Q/0+kcv65VDL+ujuLdgPO/q+MXXdObK2zp16S19cPI1fXjyDX106g0lpJ1w7jfklSY6L7T5W5sAnzbZ+NJBn1eNdRXISXuPJ1UJ0FhPRakGe7uQn/XOG+SffvKx8/j3+rWrsJ9GNdRUwe5stMBG+aDWjY2FzuNUe7O4sj4TVmFPhuKVXnBGiWmnAcVT1JnEUnOOoD+lU1fed4I/rfS4MitOqLj+tIoA6qyS89D0dOUVxMMg7a3pi6qsvYKUJegb4x0ZnFd9SuklR1VYY08/D3PMY8qt/EjZ1ceVVQY7LafNi4/qSs4HSOaPnISSWWrLz7DtKUp7ynVCJc6xTgB8SPCG0wAJIOO7CPhQx6KPOOYxufyXAB1A039F1b4LrL+g2uaLgBH71J+BJV8CiOLV0JYkjz9H9U2ZANoVFdYj42rjlVl+kaQTryKsBpB1B/PYJ0PBHvtvnFfRnlZYdrZ6xzu0Q4Ldu7WprRub2r+3r6s395BdT7V/+4Z2Aay1zTUkGeADew9HXGpvr0S+Iq8Asaeff6713WvOuFb2L6rYGKz53j1NkSzG5ie1uLmidaTT5vaMhqdiakCapRbapz1cU2ORWoINJOUAknvBuZnd292qmtp8FZalkAz96ulrpWxW32BEQVhnZ19IHhtBsLYE6duqAWLU+SrAvsNC/ppfdHaGtb2/qe5hP22NdIVpZiJrXS0N1GtOEaReONqiWE+TugdaNT49qJ6BGKA5AtDazy07tbK57oxWYG+7Z2Rfcj4RmWZ92F8PmxuBQd2GFd6D9S1re2vdpFaXWk23NfnU20zlWmvU7S2CpUCxeyqRTN3qDVcqKT1OZxLjdfRSso6egQGdO6es7AzQLFO5uXnKyUhBU1fqQspRfXD6HWXnJoGO1/X5F/aJw0N9/eXH+vKLJ/r06X198vi2nt7f19bSrLYWxrWGJFm3t6C5iLamRijhuPO916cfP9GtW9f08OFtff3FJ3r8yIYx3SfjXIMpHZgxrHC0XgXIxJTU0zp5+i2dg0HEpb6l9868ot++8xu98sGLANJ7MKHDOnflAx2/QLDDkt449iKs4xCM5zTB8JGSCt9RfM6bSso9RIY+T0CexbFPKZvMm0NQWJmS/5FSco4gBT7S5fSjSso8rqKqePlDZWoJVWtheVgPH1+HCXYgPXJ19sohvXn0Vf3y5V/r+T/8Vh/Gva1XD/1eJy6+rfdP/gGm86r+8ObvdOzMW7qQfMgBzXMA1alL7+pMwgdKzT6vaMzvvMvRZ8NT+huUnHZBF+wr+wsws5JCVZUWKCH5ktyAz517D3Xv8SNdg0m2NLc4oyOO9obVFfapPVCnNr8L+m7vI9knC0nKL0qSvVmdmnVRWbn23lAywHOJgEeTw8hScrl+QKeo7iztdE7lvjhH5hr7cfvtTXeAxgMjqTrtgFWZ24L3nPIBm2LXJeh4lmp9iQQ/LAUQL204A4gALhUAkuu4qprOcrwzqmm5AIAcUXUT5/CcJRGcgMmcg9WcgpUCNM1IUfdp1bVeVGPbZQdYPMEragzGq7EdCyGRg4kAyyX5IlD9cILqAxcxGBdW23KRfePZhoBqtXeNjOmeUkn9BeqQoEpfvGpb7Z2g8wDlOcD1rAN4Nc1JAOI5JFypEguOkITiOFY2gHpG6ch3d3sedShVz1ivWpCfno5KeSNVsMJMmG42zLVJYxHkN1IyBogtABZTsK0w8r4BELFB9h4+fqDe0ZgqYF+FtXmK9ccA3XSdST6hszDjQ+ffgVWewt/shdRi7d7cd6Rgz2BUwWgzcjTfeUu4ye+GhW2hIHY0PNapKneqqhqoK1I+Mfe8cirT5PPXaH+pQ4/3JnXvxrruIgdXIQie1lLaN/Hg7fGs08QB8V2cCrtvg73YmM8NyOQc2iLdGbojoyhRGXkJyshJUiZJcHBymCTpct5eT0qLU1oWSchbo2lknb3vtLs+r1uLYd2C2NgtnOfaH4X16sV0vXYsAebRonZQMMbJOiJB1VbkOuOblBSmKTXtMlotB13frsbmkDIyc5WRkqpyuyFbWqxIq0djQ1G0X1TnEwCokydUat+SQNvLanK1D6J+9dWnzrdaX0NXv4bBPDU28+AWEuWqntzZ1p1rK1qa7FN/J7Q05IF22g1rr4b7e/Qd1PbOnZvaAi03QdetjTXn+y17+e8h9O8OWefq7roW5yY0N9OvQHudI2l+/ttf6sVXX9DJ8+/qvWMv691jr+mVd3+v37/1O/3+nd/p/VN/0Jk0WEjKG3Twizqf8ZYKXCecm9ZXYEWJGR86UiA5/4gupR1SQvqHupR6GKB4XScvvoNkOqTU/OO6DIu6lPEBEuSMwyRKyPznUz8AhF/T799+Ub/83a/1s1//Sr/5wwv6zau/pS4A34cv6/DRt3TsFI6VeEgfnHpNbx/BDr2m19/9g9744BUdPwv4AAg29EMBzmUvfR09e0SvvP86bfwRCaMJ8ChSsK1NXh/Zq69XWeX5yLpLyioo1ODAsNaXF2G1B0xzaWZYvQCY212nGthQcXGBMjPTlJOTrvy8dK4H0MlLQQKe04lL7ymnDBCpwgkJsvhMpGvtKWTNWZhECjLnPMBgb7SfBXgIxBJYEUymBBZR2gAI1cervI7tqtmmkm1hHmVu2gfGUt18HgOMGu0teSSTy76VOwYonWSbc6y76FiN7zJsowbpm0BgnAXoWA57yUGaWVnTfA6WY2BA2ZSEzIrH5+JU4TsHmJwDTOLkCpwH2M4DkGcdMLNz2zoDu5qWS4DTZeYNUJFt3vOA6lnVwqDcAFw9FohVENQ+5LgN8HUJJhQPKF0ETDE39S6MU3o+7Ak5V4q0TM45T3I7rlfffwMme1hVrnSV1yfRRvFKQaImwy4zSqk7QOOPuZ3hTzPLLiulKF4nrnykj84f0fvHkN2X31McCe7QWbulAPBkJKtreNj5/nF8akClJI8uwKejO4R/FCnW0aqyOqT//BLgtqL5lXnNLkwqRn/bwHkFxHN2UbJakdbRiBs25kOC2V9OGlTfUA5rLlNBQZrOxMF0z5/U6Uu0d72N/tjgjJOUSDydPH+KhBinxBwDnWTFXT6HYqDuNsZQdrzOXyT5nzum0xdOkuRpa3e1NjZsBIdVXd+GaAC6IwPdB+PxFFeVqbiwTN3RiDOei72tu7Bg/wmfOhisnPklWMjq3JQmRmzQ8UHnhmZlYaEay0rlq6ySuyBPfZFWh7F0oSnz8guQBGlKy4jTkSPvKCvzimbQfHYTzj4Ktbczb9+8ju07j6C3NleRXmOqc1epqDRd0ZBbPd1B507/BHJscnxc6xto0OVVjYza07Jt5y3jr776TPvXtrR/A82MPLt164Zz38h0+c7+Na2urhFkMCL7uK8kWx+dOaxfvvRrnTl/Tr/47a/0/MvP4yAv6sjF13Xkwms6eeVNguwIwGNPyo4QDB+qsJqgyj+h9BxYTyGyA6DJKbX3Ggg0pEBqwTFA6gPFI9muZMCIco8rIfuYEnKO6mjcO3r1g5f08hsv6fev/da5j/Py2y/pD2/9Xm8CPIcMeGA77xz5vd766CX99o0X9PxLz+sFAOqVt17Re0fe06GT7+vDcx/Q6UjF5Dj57E8LNiKjfShYXqL4xAT0e52G0Nr+QJM+OH5Iv375JV1KTHZGcNzZ2dVf/vwn/fGP3+v+/bvO5yL2TdvM1Dx9PKd5+nhqdADr0/DEhJ5+/Ik++eQTffv917Trphp81UrLTlBSFhIIZlMI0FQ3pjs3xvPKEpVWcAGAsrdbLzrsILv4DOvOUsIYCbKkjNM4ZpwzXcw2hZUELPKmzGUv/11RFjLCGGtqFpIs1/aFjSB9imFeFYC4/WzPBgovrr6sokrAAADIL0tVRW26c/O4oi4Jg6lVpmA2MBzgVZeggsoLHJ9zsU8xQV9Rn0AWhn3BxHLLLqgEaVhhb9vbW+DITTtnWS0S152kWk+i8zDDwNMbqFdeZrYz/ENhmX2rdYVj2Ldf9sTVnrIhhWiDNHyjsCIR3zqhk3Gn9cZ77+jU2WMkjGTllyfgM/HYJad+do8sPf+8ErPjdDLxI71z/A0nUN858qY+OPMuye6U8/AkDTC/SAJMKYiDJR+V/bTP5UO+IZs8LTWKdLSpuq5SiZnx6oj6uN4KRfsG1d7RJX+0R5ML61pYXQWgJhSKdWhsuEfTEz2aGu/RxGi3Jga6ND08BEit6MkXX+qLr77UKOBWlJ+jwvxcZ4zwvp6oM2h/Rk6qklITIRYkoZQLsJt0mHe8Tl4AqC6c0XmA6oMP39Fb77+p37zykl57H9YeF6fklERlZ2cqPT1FeblWpiK1Po1pGJq3vrbofBW+vbPh2B6UzQagslfE7VHfIpp1j+Ub62taWljUOADU3OiSu6ZUhSlJaqrM162r61paxqHtx2TRmGoqavTOb1/V2797WUc+eFslJenqG+jUyOSY7DcePb2dzrg6w1zo5OQ4Uq1BFxKO0QEf4YRknpoCQKxDg0MjAM+UhgZH1B7pdP5ZZUO1TkxOaI262SiJvWwz5Iw9M6zOcLe6+0YO3koGJO0f1K3RLqh5mCxyRj/77c916KPDevEPv9MryJwX3/i13jj8gi6mvavkvKNKzoTiXoDpMH056wNA5UMC77hKK6DeLqg5ma7MFadSu7lplLzuJKzgpPIqThGIp5RZAkgVHsepjkCPkWSpRxSfdkRxSR/ofPIRHcGxPjqD1Drxtt776C0dOo40jD+si5c/0skz7+vY6ff17qG3dPzUcX10/IiuJMXjzKdUCHWvc5U7v7pp8XtozzxVkzS89tM7V6kzbrKvEUpciaavgPLbn1Ub6hUKBNXR2UXm63AehTf7/WoPtzvvHoXDYQUCbfK3kDQoI7RTZ0e37A+tQRw1QJvV1budVw1ycwHvvEzl52dTF+h9QS4JhunCfBUVFSg3P5NptmFZUVGuiktyVVZWpLLSUlVUVqimthqrkquuTnXUq8HtlqfRI5/Pi4Pbi6eUTR41YvYDx/LyYih7NlaG1C9WWZUNZdqs4opa5ReWq67Oo9ZWG5wtqBbqbz97bOXa/JiV9rukFqdsQXY2M92sJhi0n7ItEJD9zsfntd8BNSkY9Du/+/E1eR0W6eP83uZGuT3Us9FNO7Srtr4BmVqtiqoqVVRU0P7FtEOec/05eblYjnJoI7uJeykxS2eupFP3LNolF98pcYa8La0oVCV+XVFZqCL6Lzc/S4W0Ux5tmZWXTRKJd0YTyC9LU25pkvNiXy5xk5B2yRnio95brpq6YjV4q2XjZkdi9l5avarxC39ro+o99veNRqePrT1svCO3twnGFlb3wKgm7LdQW1sk+03nQ2v7aYD9pnhsalYdsOPZ5TVNzsxrlbhaXV3U0uI8CX+N7eY0PTupCAkg0OpzBmgb6re/iXSotxspHwsqHGyWq6pYCZfjdOjDQzp87LjiLsXrQvwVxV9O0JUrl/GfXKVmZOi5rk+jUNACAqrQeeO4LQjT6Ao7b9uuLNnbmIAR8sY+FbAX4oyBTI4PI6t6NcKJp0FNVylOCHL3dbWoHucpq6lRQXmVklLS9caLr+jl37yg1199WadhGz39bVreWVeSvd5emY40C4PeQTJVvi4mnoSqfaQPoZlvvP+yPjr9ri4jGYoKCwieABSxyXmPoBvQGQLp+6MtGkc3T/QF5SordIYprSsvVfy58zpx7KSSrlxRWlICF31eF+NB5CsndejUm3rprd/qXPxRJIXJijilZp9UZpG9pX1E6ej4xOQPdejwy4pLfEdvHnlJ7514g+nDaOkLcjcmyefJxLnS1NhoJfKnwb5gJ9MXnVWpZdiqC9glnCFb1bVZqkK3V9Xay2/2lKtAJcU4KDQ1ORmKimVnpaiyLN953NjidRMkbmcUvmbPwbs6ddDnahy9ggC2m8w+r0flJUUqLzbDocvLAKAKNdbbz/2akV0h5y3tYDBEYLY6oOJvtsCyPzw0cwwclONWE0AlHLOoqNhpYxuIvhAWm5mRzTGrVFlZDXBUyEYYLC0rU3kFxrnKSssIPGQaYOSBTdp5rfQ01HHcOq6xUlVsV1VRyrYEW1mxiktLCNQSwCqfIIOxFBQBIDZMRI2zzllOPZJZdy6vQDmFSHj2r6osVy7OmpB4RSlJsKu0DJheNhk0X1k5+TBqgCkjU4kJSRyjWLWuWlXXVKuyqpL62xjNVViFIy3rGlyAXq2zvJL2KgcMDNzKygHH8kKukxIrLM5SZn68EjJP6nLmcZhRnvP7nFoXks/GGuIaXS4XUrUGIK2lpH9qXByzRt5G+29ZM9IF0HI3so/LGcvcTz+E2tsJ3DZnsL18Gxwt14AnHzZeyLVkwPStLvRzBbLH3tPyeFUB0GVm5xLg9rOCfT2xIWGePtKTTx/rk8+e6tPPPnGGk7lnv3G6a59W3NLV69e0trGl6bkF1MGE826XJR77Q4r95LE9bD/w7FKgrZ2+LwfUcuVqbJa/3cY5hykFwoAWyai1DSD2y9difwwOqjUE8wlFWB90/tpqCcNX61ZNTqlcBeVqrGtQO0BnT2GbAHsX11DX4OVamkgEJLpYlzNOewu+6QBPfM4F5drIa42VAIeNVVOsUGeb2mEMw5MzmgHpbJgLG/N3YW1Dw7AL+4d55+isekah6jCcYah6PQev8rY5F9dI1ihuaEE3cwFBsqynQd6GCipcBo3Nd17LPnnxsA6f+kDvfPS+3kQPn4k7pIT408rLztC5c2fInDk6ceqYSspKoOI1sh/xT8zN0IA92ls9eI/mFrpxf2NGd2x6c0Y31qe0tzSulak+zY31qLaimICu1GAXwebK0pETb+rl135HtkmRl+ssLCK7FEG5XTbsQQK0PEml9oU1EtFuvF6+cl7JSQfgUFNbRGNXqsVTrUY0sbu2RGXFBCuZPjcrFbmayznsTw01dFozOjpMkNsfGAARsrjd7DUwsKzto33q6+tZbv/uaibzk/FhK84fKeoJVpy9pDKHoC2kPjgk2bUW8KkBLMzhGwggA6V6mIPb3cB56lULo7AAs3k7dt2/DRCsEkCwILGgNKcvp20qybyVVXlkYOYB7QrA5SignV8EIBWXq8kLO8DxkpLS9OGHx/T+Bx/qrbc/0OGPTpLBkji+XW+1Gjh3Q22FmsrynNfp7WNEG8umqr6SLJdHAolDchzIjVpPpS6RAVNKSpVInX72ixf0dz/5pf7h58/rxdff1nkkYnIagA5AlBQXINPTSSIX5Kos00svvaaf/ePz+puf/EJ/+/c/009/+ks9/5sXqddHKgIkGxoaaIdax6oJ2jIA08zr9aqqCsZFO9hyM2sPa9uSsgIlZ9m9moORARLSjlOH93X6Cmz0zB+UBfOosiFA7WXRf9OeNdX2ommtA8L2smlRUYl6e3pg6MOwh1FHJczPTuvqtavOcCyRSEw9+G4fTLMJX6gFxBroq0jUfkwQdRioz9haNAwBaGG+XTtXt/T511/o62+/1lff2qPor/T1j8b8gX2NLP7mmX2rbyi/dsrvKb/Tl6z/HAn12RdfAFafO//P2797Vzfu3NHO3p6WVyAUdl+ImO4eGFALgFPb4IYp+SAjzbC+JjXiB15AyA1A2R+B2wCYZj/XUO1SbnqOstMy6S/iAgbb1mbDzYSxiFNGAZv+WJ+i9kdimPZIb9SAp0Pl0M+T+V69kuDVxeI21QW6damsVa8lenQyr0U1bb2qaOpUc8eovD1zyqkKKN/TpQ/TmnU8vUl1TV2qbe3T8dxWncYqfV0qbYzpRJZfKRVRldQEFYPSR0F8+ytlX2/YeaT77odv6tcv/k6vvvamXn3jTZUSuPZZRQGZ69SZOF2Jv6QP3v9A5+JgE2S3YgKhrcWnYWievfE6P9GrxZkhzYz3axm5NYn8Gxns0sAgcoxAriyvJIMXKT0Z0KgkqEqLVFSQpTIye01lifNSU4u92YzEq0My1tdWylVjMqXUeUu5iqxYRZC6yegW6B6C22OMAybiSAMrWdYIHa9l3wYCvbqqnCxv2R3pQZAl5x2HCZ0HRFI4ViHbVDkv+tkPBO2vFfYvq1rOWcE5C8pTdSnrQ8fi0g7pg3Ov6/j598mCBdTB5cioRlhFI87qAcgbWOZywUyqi5wbgCYXomH7ISEZirq5CUKrv2V4G2c4pzjV+WjXhgrNL8hQZX2SSqrty3f7FucEgZXlDPl5nGSQmHlaNryF/S3THO7osdN68813deSj4zp65ISOn4BBXoD+wzYqkVFWn6KKRJ1NeE2HT7+kSyl2c/JDHT39gY4iLS9lvqe3j72oM0lv61zqezp98ZjeffeQXnvnA/3dz36t//IPv9Tf/vR5/e0vntfPf/syvnHCkVSRri719PXQR/VI9xK9CIP+h5/+ygGen/7jr/Sr53+nt946DJuGYdbARlz1gChyCDAoBWhyYQ+pBTB6/KECNlFWWs46axPWw/bsl0VXUs7rvSOv6+j5N/X+8T/o9fdf0rtH3tAhe+p48lUkN21GgsnKzQEs7BfWMRikj7alT5AxNTU2ymIJUqvw4PWQthgyf1pzCzOwo3olwcoS07KUkJKpC2l5SPBiZFURzDpTKRk5OnY+Se+dTVZWfjnMPEVxV0hiFTX67Nvv9M0f/6hHn36mh598SvmJHnz8sR598gmM51M9/exTB1C++e5rfffDd9i3z4DnGfh8942++v5rffPDNxjrvrNtvtd3f/xB3/3pB31Lacf/mmVfffetvvj2W3329Tf6BIB69MnHevjkie49eqQb9+5r78YtbV/b1+bOVY1NzDi/YZ6YmtHoOAqIcnp2zvmo1kZ0mBgbcsw+vF1aWtTm+qJW58dRR0OaHOrW9uyAnos8iegI+vn1c4V6La5Ub8QV6v3zOXr3fLbeOpepN+Py9M6lIp1MKtR7J+P19qkU1tkg62XOf5zHJyY1PjbhDIe6uLykOVBzc2VFVzfXtL267LxNadSsDfoVgGJVEAidUfsNbi/AAK1FExfBGApsnI6yIoclFOUXwSAylZaSpMyUZCczuchgRWTpIvRyEfTUrAxtXUugV+Fcdaz3EGgtviYFoHn2+UYzVLWODO+ybA9TsOOYJKmrtt/+1sGIBrQ+GVOvv0zh5jqYWhi9z36AST1AUF8NVQewQgBzN4DZ3RFz3n/o7IxwzhLAyxgDIOYis8MaXFUl7FPm6Nwq2EpGoX2RngSDZFtkVizaBFvs49oHaacph/paBrC/NtiAVefT39d7p/6gE5cO64Pjb+uVN19CJ39AFq8GVAdpz0Xd2N3S/u6mNpcXNTk26LygZUN2jCB95+2309MzTh+MDPQDwn0aHx4gUOwXOUVk7RyyVami1CMStd/25KjenaW8QjR4IoBy+j0lpp7QibPvk+lf1/tnXtHxS4d0Iu603jv6AfV0KRjpIhtHHVrua4vIRVas9bWoor5KJ87/QW+89xu9/vZL+ujkYX107B394dXf6Tcv/UKvf/Q7jvcq1/eKfvHST/Q8y/7uZ7/Ub195HQB5Qf/1b36uv//J8/rpL1/Q8y++qg+OnNKpcxf06jtHAKejeu2Nd2C/J3X0wimdTr2IDEp0Xu/IRO6l5SLPLlxWVU2d8gtLlJFdgHzOV0ouzBoZk5yV4YBDHn6VlZWrPJJYZmaO0gGD1NR0fXTkPb37/msO4Pz+zd/opTdf1vGzJ/TuR2/od6/9WheSkeQAbGo+zHlkRBPjY0ioepVVIq38ARXDdlJSs5QEsNiX46FYr0amFmEHHsUlZCo5uwgr0JXUbB2/kKIzl9N1OS1Hr7x7SmfjM/TOiYt64d3Tupyaq7cOndWvXv1IV5IzYOdndOFKmjyBdk0sLGhzd9d5/D6Lza9vaWX3mvZu39eTz77U9ftPdOv+Y9159FSfAEaffvkl7OYzffrV5zCeLwEXA5/v9C32zR8Bpj/CjgyM/vg9xnKWfQ8Qff+nP2HfHwAV237/5z/qW0DqS0Ds86+/0mdfHdgnX36tj7/8So8+M5D6XHeffKzdW3e1dwsWdX1fWzCpje0tXd2/ptv7W5ofiCgSaNEyYLy3Pm/v8XSqd6hHPT1D0OOY7D/nHrsp1xJQS1MrVMvoVhNUtQUK71FdPZnWg2wgQANQqkaP/Yfbxqohc9c2QN8JdDpldHTUGdxrbGrKGf9mnIAYsY8JoaFdff0KhCPyAQ5lUPoGtq8lS9XZa/+cIxLuAE1XFIn16GJKmg5D4w5n5+mtxFR9xHxiRpZK7d5GGRKktNBhFxXo5ppqQAXKb+P0VrLcZFAV4Ga/rKkoKTwwW15EBgTkhvrQu4BgYU6aOgM+GNS4Jof7tDgxqOWZMeevD8MjQ46ebWr2qwNdHOvqdoaFvZKRqONxh3HOV8nuR3CaY0itdJUWZKuk0IZHPYuzHXd+C2M35/oGerTrfK+26zxV2t27LvuVcmWVje8bJ1fDZTX5szhHo1Y478Pb1/X43i199vSh8yrB919/ru++/kw/fPOFY3/Emf5s2eyLT/Qt6z9H+9+kkzegzQuzs84DAftodWvLhnhY0qaNbW2DpO3gDHu72t7c1tbGhq6x7Poey7bt9f55LSxOqCMWgmESkIDN7155AQYCcLz3GgCVrwZ8ohYAqkHP13kCKkey5MKgUnLO6/V3ntf7h1/Xy6++5DzZefWNl/TyK7/Rz3/zE73+wR/03vFX9fOXfqZ//O3P9KuXfglrOqa0JEDv/EWlp2YoC2bgw9/sp4lu+7ttYQ7JJxWgKILBId2RWkeRbEcyYcPFtH/+JZ1EJp8qStBHuZd0Ij0eoC9A5tZD9334aCPgUKJgwKtQq/28sFaxgEcBb50ioZDzlm1zUwtJrV4XLpylvn/Q8TNnlJFbpJLyGp2/eEFvvPM6jChRVy5d1hlAwn5B1BXr0PtHzgG0SfrDe8dUAvOZmZ7S2OigeqNt9GNI86sbanLbfZ4W5RWVK7eoQunZhfIiW1vcKIv4VL17NF5nLqXrtcNx+u2bp3QxKVMvvnZIP//dO0pIStexY6cUF3dJeQVFCkVCWttYd5L4+bMXAPeP9O6hE4DyYR2Ns2E/SuVGyvTCRmaW1nTj0RPtAAI3Hj523hje3r+lTYDhJsvvP32qB0+fsPwbfco6A5kfGZCBzHcAzw8Aznd/MvtxHlDCfvgzwIR995e/6Lu//lVf/vAn3X74RB29A6pBjtVwbZX1jfSVS/X+oJqQWf5Ip0K9fWrr6nVu3YxOThz80K85HFBrIKKmpgCa026M2V8a3aqscBHglTgCVL3INGwp9NRu2KFrQfuaGhfboanr3WRDNxLAbqzZ3fRG9Q4Mq9d+Rzw0ps6BQUUIstjgsMI9/SqrQROXlznfgZSXVUPlOa+rwWE/BXk5agTc8qrq9S709dLIpK5Mzf87uzA4psMFhbqYEK+SghzlZqerCRlSV0dGbm2GlntUkJuhYntikJcFCBXIWw/9tg8PAZ2M9HRVILc+fnhdd2/fQJMPoEXbYAJobViN85QHdhaORsnuYWVn53DNNWoNhdUUDKna69ELZPJf/OZn+s3vn9dvX35BR0++r8zkeCWdP6fC7CTlFSNDci8CMFedT0IWFme1s72n60xvbGzq2tWbunltR19//kB/+f4LgOUTx3745nP96buv9CeA5Y8GMMx//9Wn+u6rzxwA+vaLA/vuy4P5bz7/2AGl78ls332JffUFx/uW/b7Wg3t3dPP6VQeQHty97QCOM3LA+pozfeMm1HlrnXrZh7yrWoZF7Wxv6jr1WrNhSJYWtLG2opnJMecL/b6eTucng6UAut1Y9CKvCpCuNqaL/QU0KfGs4s4c07lzZ5WUfIHAfE/vH3tdv331l3rjfSTMW7/XCy/+koB5hb477QzlsbXYq7XpsNYmgpocCGhploSFr8xMTqmDto4Eg1qFQdt9iPeOvKO3P/xQ+SaD6yqRUrl6Dxl3xgbrz42HUb2vI6feUwlAVFOZRZ8Xy4ukt48zmxuKNdod0GB3u+amxzU0CCOEvQb8XuXhd2VFWSrGN5JT0nXm3GVdIfCz0tPwkyxF2prVwbVWXknX1MCQBnu6lZlRAKNuVVlGkWpLq3X37iPdeXDfGUzOwHx3G8a/sai15QWVEzPnLyTp+Ol4pWQWA9pe2FYmLOs4iduvwuIqvfbmSV28mOjcq3oPmXnhQrzeffsdnTwOwzt12gHpI8eOw1I9ys/O1S9/A3P89Uv6W2Tqz55/ST99/vf6zStv6aXX32P+Zb3w8pv6yT/+Vn//D7/SyfMJAJ/9FLNRRVV1CgEAswDjnSdINxjLTftDyb1HsJcvdR9J9+d/+qvuwZ7uffwJ8usbff/DH/UDkuyHv/zZAZ2vfviBdZ9qAzCbXtvS1MqmfLCy3OIyzlOmbEDQSpvPwzJyi0nUeboAK7yIhTq77C8TPZrbWtPiig1hYb+OWUQ+2T/NFzU7v6yZZzbB8smZBZYtamp2AUYye6DtoPWTTE9Moe3Qe1PTs6y38XNWtIC+WyDb2gd5PQOdamxxOaO/XYDWX7KXkOjki5eSlERlckwjk2msw09evKzT0Pj/CDj/1i5PzOoEWTApLVX19hsdnKG1xSe3q8p5FXx4ELo71K/hgT7kSJsa2MZ+wBcO+NWOeV0V+vyJDTB2Wz29vWTIVrR/BSyvWV0wGy8Mp6GxCYbnVSlszG62usnGbl+zc6c+g/OeOnlUx458oKzURKRhssYGu7SxPOP848pebtzeXNbd++jjazf06NFDbaOPb9267YxktwNN/vzTp/oBFvPHbw9YzPdMfw/A/OAACcAC4Hz7hb1s+cTZzgEk7J/+9J3+x1//qL9Cj/+Mvv8nyr9Q/vEbA6yvOc6XsKDP2edLB4j+aDcfKT//xD47+URPHt4nOHac96fWYEI22uICMm1tFYa0uUGgLzl/8zDpvLgI+Kyvy35EODc3wz5bzrtRNtC6/ZPLhvqMhFrV3mo/JfSrDcmampyo8+eP6Q0A5njcIb369ot6+4M39OsXfql33vm9Dh9BkiHHzp47DmPN19TkiGbHAZvRPi1M2vdJk5od6dadnVXdvbamBze3FWyqRY6nODK2LxZQT2cYBpunSxdP68qVCzoG8L/7wZs6cuSQkmAvmRmXAMZaRdpb1BOq1ZozFMWUBkl+fTBu+2r+7u6cWt056gjkqaUuRfVl8aopSVQ0UKu2pjq1tjaqzV+v7qhfC+PDGu7rdv4MMYs/219Ogu0dyPtWhWA1LS3tJNshbbF8cnLUef/NpO7S7JjzZX5bo0s+GH0T8quqvFKt3kbZDxuXad+Dv+cOIIsHNcnxZ6bsvTUkHQzK/vY61NutIAqjvLQUqZgNKF2CVb6pn/78N/pvf/8L/e1Pfq2/+clv9A+/+r3+8YU/6G9+Bkv99e+dG/b/j//nfwWE3oK5HdGRD0/r3fc+0u9eekM/B6ye//3ryMujOnQ8jn66TFymq5CEPzQ1p/EZ4px+XljbBJge6as//kn/43/9L/3T//yfWt65ppnNqxpdXFNsaFytnQMqrXE7rCs1B2kLs7uSnoPMzEBS5uscTO4QYP7esXP62W/+oP/0d784AJ757XUtbe06tkxWXtnYcZ7n20lt3rGtA1txSrbd3GH5LvPsY9ObVmLsu7y+oxWzje1ntsWyLS2tb2pqblahaKtKKjL02luv65XX3tarb72jX/32D/r1796AQbyuD+sa/2/B5v/HJud0vNrlDAFpj/incabRwYPhJCZGR5xXAmZsaNWZCcfm6ND5qXEtTk86UsrGOrl2fVfRWBRKjGYvK3PuJVkwLi/OKdzW7pg94rx0KUHNSM6O9jDUPaiifBtYu8X5H1kfDtQZCzrfvHR3tKuvKwqrWdfDR4/0mMywB7t5+uQpYLOr/f2bunUT2kvbffLk0TMm8wmlMZePHbBxmAyA8+/NtjmQXAY+f0azm/3FSua/++Iz2I8xIMzY0NdfAELfOGD07Ref62vWG/h8Z6BEafb9NwATAPU1+zx9fN8ZXP/WjWtOtjZZdnVnG8Z0jXJLe+h1Yz+rJJLtzU3NmoRGmi4CSMsL886X0GswJBsudGrM3qVqk7uhAslEBkxL1Isv/U4/+ek/6vDhd8jqsKAXf60Xf/8bFeSnqtlbrqW5EdrjvnY2V7S3uUQf9mp7bVHXAO/JkT4HmNq81ZrsDWplPAoQRLU43q3hDr/zw0VXaY7iz5xUMeBURBI4dfp95eRlcmyf2v0+jURaFIQteGCrExOTmpudQ5bO6MbWpHYXQtqba9ViX6lme0o1Hi1RU2WCWlwp6gkWqaetWO2+AgUb6XOP3eg3mR6hjp3ye1w6euSYmmFFo+Ojum5fjO9tAqLDqq6owic6tf+jnLV7c5urzn/PVgHzFftJorXrpo1jtQyYLTvvpa1jJtFtuF77T9mC3T9dWHTeeZueOvgJ49BAv7q7OmCgXhSJvQKRqZTkVJ05G6fX3nhbP/n5r/Vf/uYfsZ/rhZfeRd4sqdbl04lzCcTaq/r7n76g//r3v9R/+4df6m9+Cmj94rf62c+xX/xOv33J+ucV/eRnzxOTf9DLf3gTpnlMl1IylF9apfNXUvTWoaN698hhxafE69TFJB0+iSw9dErnk7MAm1xdTs+F3eTqxKVUHT4brzeOntOvXnlfP/n16wDl83pu4Kte7d29oT0kwBoAcwA+B7ZqIGPTmwY4Vx1gWWT94tbOAfA4YPNs2gEggMgxA51/tWXAZ8ns2fJVplcBo3F0sa+lSfFpZ0HI08rJSdHb9rLR+My/gMsFaPfvzl/Wq6DoEbLFi8fidH7wX+WXSbGMqmqtwLBsPGcrLUtbp1nmNumwtbGCdCBzY1v2Py86dodyf2sFx1vS3Rt72sXhB5ESNUjAMIBiN4CncKS9bWMBq9pGjmzDDFZsGExsbmbaGWfXBkY6E3dYV5LP4gS1mpscdoYBsQHAbj94oDv3HsAeYDxo7e2dHQL6mu7cvoOzbesxzOObz546cum7L5/CUj4+YDt2P8dhPs/u5zj3dL5wAOYv33+NfaO//vAdoPO1w3hs/beAzRcwqG/tng8gY2Dy5WcfOwznC5iOMSC7L2RA9Vc0/T/9kf2fHcfm/2oghkT76w/fO6UBkoHYk4f3dPfWdd25eRUWd00P797S7f09Z/4eMtXGAX58/7Ye3LbPVq4729gb6XftUxb7JObxPSTtbd28uqXZsT51trfKUwuDzEyT312j/rBHyxPd2l6Z0mdPH+imjSXc3kCiGOUaPtHH927oxs66lufH5PWVa5c+u06inJsY1srCuEaHIkimoIItVUi3Oq3OIt1melTvTlJu2WlllZxWIOxSLORWyvkTJIxMDSL9R4ZH1Oq3N+NtQLQZLc5NA6pT2lmd0P76qNZnO3R1qUdbky1aHa7RVCxHY+05GgrmaCBUpK7WfIW9aYBZhqpKLqu44Lwa6/MApFYNU6f5mUEAedL5f9x1rv3aVbuftqEdfCA0sKTmjgnlVTWrpK5Vc4CKJbuVFUp806aXAPElQN6eChngzAKUMzMoDAN84sambRQHG3lwamoCpYHBtNqJp7rSAuWlXFFtZZmaGtywxEpNDo8r4UKifvXCq4DSb/WLX7yg//Rffqq/+buf628BIAOpn//jC/rpT36l//w3P9VPAKT/9J/+m/7u736m/+0//53+9h+e188BpX+AZf0jbOpXL/xeZ+Jhte+/qfcBnd+99q7+8Ve/c16DSUpJ0Xsnzuv1w6f15ken9SHAYzfQn//9O8jNS0pBZjqMZxE0XkcGXCMTb1/d19rOnhZhKMZeFgmQxQ0YzjNbZNmCgQ2lAyaOsR2lrVuE6Rys+492sK0DSv8RoJ4xofZIh47Xe/4FVBzgGRjQS2nZ+kNmnt6vqtHvT13W+aGpf7dNXKNP/d1dWpi2gdmXkQJkjmdmWXqLzLlpg5otzWlnfYnpeaZndfvqpu7f3HIGZNpHdkxFO53PQ27u7zp0d2ykR18ic25aQN25qbn5aWdw62Horw3A1dhYo0MfvoUWf1EJl47TwYVIgJC8zl8u27meCKBzVbu7+4DiujPG0S4S6/69+1pGF1+/vq+bd+5w7DvOHzPsHN84N5INcJBKzv2eL5BU3zjy6p//9L1j//3P2F9+0P8LuWXzxobMbD+TXwYoBkjGjByZBRD9EXZjN6Nt/b891j//+Qf9D45l039+tt+fDYi+N2D61tn/T999g3EcA6OvPtfnHz/Wl588doDiU+zLT5nH7Bu8Lz95oi9gcp8+eQjo3NfHj+7p6YO7+oTpT58+dG6Wf/7xI2TuA33Bvg9uwBDW6RcbxnVqEDbTp7mhmBZHAZC5KedvrStL0+qNNmu4N6Br24vImB7N2tCfM0Oy/411xVpgRR0kjQz5/S6ApVMFZWd06Ozv9O6pFylfUXLWcZhKtsKeUkWaKzTc3ayJgQDHRCoFG5wBwQYGompCWpVU5aurO0ZAjxPoE5qfHdcqILezMqYbG0PaWx3QynRU84NuTXRXaiiar4FwnjpaM9TRVqgIoNTUkKrGWtgcDKkjXAcL9iH7w7DBXmeICjc+m1tYrqzcEo2MjmkTtmM/tzTWMzjcq8ycTM0COHbfzf68sjAP8zGApLQnxfaLpiWTaQDUCgl2aekZWLHOkuMivr64eLDP9NiQOgMBleTlKikhCSmcDrN3qaHe7tEVOYPhxV+6ouNHT+jw+x/qNVTIr5//nf7+73+mn/zk5/rP/+XvAKBf6h/+4R/19wDTPwBcv3/lVR0/eci5+W5PIe2ViJ/97Je6cvaYEi5f0FsfntJr7x3Xabu/hATLL7QXSWHA9fXyoRwc4FmwcThgNgYoxlw2ycrGgNZhQPb4bn59Wwv/YgAPYGFmv8H9EXCceStt/TNbXP9XwHIkGGbgs2D7sO8yy1cNgFi+ivmCEZ3r6DkAk+4hXRgc1fm+QZ2Jdeu4P6SjzW06EehQXE+/zg+wrn/U2fZsIIQEatMmoLG5ugTwLDkAtLS46AzWbfcvrKOW6YwVbAkAsb9grpoBQMZqbu2sabErouGuEPq7TjXF+epn+guCZGdnwxlvxe5xjCDjhga6nF+SNNZXq83f6OjyFSjx1d1tdXTFdPnSeaUlJ6qirEibSK7tnetkpgXnl7xLS2uy/4tNzyHnVjZ0Hya0d21fA1PTCnf1aB2gv33nru7eu6uvYDGffkogf/bEYSUGNgYSdn/nnwEfAxCHAQEmf/3Tt4DHdw4oGYjYOmMxxpLsftGfvkWeAR52E9oA6UeWY8zHtv2RARk4GQCZTHMAh9IA5yns7KENun8XObZ/DZm6i6zY1g3Ke3duOazn86eP9BUM7kvq/BV1tntT9jGwPXX7GvZlTO4rAyeW2WgDBpYGWM62TH/xCYAFQ3pwZ1/3b3H8jUX1xJoVaHE591ryc1JVU5OuxHwofsZJRaItCgA0PYDI7Ey3IiGX6upLFAp5lJl/Ri+//Uv94sV/0Auv/UKvvE02vvihlqf6YE+jWrLfR9vgbSNRBXxVmhxsVdhfoHMX3tV7h15WdXmqeqI1MDQXsrFBsWirhvo7YDM9zp8eJicnkZuwXnymrzOAVByH5Yw5wz6Mjo8oClAO9jXL31KqRneefI05amnMVkN1knx1aWr15anFW8B12R8fqhT01ygW9ioW8Sk7J1FHTnykSmS/w+RhTcaGzK/t/3L2e+tl/Nn+q2/AtLy8pL7xMc2xjf0oYcOG1qA0pm7zJuNWVg/AaAEQmwO8pknSNiyNv6tbo5QzM1OwP3sPZ0bjYyPq7elWNBwGlINqbmpWUWGRLl1EVp04q8MfHCPZfqiTp07qzTff0EuvvqMPj5zRxYsJysu2T0iKVQOo9cEs7RWPbRjqLWPId2yom4Phbg5uLkNl55E+s5tbmkdezQAYY4vrjvXOLKtjYlGd44vqGJtTdGRG0aEZdYzOKTYyezCPxYYPlnWwLOwsm3WWRc0GpxUxY7/I0MF0eGBa7f0T2LhTBrGs6gZdHBwDTGb1Rvx5vZNfoJcvJ+ndohK9UVirF5My9VZSiT7ILdJR9PrbxTWOLIsDmAJtLboJgBgt37AOIguYE9jfAiwbWNYwMwBap8MO7h+saJdO3V2d16YNfLQ+r9u7i7qzPas7Owv65N6O/vLdp45ksExuL0d1x0LIjasE3Zr2NpcJwj3nhuzM9LgWZyY1TIf53HUKNnvV0xF2buDuAOqLgODi4pImJ2acp1xDo9MKhXtU19hCNihTtLtfg4ODun37pr76+ht9990PunPn3sE/xJZXtH/jJgAEqwFADCD+CaAxsDAGY6BiT8H+/P0Bq7H1Jqmc0pnHmHfkFGbb/ouEc2TcwX7OTWrWm8z65PEjPYap3NqHCduTrp0t7V9FYt26qaese/Tgvm4xvX/9OhICxnj1uq5buQdwss/dG1d16/qWPnl015Fm9wCTe8iye8j6u0xfhWU/QLY9gRE9uA9wPbjj/MJlbwdWiNmTNRuoah9gM/m2Q99urs45Q4w2uMtUUpILIHkVbG0icBuUnHlaZTWXVVhuf0A57Hwzl5V3Xu6GAsXFHVdyWgJSzAfwDKgbMEm6cs4ZTXJjYVRd4TaNDXWqv8On0yeRDm/+Xi31ZdpdntD2Yp/Wpto11tWgyX6Phjvq1BGowCrVF7FB1mBYXX6NDnTAkAc0i+SZm7UHLeOanVvStRu3NTk76dz/WSThTU92w6b8Gh4MKBgoBziL1OCyBySpagKYmgGo2ooUVZYmIAsPxjv2eIrx71pFqV9HJwAZbdMEsspGRlxZnlYn4FeJv82SSNcBmG0DH2P22MbGsra2ACB83cqtZ+UGYGRfG5zNTNfwJGzTxgunnzcoDagckMMM1OzWhT2VtdJhXyRZe0WjvzOm9lAYlrbpJFi71WGvb+zhJzfosxs3r5Fk7Sed9Dl2FRn9MbLfJOJzPZ93qW1sXIH+Sfl7x+XrGpU7OqTG2Ig8naNq7BhRA/O2zKwh9syc6WG52c4dPTDbx9mPfZo6Rh3zOdMY2zY75YjzBnQzx27qGGP9wXZmGRUNiuvq12Wo4XvZOfqgskpv5ObpQ1e9Dnna9UZJrd5Jr9DhwhJ9WFer92rqdWlsRmdhSva6+U1Yy10u7g56+gaOenN3Xfs48fbmOsGzRgalU1ZgRctTjm2tzjr/NLpBEOxvr2ibeRu8bGnWbkSPA0ozery/rAdXyTYTMQ1EPOpqKtAPXz7Wn77/Sjdv7Dg3plv9zapGR1eUlstT36iU5CSVFRdArXucR9L2BGQaKVlDfYuLS5WWmkVZBdVtdr5jyc4uVCpy0r6Psje7x8hefYPD2tol0O/d0/6tWw4df/DkY+0DRsaQHj16pE+ePNG3Xx+AyJ8NPGAyf6ZeZn/67hkIASQHjMaA6l/NkWTP1pnc+quxJZjUP8GYvkGaPUT23boOYNziXLCvT5481eOHDwHhB0jFewDIXd0AdGzAtns3ARXk6CMY0VewGWM9ztO3P9sxf9B//6c/6gtYkAHLl7Cbp4DNJ0itT5BjTwB1k19PAJ4vYD9fAPAPOLfdS3r6EFC6fYPpm3r08I4+hRHdw5HvkTVtextx0cBr/yrgPDemybEeTU2EydjN6uysoj+SdSHuhP7w8qt64de/17m4i2ptbVa4za2eiFfT41ESzqi6g03qhVnNj3WqDrnW5q3RFoC0SYJanBpxtjGJtDBr936GAKxx5B4gA1tam+rSymSXJgcAr16/xvsDmhqKMB1wgCkcqMNc6rLB/ZGExSUJyi7I0ujEhPoHBmAEs8645oMAVf9Qr6aRkPMzXerr8Ki9tULBliLkmn2Kk6ac/DgVV2ao3ONSGXKlylOnAuR9OSDZEmrEGhTkPDb63/TMCInXbkwDgLM2Js6Cdrbs3S6ACNsGgJZX5tQz0o/aWNIesbK3t6Fd4sHuSe3bEK7Xtlm26TD+bWJrZ9c+LLXx0wEurDMcAER7nZ86OB+YY5ubBj4bB0PXUNo467v2oIIEYnYNn7LfoD/XNDIIgAAuEcADa3wGIg0RgCbCusiA6tv7VRfqc8qGMPOYlQ1hWw8AsZ2bspGyPtgrD6WHeQ/gFOgYoEE65Gttlz8YU2lVvUor6p2BrG19o22H+ZguafDrmNunK5Ozih+bVvzolC5hVsb1DDjS6tIIy0YmD5YDOo7UamxSd3cnOrpTHUG/tpemdNsACHt8e1dPbsNQaOiroPm6IfgCdNNoJdLJbtLNwGQMhY0WLi2YFENL2/+4yVRrCwDV0ow2F9Dhs8OKQO1jYZ+TzW9z3Cp7/6jEvnHCSfwBDfbG0PZVzluaJscWOMa8vUY+Oe48Yenu7lJhXpHyCoqVmpKj0iL70rlOlZX1mA3UFdDM1IRzs3OW0jJRV1eXZuYX9fk39u3Nn/X0ky+dXzk/efKJru7foiPv6tq168jBz/UNQGRB/6/AcwAyzn0iKwGbP7PO5k26GdgY8Ng9HGM+zn7s7zAjOw7L7Ma2gdFnTx8DCrcBGBvSZN9hRM79nk+fOvsaeP0FJmbS70//X8Le+j+OK9329hkOJxOO7ThmZluWJVnMzMzMzNSSWg1iZmYmy7aMMcWOw5PBw/ec+4+sdz27pcQz99z7/vB8qrq6urq6eu/vXmsjv/sLqWfi9gk/L9eT98USyvtPHt7F3a1N2q87P32fbKV/koD0p/5KjB37JnHn1oayaHJMQiyaTDL34B4tHO9D6o8ESCuL01im0pocG6IN7uF/YYBOW8fCQKfmKJbMGBLshO5WLaKk71hiLDLiQ2md8jHUyYzbUIxWgqVBV8ACqQkN2mJ006a11Evv9TLCIxDNDXUs5PqpYoy09h3QVGbCxd0cMbFB/P/06GouR0NdFhq12TBoUuHrYwYL69OwsTNHakooqipSUafJ432V0tLkQVNbTRunVw0bkgakfkbsfRfTUBuVnt5QjOraLOQUy1rnIUgimFJLMxGVnYT4gizEFeQhluknJicfocmZCGfhHBITgqiEMCQlhyMhIQQevi7Izs9gOixXyy8VVZWoOZmnWPBOMGYIGlmUUEIqw+fnCCDGDNO7zCfdwTwg8ItNi0ZLu0kpiUoaoa0TeycxJK2fDHEcUkEuKwZLdPF/0GgrkJgeg10ppTqklOoZBEoJ90tMkEkpJmi4L5FUVKsisaAGifkaJBXSIvB1SlEdUrgvsCmggsks5ecKqpFdVof8ynoUaxqgqdMjPiER8VQvERERiIqMUNM21NXqUWNsRW4pYVFnQHN3v+o74BSfBOeXWrV2wqayHNZVdf/HcQGUT2IyiU6ZyOhsb2VC66CV6mOC6cEk5eYQZeICqb0mLTOzk5gYJu1Z0khlsazZJa0EbfS5en09ZKJrDS1Sa0sTaus0aKR8lvqboW6eY6iBj6s1rpmfQlyIp1p2pM1Yg/rKYqQnJiKHwNFWpqsJ1728vKl6wpgAWzFIedqq17AUrEVdVaVaS15G6spIZxmAZ+/oAmtrZ/j5h8LT0xcJsTGq01pjfTW6OpqVl+/ro41clH5HLPVX13Dz5k3covVa2zCNpbl5+x7ml1axcXNLTTEpC8fdvb213Wx+D08VVEz1PC+e3MdXT6WimfbqJctmqvfZVkQ8rkBBIIjyWJibxeT4ODNDp7JcUsk5PMjEOjam5t69c+sGviHAVN3Tdsi+1Dm94Hc9k1Y5+V5VUS51SQI/0z188+UT/OUP3+LPP3yLP3z7guC5ryqqpX7tHuEk2wdUQ9LqJyHgUZPJ3ZE+ToQOAXRPgmrpNsF0l8pIoHaXn1FbhlRs39pYw/WVJcxOT6suAkO9Leho1iOaBUeouw+CfPyQz4xbX69FZXk5MvNykFuQjoqyLBi0JWhvLIOhVobiROPUqcNoba7GwlQPBqiEZD7iJNoiWzszxMRFop4ZOzczBmXleUpZ5GRH48Ll/Th09FOcOH2cFjAaHU1yzWJCroBKKYvpI4t2LxU1FUnQVqdR9WRwSzVWk0elFofwWHe1QJ8rraSz7xk4+5khISMa9Y21MFKRGRqqUNdQhvqWOpTWlSKtNAdx+XlIKylFfH4pIrIK4ROTBO+IWPiGhcDVzxM+4YGITYpAVk4s8otSaP+zUMfPanVlVOl6AqSTKknsWy+mxvoJMH9cs7+EMxdOIYFgE4Uj9U+qRY55TsAj3QSaaTNFCY1S9YzQfknDSmOTVi0eefnacexKIDgSBCpFWiQU1iGRwEkgYCQSC7nNr0Z8XiWBU4U4bpMLpftzM8q1zfyRnWjsIMn6RyAtV71D/ILxaUquaSwsLKkOc1Ozc6iuq0dufjHKSsspN6sREx2DwIAABAYHqOkYiunVR1RL2jhySipwrbDk/wCMLdWMTY3u/zhulZmLptZ2zM7NMxaoBGaUxxR5NyAlW3uzWimyTlOBCpYqJXnp6DTWYoyWqiAvlaXPFQT5uaMwNwUWV87j3MmjSIoKZYI08h59EODjAaOBpWRHE/oIgdqyYvi42GK4ox4rs8PYWpnBTSqfkW56bibERpZIRdmRyE0L5n4hLRtLL5aILQSUvpolqIYlZnUZinMzoaM3j4+Jgb+/D5VPBK1YAhITEpAUH4uCnCw+q3IUF7Dk5e8bGhnC8Oio+n0j0qpIENUTlE1NTRgfm1IV1nfu3Mbz58/wzTdf46uvv8K9+w+oypaxSUu2sbGOW1QsMgOkqIxH9zbxxcMtqg9T3c7PFcymli8B0I5akjmce/uk3mCc9nIenSwgpLVufn4B3T1SZzChOkNK876cr6Dy9AG+fUHoyPWfUtU8uoUvH99Rr18QPF8TbD98/RzfM+RzJrUl9Vdy/iN8vX0vUiEt9WuibG5QyUgrmti2z6lwpMvBDoTk2B1pLRNIEUJ3bl7nuRIbCkaqRY3v3SGE7hBM0sNYWb0ba2paieXFeXS3t0Nbq0F+Lu1YcRmCAoLg6+0NFzcPuPt4qZVK/YOd1Tw4BUWFKJNCqpIK1ViOoS4dC5dCWJidZLpxQ6O+AgZCo50QGB/pRm97HdLjA3Hh3HF4ebjwf01Ra2wZjRqqpS4qbAOVdaNaAWJsqFWtvVVaGk514o3MbA+qEwfYup7FFfuTMHc6hss2h3DCbJ+aZC4zP5HWshAGGSBt0GJYWmg72lCr1aoe2jpdDQvRCtqwbBRRleVW5NFtlCCWtjM2L5NwKkBkVi5C0zMRwjQYlUqREC8TpLmp5bCj4rwQl+BHAREIR2cLnLtwAufOncT5i2cQGy89seMIP96/1CGND1EVdaLa0Krsl/SMl7X2hocHkZcfDzv38zhJAO+KJkziCJOkohokKxVTQ7A0QdvcA21jB3TNnWjq7Edn/zB6B8d4oWnCZQoTU3P0fLOq5Wtieg4z84uYnWdpwphjSKXaHOGzvLaOOZbE49JSNjPNh1Gv5niROUeKCnPVAM/01CQ1TsvVxRV+XvzBVEg2labWrf9bOLd2wbqoDGmFxaqydkbAw4wwvyBN00sE3yJl4gKPzfEBjNBP1zERucPq8kVUMtMPUiaW5WfxAZ5CWmwYS5pipLKkyk2OR02pjKbPp8fOVANFHW1tkZ2aiLjwUFQX50BTnEZ/X4WG2kqWVBpMDfVieXYUN1cmsDjTjYlBPRNiFUZ769HbVsfvMqBNLytXGnluHxYne9HZXIuirGTCMB/Bvt7w9fRAbnYmZbYRgwODLEEG0NrWrtbbamziMfryESaoKT7HCUJa+m80NTaoinMB/Tgz/ziVx9TUBBXPIq5vrqqpYmWoxENpnn/yGLdv38at23cwzcJgdX2dqukG7t29TYUhze6mEGXyk91ixhf4fPHkKaRX+wQLko3rG2ijFZ6enqEEn1e92kdHx1WfIbFvJohID2zplc3g9vO7GwTPbXz1+C6vKUM65Pqm7zC1opnqogQ8YrPE3pl6bv/92DRl22jRxFaJilMAubGOx3zvobSYKdUj1k9a1Qgf2kCBzY5FU/s7kGKIIpIWw3s8dofnSwui1CPd5DUl5mfGaSlZeFItFxdlU7Hzf/J1gq2NlRpW4eMTCEsLG8QEy7pr0VSxZSiTITu0PuUlmSjPS+J/Xo78rEiUFsURRtnQSQVxmQwx8lfr0CekhKC+rgwjvY2YGevEANX5xGgfr5WE8KRr8Ai7wLgI10CZRvcAdh9+H58cehefnfgYH3z2e3gFuNAeplAdJaC+Ogm1VcmqfkhfmwtdbRHVUhH09RXQ6zQqD2i1tdDW10FHIFWzEJS5t8oIz6LyXDUWzj8wCt4BYfCJ8IBnmD1cQxzgFxNM+5aLoLgY2Lq54rLlVZw6dxZ79u/HkVMncfzcOdi7uyEuKRKRMaHw8vPj9SrR0yc9vHtRWpGN4CgPOHtcximzgzh4ai92tfUMEiy9aOsdpHKRdYMoQUfGWbpOqiHwo0zk41Ozqnl9ihlZheyrWMDkjIz3oX2ZnGGCnse0AGhuUYFojplfwYgAml+k715ZU3AYZoktzcZ6gwEyN0xoSBBySM2s5EQUZKbR3zbDJzgIl5PT/0fbJfU7FnwvhwpKALe4vKJigRZD7MbiChMNtzNS/8HjcwTRxOwsM88QmlvbUErpmZ2VTl+djJrKDBi1+WjWFUIWXytMDUNlXgztUwytVRp62qpUPVBiUjKOHDoCf09ndOjyqFoyYWAJUlcQj4EOLSZHutSE1tOUpUtTQ7ixMoXb12eVFB/s0WGkU4uFcWZYWT6kthQr031YnhtASVGW6m0b4OOKmMgQ5atraioorXPU2DOZES8hNoK2q1JNUXrv3n3arQ3VgjDYTxspLQm0QNLTeG6W4JufwhJjZUFal0awODeEteVxvh7dXsJkHOtrq3j6/AW++PIrbN29pzo5LlAxzS8s4J7q1XybmV9AZKonekLwyJCaiclpKoRNNDe1YYaFjajMzi4CcYTQJehkXJl8Rjo+moZ+3MEzOcZ4KuPQGF885LVV/dM2dGj9FHhU/NwaZ3pPrKGpnmlnTJqos+9ePMMP33yJP373Ff7wzQt8+/WXePHlU1WxfYsK5jG/75bAg/ckSkkpHYLnHkFksm0EDN9XfZAIHrFiAjEBkZwn8LnD4w/ubxFyWwTSJrZuX8etzXU1FGZ9WdbQGlXqvb5Wi8y0DCTHxcHG6ir8aJUD/IJQVlGjxvplspCLiQpBUlwYejrqkJIUxDTviWBm6oAQJ9prV7qBVAwPtGJ9SQbqNqDBWKxW1HX0OwFLtyOwYFyy/wxnLPbCyuEMrBzP44rDWZy7ehIxzOyNLXQhBE5ksiuScvxRVZuM+BReNy+E6i2cYEqnvZf1uSIIwGiqtDTedy7tYA509UWqv5peX4ucjGTeuy8ignzh4mqFq7bnIMsRV9RVIr8sD8k5aSiqLkJJdQGvn4IImb+JsCovL1GNKJNSsTwsnXYH1Przs7NTGOxtoEq0xKVrh2BpLzMMnIL51bPY1T9ED0a4jDBRSf8d6UAoMUGgTEzPKuiM8T1RNmN8PSlwYQhAxNqI0phTkFlSY5Lk9TyBIwl5cZHqg1J/fmnFBB/GAhWJNA1PEwQjE5Oo1ekpA2V96hbkpicRPvHIS5OVJlPh6ugAOyqBc94+OB8eiXOh4Tjj6U0Sh5OiVbRYndA3NkNnbIKhqRH1Bj0qaMlKystUa5OmuhqV/POLi4tRTBVTXCKzqtGji5Tmw6qnlx3u0WNutJVbg1rAriQzUS32N9BRgvG+SqqVamh4jTjawxCSXHo2N8uUrZTI3fTBYzyvoTaOAIuFvk7GBeWgoaoIU4NdBNAoFiYHMT85gK01Wd6nF7NDHRjvpk2baMb1lVHV+S0/PRm+Xi780z1oD9ugrdOwhC0glAqVCkpKiEZroxYbq/N4+PBz1Xwvzc6PHj7CyuoG1ee0mn1ukiXz1MQg5rid5x8/MSotGH2Y5usJSuD+3naMDPVgZLAXX3zxBZ4TPE+ffYnnX39D+NByECqLi4u81pr6b25ubTHD3VLzuPSwUBqfmCF4bqClpVOBRxRPZ7c0uQ4QasvbsJExZ6ae1/Ja9nea7QUgArQdFaO6ATzkMYZSNNtq62fFJRXi0ur2BN999YyQ+VJtpb+SSRXJ8BJTf6Ad9aQqsanSpG5JXou6kcrsW7RT0ofoMb/3LqEiw0Wkt7cK3qdY0M95r494/9Jv6f7924wt3L1HFUWFdY/793iOHL9HdScq6R5Bt0V43RS7tsF0PT3E/8lIiPQTMFHwDXSCZ4AT7UgUOqh2i5gO46KjESRTbHi4o5a2Tka1y1pcnV2d6O3vZmYdQw/ToizXdNnuMC7bHsUFy/2wcj5JUNnAzukijp3eh9d//ypef/d1hET7q9VQTl37CLb+h2Hjfwx2AWdw1fUk7LysoGvUoaGJirujET20cW0tGjQbitDeSODoM1FdEUvVTbVWGoPq8kTUSN1STTbVWTFqad/0+hrUMT3W1dVQKdWjsqqCto4KSq+HnupcFviTJvbhIVrxIalkHqYylyEg0mrWjeqyDFyzO4mT5w7ik93v4/zpQyzAP8IugYuomqHxCYxQPo9Tho8TKGPc7kBGQtTNmMz/oUq6BaVmpLJzQcGFWwJmkSpjnq+nZmYxSEUzROkvIWO08kvKUFvDDMubbGtvRVNLg+qI1dCgQ6P4Q96oTLnhT19dnicLmpUrq1Ock6FGm/t6ecLbzZm+t5BB6paY5syVeXRjYuKoXmRqSdOxUgJGzpGJsYqL8pWlM0UeioryUEj45OVm/RTlZSWqw1RtTZVpIKBBh3lSe1HGck3KGCVmZmZkmTpiUuzOqMBkVA21WJ6boETuxlR/LQab8tDIEkWXFYG6vHgYqvLR22FES5MeowTAuDRbEgC6eiqujAiM9jeiVZtDdZWHQB83hPp5olc6onW2UhrXoqK8lCUWE0dlKVqbGtDT3YbBoX41gFDG/ciQC6m0W6BSGWDmb+dzNWjrMMQEPMnnOc4EIDZBWnYWqYbmCMHluVFsbS6bKoBffIFvqRi+/+5rfEf18O23X+IbZmyxX/OLC1jbvEmrfJ0q6BG6t8GzuWkCzzTTzbxYLaplmXhflMOj+zcVCNT4s23oSMgwEFE/Cjg/vWaIGuJWKSW+p0biSysX1dC3X36B7xVkZAiHVE7vwEnAtAMZCQGUySLKNaSDpOqlrdSSqe5oB0bymac8T+7pobSa8VwJsXDP+T1PCDoBj/Rjks6bDz6/jc95T/cfCHRu8bXsE1J87z4/L8fuEj6yvU+rdv8uQfWShdu6uYqV5Vlsri8qlSRj24pzcxDPQiw5IR4tjbVqGEkbo6utEX2D4joGkJGVgbr6MmbyQlTXlDAtZ6kBq6lUN45ONjh8/ADe+eAtZuaj8I+ygJnTflxyOgBzt4M4Y7sPFxwO4eTVg4hOCsfsVD+VFoHTKo0oHWimfW9ubUdTM/NgczOjAc3NerS2MlrqeE9VMOgKaNGY73Jk5Ylg2icvJCQFUH1Ho6o6AzWaLEY2NJo8qvMiBu1aaQHKK0vUTIo1BFU981ADVVRVWiwcLM/g7MkD2LvnA1hcPg07SyoeUTRSRyNqZlhUD5XNNCEjKycKYETZiEIRxTInkGGJKBJbrJWsDjg8NoVeGcXKB9bVKyPYO2FsauJDq1J01JCOElJRWllWhKqKElQQEJUM2cpIcg0zlr6eRKWSyOZDb9byszw3OjoSUTEyqXciMmU6zyQSmdfMzspSM9/5e/sSTrnqmlW8hqaqnPCopIyspnetoNop5nvFVCwlJG+xWranmlHDc6vlGN+TwZ0y/4wMNC0hqGp4DemmPzMxpBYWlGkzJsdHVWvY/PQ45sXScDtNxSEDJ2cJgJnxYdUfSAY0Tg20YLS9DN2aeNTkEEAamfM4A4GB/khgYktNS1fz6AbSXspqEauzA1ibHaL1GsDccDsh1oOBnlbefwkThQ59vR1MFE0sYYwoKSunL9egi4AR1TI1NohZ3sf8zIQaMzUpq7nOjKt1zFSp/xXBQhvy3beEyjZcvv76BT5//EjNxzLJwqN3ZISq5gYGRwYUxHr7eqFloqkSgLHw2LxJRfHoC4JH+nJMUxXdZKHRTvAwfbBw6mjvUaO9ZXyW1KvsDGgVa2SavuM2IbMTL8NH9mVkvmwFOKYBsAIeBSQFIgkTcGR/RynJeY8IONP4NZNtEzhJC5wpTC1zCjz8/M8gFHVjUkfK0v0Upr5M39DCfcX4htD7kq8f8/OiaqQi+wHV1ef8bokHhNXnhI8MbxFVJMce8h4VmBSweM7nfE11+vnjJ3j85AulGh/yuT+Smf4e3MctKsnrm9exRKU6zzQmYwHDI6LhJGMVHRxYGDF9FucSUiGIiAyGr58PPD1dcfH8WVhYXIWbm6xn5Qo77xM4fPFjnLc/iONX9uLjox/gpOVhnLh6ANbuVlQf3bi9OYflWabRWabb6QlMz0yZpkcZHcPA0BC6+/pU3m1j3m1saqaSaVTTt+qNDVQ0TeiQ1WVaCZIGDUVCJQz6Iiog6cyYSpuVwDxGG1cUw22SirKSWJSWJaAgX9bJD4PDldPYt+d9vP76K7h84RSC3a5hl9TRTNIiSX8Qqb+R/TFpjeLxWamjIWRmpCl1asqUMPv7KK95g82Nqk+KqBjJ8DVVMtM8M/R2phaoaOThMVSG51Z68tbJCG6GpooqQ1MGPSGjq62EVlOuAKHXUhV1tKCqpobSMhw+/sFITIhBdGQ4HG1s4OjoBFtra1y9YgbzixdRTgUja4DJJNplxUX0slRWapQ4g/dSy+vW1VSoVi09wSZr+qh1weurua1Gk2H7tU6jpk2VfTlPS4DpSG7VNb2vC2MDnYSMafWNxcVZVXktz2R5cQYyqlrqVWS8jXRplx620vmwy0iZWlqKVVpNWVZGRhRHR0TBysoKDo72KMrPwVBPG8bpiwcImCXK7LXFCazOjWBphtK1X7oGtFEiN6Ozo5klUxNtDRVjSyOluiv8fD1oJdZpITbxlBlvnaXrvc1F3L8hPa3Xsbi6juaeQRRptIjNLEB2SQWSsgro29NQXq1BWkEpFWgX7m6t0X6mMhF2Ijg8iL+5g6UZS9yKMmVPHj18woJlRLVYrm9sMHG2EToskJg2mlspp2V+l+4e9DIRj09PY2N9Deurq7h9a5OZ1jT49TEzvKghgZO0Qj2S47zvJzwuLWqibqSFS/oWiaLZgc0OeExKR8IEG3ktAFHvbyscU2W4QGW7vminzkhgRBC9eP7YtE8wCRDle1SLHu2c6lIg3QeoBGVr6hIgnR+fE9wv8Jzvr/M/nFuQagZTI4pUIYhjECcwPkV4EMZjk3PoG52DtmMCFS2jKGseQXnjCPLr+5BT043EkiZE5NcjMleL4PRaBCZWwC+2FD6RJXANyEZ+qRbdXR0qzY3wfxjubUJnc71aemhsuJcQ6EAT1Yu+qRGG5lqExdvhqvMJnLc5iEu2B3DB+gg+O7UHJy4cxAFassT0eFX4SiWysuGEjyn9ylJQc6rAmJudRl9fOwubSv6fzeiQrhIjg6q/U0dntxpa0UiFpDe2qGqNeoaOcNI1NKjly4UFjbRzzS16uph6GBuYp6jmurpbaSNbEOjliI8//ABvvfUmzp89icN7PzZZrbGpGdqtSaqXUXT2yFw7IsNohZqNqKcSqawqRRVDwwxdza0ohcqyAlSWFFBBFJugQ5AIWGrVtBDlCigSWlomAYuRmbxBZwq9lhDgj5TOdgZuZSZAQ10FjHWUeTwmn2+j/JP5SioJFJnOQipabR2cYOfqiaDAQFQzQxfk5tGK5CAlMZGlhBOuWVihJJ8SUNQPIaaUzvZW4FRdboJgVUWROkeGP0jIOuICQwGWgLFuG1rqc7RslbRvrY16ArFVDYGQKS/kj5E1sO/fuY67dzZVhaRUbEqTr4TYnDoCuYT3pykup+cd5p/QC31NnVrhoZqKsEZTTai08c9t4x/WyG2X+qOlg+MUVZTM7bM0M4iNhREszwxBU5uDjNww1NYVwFhTivgQf9zdnMeTxzK1xSaWWXLeu7WGezcXcffWCoZHR9QaZFKH0Ns7wMQ1wOfapHokD9K2yRCM29LZjpCbG6aN62lEfFQABmWi/IZKdBoqaTdH+fvuon9wFOPMYNJjuqm5nZZ7VhVKjS1daOnow8rGTdy88znaewfRQVuWWVCOjPwyVT+4tLyoWpGk8lcBSMUtwkImLzNZs4e0KUoFUTUoqKje1xImsEjsVEqbKqJ34PJzq5ipnkfGoZlAo7oICEC4VYqGSkbqiKRi+vtvnjOoBhnfEnjffk1bR4X4NRXPlzxfuhBs0FbKTAod0nWhuRNltTpo6htQxwyobWxDfUMbtA2t0DV3oKGth9GNRm6b2/vQ0j2M5s4BNPHZNLb3qvcMrR3Qt3bC0CKzcbYRHm38bDu3HdA1taOi1gCtvgHtHe3qP5MOrTLOUIYoyPQjPd0dKMzNR3FhgVpQoZJpMybWC55+lswb53De/CjsHC/Cixk9NSkCkVH+WGTa6e9oVPMPtTBPTbHwlKlg5lhQzjH9zlIh9/N/D43yhIuXHYroNAaHBgmmGTVsZXpyjIWtKCUZ7DypxEf/YD8LLEKpu1tZN7FtxgYqpYYW1OobVei4r+dvMrS0IiEmHAf37cXxY0dhYXkFR48cxC4ZKVuq1lYqUPUhVcx0FcygolykI52GIJHMWimAkUxJ5SAwkQ5SesJCV8sQgNRXKagY66kcGKIoGuoJHEajvgpNBE+zUQZXcttg2m9tpKdsqOXrGhK9Du0STbVoFWIaNLxmBT0nM0F7MzLSUxAREaaWdiktzKNyCIf5FXPY2djB7po1nO0d6B/NUEPL1Nyo4/0TkrR3sri9uh9C0MCtjnATIDYba/nddfTXLE2aZBImLV9rf7qn1sZ63ose7fyz2ml5ZLqL7rYGHtepiatkFLGMy+kn1ft7O1XF7hIz/uraMlZkDNLN69xKhe+YqmyU8Tuaykql0HIyUtUgy0o+56zUFOSkSSSiMDsTEWFRajWJmGA/griSSqsdEyNd6Oqog3eYGS477IOsAR8XHYHL5y9gZX5cleR3qHCkrk0qhNf4/VKBeu/OmrIWkpG+ePIYq8vLqqJ5dXYEszI8pJMKivJ5baIbI03V6DeWY6pbi8H6fAxUpaKtMBbLY520G3cxNCTd3uchHRdF8cjUrQKehpZuZOUWMZG1Yun6LUwvrGDpxhbKNAYkZhWjd5Tg2dhEUztVIy39IK3d+vUNPFDzA4n9EfskYDHV8ewoGVE2anS+Ujo7EDLV2yjAcLsDHzUvEUEj8BEFI/VCopy+fvEU3xI034pq+Yqwoe0UVfWtwIbgERsqdVxf0X7K/MSLa9fRNzyGWmmsaOsiVAgG/taGbVgIOAy0mXru67k1EBoqJIMRHnruaxuZ4QgVnbxmGAglgYoApp7bel5PK8AhsOob5XwBEK/J7xKoaep0MBgaaHUaUE+708AM3cyMLfUzMlawjxASRzBORW2ollUffJBR4IOkVG94+TuhtCoLOuYbWRNdpgaWdc07OghLKh6ZEE9s+7DMjEj11EuV09nVxEIwG+7ulvD2skd+cZ6CnRSc87RlMhRmSub5nhdVNwJjswaV+kLUNWnQO9jHwmiCaUN6L48wT4hwEdvWT2XWrSy51CdV0/24ebgjPCwMp04egZWtPXZJU3FpaQnKSLpSKphKZlwtFUqDvo7AqFXWRCkVWhCxIbIvFkUybhPhYCRwRLUYZZAcbUuLQTKtZF7uEy5tBEl7cx06GLLtbBHZWIuO7ZD9VgmeL9HRZDqnk55SgYjvdVLCVZTmoaIkn5m/CUMDvaRsC4KCw3D1mj0c7Z1UpXBhbi7ycmSC93j4+/rg3LmzcLO3USpGlFSj2Cn1e2inaqUiWdQWgUkgGfgHCUT1deXb4BEQ8d4VmCS0/A069LY38B4M6CGEFJDamzBBdbJ+fY2kN6CmTotVGVJAOStNivP84+7Tz0sryNrqAm0NE3dnKx7QIrXSio31N2JjkaXKEOHU0Eig10BTXg4toZ+VngwnWrLwsACWRubYf/o9vL//bdg4X6F6K0VmMv10bjrB14obG3NUYBO4oTrFbeIuFcTnd9aV1bl/7xZurC2o6Tx6ewgyQmesiwqrrgRjBE5HVQEG+JwnupvQTRC115cyyjHWR0s13o/79x8wYU1S5cxj88Z1Smup5B5VFczGpi6EyTSX/C9k5oEh2nSZl8k/OApB0SloH5zCnQePsXHrLjZv38fNuw8ws7iCGdoUadBopsq7QVje2ZK+OQQQQfSyzdqBjUBGLJKyTAIZAkeUjWr1IlilMlqmCfmekFG2jVvVQVEgQ+h8Q8h8I1ZOtt98jdmlZaqQDqXOapnpawxNBEYHjISMqJOG1i40cn8njAIehgBEFI7ARMAiMNHyWB1hoqDS2Io6wkeUUD33BUS13C+vNUKjb4bG0IJqvSlqDG2EXBvqRDlxW1GrR3kl85SBikFHt8H0JPUtBkYjlau2rl7NYy6LX3Z2mDoajg3UsFDLQ2joNew/YppiNoTpJTw8EG5ujqoFt4j529BkJFBaqHq0KChKQmtbNVLSghAe7YrEJC8W2kdw8vhBJOdm4PrmiqoQX5W5kKiMZmbGuJ1Gna4AboEXYO15Gu5htrTuybzvGsi0HNLBdaC/H4EhfijRVBM+ncjMzkCtTkuhUgY75sNLZhcJnhNI5PFd0zOzJF+fatorJ3TKSCfZamh3JIOKEumQmnfesIKJAILHJCPKwDmBhmxliRnxou08TwDSLscYAh6JzhYqF0anQIjHZb+HcOlp1ZuijVamja+57eLxbnVctjr0s2SWSuDaKqoZgq2DmV4m1i6jQsumeqgkkOprquDi6AB7W2tE+HqiMC0BZfmZzMz1mBjqRnVJDgrSkmEkcFqMcr+8dpuRgDMpGgkBXIdAr4X7PN5FwIjK6W43EjCieHg+z5H3ZF+95vHOVoOyhlIPo6uvJbxqsLIwzZjE2OgwgbOihjdcv3VT1Z1Jq9+drRt4ThvwlJlH6mekQ5zYjS9oJ56KvWDmkkpLjVYHS/MrSE+OUCuMfrj393DzsUJBVjISI4MRE+4DVzcrQjkTi1N9mBvvM42mv0cLc3dDtTTdv3sd11eZcFigyFpPfZTek0Nd6KTSM2hKMdjZgunRPlQUZKFZ7G41wcOCpZmFTHdno+oRPTwsnRNnsL6+Cq2uAQODMlhwAjX1TfANCIGzs5Na+logLJ0bQyJi4OYfxgzZiY2te1i/dQfrBM/W509wl3Hv4RPcf/QFtu4/xOTsgmqkkJkqpWFjZm4BW7duqZalp9LkLvD5O3VjamKXIRrfbdsnCVE33xEuEgIZUTnPqPS2eP8yr3A77WYNM36VthHVAhoFGQaVjISCTgtBQ/so4BHYGPnayNf6ZpMCqqNCEchoRa0QKBIKXNxKVOuZVhVcmlFV34xKbRPK6xpRxiipMaCgvBZ5JRrkMsSKSp1bVmEF8oqrkJKaCz1h02AkcHQ61Ovq1bLUxgZRPj+HQEgmnW9ubiaEGtHT2YzRwXYM9MrUHMwb0i+HhUcdlUy9JpcFbx7zYzWmx7p4XiNy8yIQHe9FhXQV1+xOwMHlLM6d3Y9jpw6qhR/Wl2dwY65T9UWbGZe6xjbk5cUhLs0JFi4HccnuM7Wmu43XadXJ8JqjGSwdLeET4otDpz5lHIVfqCdOX/gMrr72sHMwx2Wzy7CxsYLtNQukZ6dgl/TfuX3vHuXXiBqfVCO9GaVliApAmsPEcnQQJgIUgY9sVeYURUJ4qOMCGKVqTO91MON2SeZV5/M4z+smUHrbRSmw1GUIUCS6uC/DCmS/p7WenxOACaT4voIZFRCjKC8dJfkZaBf4UWk1U3V1MON08sGPjw2ikxlK1lMKDQkjbOpUhsqTxfRSE5CeGIPYsGAE+/mgjZaqvcVIeVmmplSQSjulaASmSuHUKeh1KRDp1O8RwIjSUfDhtpeZUWbIk9gBUpcEAdRBeybre3XTHoqF62pvpJIsRmFBsZKgE5NTtGPX0dE3jFbK0lp64XKtnhmigaWf+OMGNS9PRmEJIhJSEROfiKKMSFTnRyIuwpUZ3BIxMUH8X+TaDbRrhfD3c0Mm1VGzQY/xnhaszY3icyqqJ3dW8eUj6T28ic01gqe6mNawHXOTw7jBEq1HhpNQ2coz1FaXKyjraan1BFRfVwva+JylgvsOFdvwkCxpPYllQrSqhs+lsxvd3b0oLK1GQGAwba8lsvMKmFB7McZMYGNlifCQYCpAXn9oGEUVlSjTNqC5e0gpH4GPDHqVkPohsWP3nzzDrXsPMUO7Njoxo2au7BkYxvDkDBY3b+Le54/w/NkXDNNoelUJTEv1QrVGvcCzF89x//ETLC6v8rNjaOnqRy0hUEm1oSMcGpsFKtIwIkAxKRgFFyoWPdVJldagLJPYJBXbVkhBprEDGl0T/yNRMCYVI9cWkJlUDEGja0YFoVZUref/V46EzHxEJ2chLCYZAWEx8As2Lb0jCyWkZ2wvkpebh5KyauQUVKK4QoPlpRmsLU1hbnpE9cGSSmYZMGrkf6ujejDIfFCEkQqjniqWIUBqNNIFNFLRSKNPCdIzI1FYnILa+hLCSUvgtPG/LqG68YRP0BU4up+DlcNxXDCXJYn24MChj3D+ygkWJBWYmxnGYFs5lueGqMZHUVmcQHt/Clec9+DopU9w7Pwn2HfyPRw+uwenzQ7B0tYM+w7txe6Dn+Cd3W/jtd+/jvd2v4tPDr6DDz99RwHt3PkTsLO5Amuri3ByvopdhdVt9N6r6k+VIQ3SGUj6kEhdTj0BJIlQ6mPapWZ923Yo8BAYAh/ZF/iIPeqhQugkRFJpAbRVRcyIoh4EUgSKgKZdVASVgWRmfqZH3pNQgCGcRBExRBGJypJ9OdbF196ymqevB0tpeY+AaKyhtRObVMXzDGowZifVSQPt1AQ9rIFqLTw8HO4e3tBVV6CqtBjZaczIUeHw8/aEleVVXDp/HpVFuQo+SuXwPpRKI4RaCaEW/lapB2rUC+g0VEpiL+v4B9bStpmspyyCv9MyJnbUqBXbpoGOCqyOmVlayOSY9A2SEfBDA4MquuiBq+qNCE3IwCUnb1i5+MLK2cc0Z61PMJx8QuDCiI9PwsJgMybaCQN9Fnob8mgJi1CQnw2DXkulWoP62nKUFmairrIIo7RH60vTBM0sbqzO4OHWKpXPKlZn+lGWEaWe5cripGoibms2ora6kgBliUblWJSVjrKsNOQU0242NqEwJhpjPW1UUCvoIzSlYGpuaoQsiyyT6Ivt7SC0Olsb0Eop304LKRWgUo/Q0tKseny3drSjrLIcoeGhiIgIRVxsJCV+surAKRNSTS0s4frtu5hdXsOdR09w+3MqFFqz2/cfUQ09olK6i/KGbmTpuhBfZkC6hpDsHsXcpiiozzG6cgsVbWNILWtBcmE9ynUEharYbDXZpG2wSD2MkUrFsB2qYlcqiJVyEbtDiBAqUnEsg5d/CoPYI5NF0lAlafTM2PJa14jy6joUllQiK78YCSlpiIiOVcsoy/pa1nZOcHLzRWhYLFIy8lFYVoviynraEB2/Q+xYm1rbP7+0BhUaI5IyCqgosgn0DtX3Z5n/0TIVs3SPkKksZPKvZj5/g9Fkwep1pjBIPZB05KON1uvqUMv0Juuph4S7wdPXGr5BzkjPSeJnNMjMiYF3kDlt+xk4eZ7BlWsHceT0Hnx29BMcOLIbR07tRxoLa01dLb+PXKDamWZB0qAtRVS4C44c+wQJqVHw8LIlZN7FsdOHYHb1FK/nwPf247ODe/DKG6/gt6/9Fua2p3H8wn7YuJshKMYeITE2CAi1QFiUHWIJv11FNV2oqJf+NyOYm19mYuhVNeayTE1xQT5LQgKItkvqQqReRwDURYBIx7i+zgYmWlEBLOkFJqIQCIzqsjxUl+Yo9WKCj0nBSIgqamuqMSkZOS4A43kqw0v9QjOtlMr8Uv9jsmyyL0pJ7F2TvgodPC71QwpSvJ5YO6mglgrpXmYUGdIvPS1DQ5nYGUZC1NvNFbYWV2FjaQE322sID/RDkI+3UjbDPa3QVRSjpqQAhlrTYvRNlJxS2SzQVfU76t4FtrSAonaoZJTC2a4LahII8c+V+qIGgmYnBDpGqkcJPfcHpJdnv4yaJ3g0GvhHJOCMtTOOm9vinJUjrti74ZqzF2xcfODgFYjIqFhM9LVgcawTfU20mtpMpMeGoDgvhwD1xeULV5CbnoaF6XE1PEAUWGV5AUs+A5XgMH13txo6cXN9FrOjXVga78bi5ACuL0+hpa4SBZkyV0wJwv28kEowxAf5ITC1BDHFBhRGxfD7NJifnaRPr6K1lfE/VZicGMfDRw+hJTib23vQSmXR1NGDpvZeZnaJbhhoTaQepI7WQ5a6DQoMUKusSguplqBsIfT0tBJ5ebmQlUjzCotpb9oxzjS4dINQ2bqPzbufY+POA1RRXWSUFaKAGbZ+Yg2JmjZEFOoRX9qI0CT+b3pmyk7eg9TLKGu0U+lLwPCzusYW1DcQFqpFSlRLM0qq6hRQBCI1UveiE9XSiEoCpZLnVVGdSZ1LmUZLOFQw8xaoFUaS06lgwqMQSHsZEhSCYFn/PCgI/v7+8Pb2piJ1pq24SpthjsCIROTSQondysyvQkIGlW+1gfmtBSW1DSitMSK7qJJqUEtrEgszSwccPn4BVnYuSMnm9+UVIptQ09brYWhsUD2FVR8bo1Q8N6gmbanzMfC1zKxQViprtKciNsEfASG2sLA9iavWZ+DsYYPAcA84uJ+HJa3VFavDsHXhe7aHcMX6PNLTZc33ZBSX5KGNhYnM17MyN4yp4XY0V+YiJz4MscHecLG7iiMnDuLshVPYf/gjXvsk3GnXopK84BlsBjvXMzh0fDc+PfgxzlucwKEz+7D/1B5csjkG70gLRKbZIy7LBTllgdiVkUn5lZiN8LAEBAdGITSI1GaEBsUhPDROlYj1VD2SGQU8AhhljSREwciESIRLB0PA0yVgIlSUUiEUpFJZKRi1LwDaURUmsLQKRHiO6bjJurWL2lHX4TG+lrqePrFk/C4BWTfPF7vW32FAn4BgG2jyuXaCQNXX0PoM9XVidKiH0nEKsfEJTByBanWIpcl+VYfRUFMBXWWJ6ikdHxoMV3t7VBXlqRY5US31fF8UlFSoC3iN3KoKdKoggU2brH6wrQKl9auNx1t5rKOJyq/VVPcjdUS9hEEv70fuS1rPpGWts9O0PIymph5OVDmXbd1g5egOb98gOLsROu4BsPUMVIvBDdDDmyqEq7HYV4K1ES1uLo+o8W2hbs5IS4hXTb83b91RK0DUFpcihTLfLyxerTlfx4wufYF6+Z0yqf3a8oIa1DreqcVUVxlK06MR4e2M5IgQ+DhaU7Emor06Dqt9udgYI3i1LEjyY5HLBJ0R7YOh/g48/uIZmtqkmbgXRoLGSMjoqBaaaGNEHfX3D2J4eIwWfgLtHZ1oJgh6+gYZA+juoarW69QKCTk5WcomxkUEITs5DlqdDqnlWgTG5mByaR3LN24iNDIA/iF2CEqgba7RQz+xCu3oEkrbhlBNiMh3y2KRomgauC/AqVcVvKJgCBoDLSyBUksI1nAroCmuqEMZLWNRZQ1KKzUoJlxS0tIRLcsbM63Ex8Yz/YerrhtBgUEEDOHi5wc/RoB/AAL8AvnaH74+vgo47u4eqp5L+mgdOXIMhw+fgJdXELKKa5BFGxWXkkuQVCCzoAqhMSnw8A2FuYUdjhw9jU8/O4I9jINHz+LEeUvYOHurgZr5tOfVVVREtKlGQqeB8GlspppslQ59bVRALWhsakJDQ4MahV6jKUV6VjRiE6mavS7jxIV9cPV1QEJyLMIj/GB+7ThOnd+D42f2Yv+xj3Hw5G7Y0rpnZ6ciMyUBRjqc6kKqan0ZRo0l6KnKQF91BoZqpEd+OjoqM1FCxeNub4HjJ3bzfj/CsbMHccHyBC5YH4eZ3VH4RlDhxFrCxf8cnPzOwTPsMoITrBCeYoOIVFvEZDoiMtkWu8LCEygH4xAUHMuHG4uggFg+1Gj4ekXC1TkAaUkZtDFdlNkNhIuoDqmzEfiYICBKpJtbpWwICpO6MYWpInm7xYqgaaXSkdcyMltaq0ThdPCYqBqxWmJ3ugiSPqkLkjofuU6b6TtMFdFSP0TgKajVqTohAZCEgMl0LwJEkwLraOG1OpvUaN/e7lbVlF2Wl4mBrgaUFGYjMjSIiStEjQsz1FSrlSUNNRpUlZWqpj9fbx8kx8aqCm2prxGYCFhMLXrSCifN7wIT2i+eo6wXrViLsV7ZMQUpsWEElsBML61mhID0V5KK+w5alA4+V+kj1EQPX0sFZKzTICMmCpFhEWqp24CQSNWtvqe9QVUKD3U3YbS7EdP9WtyY1mOUFqyhKhd3bm/hKWEwNDCAcHdr+ml7SuBQxMSlUr1mQScA5X228H7b+Z0CIZkneKibJX5RNrztrJAaF0U/T+tJlTc32IjlsUbM9hSjPCMEucnBqMhPRTcLip7GSnQxYVbkpaC2rITPrBJ1FYUI9fem9TRgYX5G9YJtodWpYMauZYktrZBiF/p62gmudkwMdao00mqsJpwNGOxp4TPmM6CyyqfSPn3RGl1Uh329LfD1sMb5cydgbnUFkTnF0I2uoG5kCWUEjzR9GxtbCZ0W6BqaTP1HqG50tEVaKhgtoVOuqUN+YRnyCkqQnVuI+IRkREZEISoymv9zOIJDCBdRegG+CA6gEg4QsPgr0Pj6+qrwIWBcXd3h4eGhQOPl5QtHR2dYWlqp485OLrBnwWVpaY1DB47iQ1mKec8BnDh9ASdOXcDuTw9SJRyHla0zzl60wIHDp3DuvDlSUlKQmpiApMRkpsl82nUtBviMxicm8eTpU2zdvauGsGxeX8HszJiaFVCmhu3pbkdLE0FEGBn5zGXqlnKqwvjEQCSlBtNiWeMKlYarj5WawD49LQbnLh7EuUsHsXf/u3j34zfw9odv4OQZKphzxxAV5oec5Gi0VeWju5qWryID3Zo8NJdkwNPOFqdOnoWdtSUy4yORFhOGiuIAZKQ5ISPTnWD1RTyBkpTL18WuSM5zQnSaLcISrRAUb0ng2CGK0IlKt0F0ui3Cky2xKzgkDsGETlBgDAL9o/iQI+DlHgJXR39YXHbEpUPnKLMN9Jljam4b6VejWroEFMz4onRMVklK+loFhK4WeV8AQ+XD8zrU6+3gvhyXcwQsfWLbCBOBitQDyaxuUomtVA2vq+qCJAQyfK1CAace/Z0GqgFRE9ugInBEjUmlt4DOpEqkglyuqcNgX4eaj3ZmbhplVVVwcKGtsXNAETNmdHgI3J0dEEpLIMrH2vIqzpw+jVDasWbpk6RlBq8rR6NYTqnzIWCaDbR+BIvcsygeAVM3LVhPe5MCXi9BIdHTIZbUVBmt1A+jhwpIWsjErsnzlK4DbVKR32LEcF83dNp6lorBcPeRtaHCodMU0ArmIDU2WtUfCYgmhrqwMDWIjfl+3FsbxZN7q2r2xYwwN9heOIkD+w/A08kNVbnptFSJSIgOQVF+NvT1/A38H5sJzkb+hgZGeVEhUpOS4efuhpH+TjWf9MRwj+qFPTLQyWOyJn4PhgkrAV8/n3kSQSWDHaWLvzUzoIujPdNDE+b5fI20AHVaPS2vVk3DIHNJy1I5stCihs++vLSMGYVqq6xY9X6XmQEbpYt+g1HZZH9ff16rETOjbYSwK44e3QcHR0sUEHQNvaPQDc6ispOW2kDgEDKycq2mrh6l5RpU0x4Z8/OhT4pGXVoaYVqCrKxMVFG9Z+dkIjMjHYm0d4mJcaozpwzTiY2JpJLxUeDxI1gc7e3g6e5OwHjC09MTbm5ucHVzp7LxhLubB1xc3GFr5whzcytYWNrhAmFy/MwV7D96Hp8cOIFP9h0jbI7gwvnLcHZ0UeMJ9fW8L9pL6Twq623JwNwnarqSTWxtruL+7Q3VIVX6X93anMetG0u4tXUDdz//HF9++zVefPMtnn35HA8ff66m8ZDpYGU2grGhAXRI72KjDslpUYiJ91OtVVevHcMVy+NIzaCYCHLHsRN7CZ/D+OzgB/jk03exe99HCAt1poqzhF+ALTy9bODtZg8vZwLU7BIsrlzEpQtncfnKFbXqRUB4AEqqs1DFfGBkeh8ebsPkUC36u3NRW+nHAs6ZEKJyzrEnYKwZNojNsEdCjiNScmxRVGKL6gpb9BqdsSswKIYPPIp/dAT8fML5sGk5HP3gYOEGm09PotraDTWJeRiobqJ1Gcbw0BABJBWKYiMYtDuqFYgZf6cyWKBhqsMxwUUUyQChMNAhkKBCITgEJgIVCWXNZJ/XkGZ5gUgfz5GJueXczu3m+D5CRUJVQvN8sWstVE0SUgHcapB9k7pqUTZO4Cf3JGpI7lfqphrVcje9HbQFzASyVvrYQDeS4uOo8JxhY2ePAF9vlu4yUVcZ77sR4yyhB7uaUJWfjmwm5laDlNKEJTO/qbm9gb9fQEJFKABR1ktHhUcbxm071ZIcayYERT018z5V5TWB1cn3ReUpq8jfrropUJW08jPSq7mlpYmlVRLhmIO0MG9angwUFxaqflaDfV2YHB/GDEvB+bkpbK7OYmt9AiMdGpRmxiI7IQLxkVGIp4UKCfCGnZUlzC9fwfnzJ+HhbgNXFydmGDPYO3oi0NcP6Sx9jVoCv1OmfCWkB3v5rAgfPp9hwmiwt5OJrIMA5bPT0n7qalFTXQUt4VJLyMh6+a2U/zXM4DXMXDJdhJcnrQjhPT4xhbv3HhAsVCJaHSorqtQQF01RJuID3ZEQ6AFfByvYm53D2UOf4tTBg8hKS4B0Qg3wtsPBT9+Du5M15iZ7cX1lCiuLU+jo7kJuXj7S0tOQnJyMxIREFBYUQs/rDzU3YpgQX5kaxdz4iFrKeW1pnophQq0HJpPSjwz2QBZu7ONvlYrZMoIwPz8PGakpVDvecCOEHRycYG1jh8tXrXDusjlOnLuAQ8fPYM+hk9hz5Aw+O34B12xc1e90cPKAk4s3fPxDEB0dj/IqDb548RW27lG13NvC3ftbuHP3Jm5syuRjKwTHigLL5uYmPn/0GE+++ELNGvDw0QM8eLBFpSMrcMgkZku4c2tFdRKVbhLSPeD6nXv48rsf8NX3P+Dp8y/5+Yfo7GhFMm2zT6Adjp/bizOXD8Pa4QLCozzVgM8LF47jypXTsLI8q4B05NQnOHvhGIWHMzxdrehyHGF55Tw+2/cZ3nvvQ9jb2RDC7qpP3PHTZ2BmaQM75hFPqkPvEC9E0nbVN1Sjs6cVI2O9TIeyZp20CmcwDcehqykJuooQaIuDMNUejcfzafh6rQDfbJRQ8VDp+PlEwNszjNAJgYuTP2wsXWG55ziyz19B9jkrpNm7YKilB6nZOpTU92FkYhqDA71qPmFTMzIzj9gkAQWjXwFCrNG2YpEtYdHVKhDg620lo/b5nsDF9D4hwzBZNR7jvqik1kYChSBRnREJE9X5UCyfqjsS9aRjhqlkJpbr/AwZ+bwoqsHOBgwROEOEx0hPEwZZYkuTuMz8Njk+iKXFBbTSM6elZyAgIFhN5rQ0O4K6qlIUZacgMzEWWYkxSGAGdnWwZaYrV/VLvQRGu1EqyuW3G9T3K/VFRdNFG9Wr1E8DgWSq8xHF08F9gZLpucmxZu6bKqs71X3TJqre0iZ4iTVqbeKxNp7H5yxzPc8zE8kqDTJZlXQUlAGJd+/dx+bNW5ieX0bP0BiqavXIya2Bh1cm8lIzkBDsBw8XT/h7+eHE8YsErBtc3Lxx4LOjOHjoLIF0iXDyZemfQ6tTBIOW6rWNyo3wG+hpU8sB9Xe1Uo11YZj7vSx4WvTViPF3RVyAJ/IIx9rqCrWUtKiX2spylORl45qFJc6fOauag1dXVvm+FhUltG+FOdCVZ2OoPgUdpXHwMDuD8599hAt738bZj9+C2ZnDcPO4DB8vK6SnBuHUob0KzutLo9hYGcfm2hQGCcPk5CTExceoieUiIyPR0d6uRpr/+Ifv8Ocff8Cf/vgDvv/2K/zpD9/jjz/+AX/604/4w4/f44fvv8EPMnD2m6/wLUMG0j6lkpD5pEf7B2i7gnD41EXsPXgK+w6fxYFTl3Dk9GVcvGKNa7Yu8A8MQwLtUWZOPu4+eIAn/OzdW+tMN+OE4xCmhntVB9IXvPazFy/w5dff4lvewzf83i9ffIlnz2Tg6OdqkKmM97u+voTNG2sEyD3C5yme8jc8fvYMTwgVZbluXUdTeytWbtxAQ1MTyusb8YjX/ObHP+OrH/5IwH2NwrIMRKf6wiP4Ci7bHMapy/vgFWiOxHQf5GZH4dzZI4TOGaZhM/73VxEcZY+gCAcU5EUglxBJjg5CXKg/YUPRYX0NV61k/XsXXDS3VpXlbn60cLT+EdIdIDMbmfk5qKyvgI55sI4FRH5RAerrJQ/UYLinDiPDXUw79Rhsy8FYRx7m+/Ix012IqSEddgX4RcLXJ4wSMoheNYCU88blE1cRdPgkgj7dD6933keYpTnamfCnl1ZR2TiM2MJW9I4uYXRsjImxjRlfMp1JhSiFo+yQjpmIGV+2AhLenNisnV7MpsplgmTbDklFs0nB0LrQ9+90VpQpQwU2MpRCmoLlunJNAZaydQyBWF9Xo8qsUh8i4BMLNtjF4HaI4Bmk2jKFwRQE0ABjqLeVJbrMIyyrUfQrMEh9gwy4LMzNRGxUBMJCQtBNZbQ+M4qx7hYMEhJttFoGTQWSKdGTo8MJQd4XwdbP94do6fplEbhumW+ZGbe7jRAkgAia9mZRRkb1PTK9qkCni6pJHWsmlKTvD8Gj6nRo16SvjZzT28XvJSgH+jrV0swTY/T5fQMoLKlCdFImImMSYGjuRnhCFsISMhEen4FaJs56HYEaGYdwLx+WfvG4YhUHN8cgBHgFQlNRSahGITYiCoVF1UhJkknHYtUqGG6urijOLaDayqAtMEKna1adNPPTElFZkK2UZxsTW3IAbenxfYh2voiiWC9EUa5383cOELJtumr+V/yNVHtSIDRQIclih35eHjC/eAHB7raoSfJEgq8D/G0uI9z5KqyOfor977yKve+9w1L4AkKCzRAVaYNQPydoK3MxOdaOtdVxjPV3qHXMY2KiEMX/KDIyQnWfkPFEL148Z8Z+im9pT/785z/iL3/5I/761z9z+2d8/8P3+NOf/8Tjf8Yf//hH/Pjjj/iBx/7wh2/xHUH0zdcv8BU/X1JYpOqAioqKUFVVoSa7qqwoRZ2mEvV11QwZV6iBQa/H86++w1ff/UHFM8LgS6qcF19/hfsP7qqhK7dvUN2sL+DBvZu0Vp/jiy+f4cW33+CbH34gkL7CwydPCKRv8RXht7Q4R5DGor6xCdW6RqzdJoh4/bX1NRRUVKhe0cVVtShgdA6NYPUmC56Hj3D9xrKaIsPSfT/M3PbiqtensPA4BJeA87jqchhnzPbj/KUTOMjn+9Ged3Hg2F6cOntY1fGcPHsMNvZW8PZ1RXSMJxoai9DN9JaZUwAtbWxhUQkVsT+SCPcGUe2dncgppDqkrZX7qaippUpMRR7zSxqtq4zbHOpmwc+CSuY176RA6ZYpXZh29XxmZTV12+DxJnjcAuDo7Asraw+YXbbBlUOHcW7fJ3C4doJe7yROnzqAqHB/yKx+xt4ZhBV0oFA/jPGpBZJtEC3KJoi92q7zIRBEvah6IKnjUdCR+haNgoiCjygYpWK2K53V5011R6qP0E8wI8gYktgFKv20baI4BlQdj16BRSorBySzUjEMUnGYrJ0p5P2B7WPDXQ0qBgRK3QQPgaXAxK2sFinTYciiYxtSH2EwICU5BS7OThigQtGUFCBXJinLSkduRgoyUpL47PwQ6OdLSPJe+d0mayWV7dJh0tTZUKyYdMiTJuTY6Bg+A9M8zNLtvb+nfXu5kX617pJ0FtNrtZAZ+geGhtHW3gtZ7riPFtfYIuN5jKjVN0Pf1I2SmkZExmUhLjGTBYa9ajZOTstmAihERYWGVq0D0xO0YmNDtJZtVCJ6ZqJGpPAzNQVZMFYVQ1ddrOpnggLjUVGpp11JQ1RELCxtveDgmgJntxQExzXB3ZfXzStEfFggcpPj0MnCoFlbgdgAB/hcO4dIpwsoiXVHvL8jbTStNROa9O+RcXadLVRzDbTQhKsM1M3LTEc+o74kGzlhbojxdkBmhBd0mWGoTglCRpQ30iP9MNxWjrK8eOTmRKM6Nw3hx08ixNOWtrqY1zcgPzeD1igHCXGy5n286kx37/49/Ou//AtVwxOlHO7ztRx7TuXwgsrjq6+/oYJ4hm++/e6nEFA8YuaXpYRGxifQ3t2DBkM9v6eWmahMTZlSX1uhWiSbacmapG7PWA9jfZ1Sco95vecEzlff/0j4/EioECjffo/HX36JR1QtDx8+xOMnj5UdGhzooR1KxfjcNKHzgvd2R02X8bWAiOCbmx5DRHQEUvgf1uqozkfGsHr9huoakUwr7MZCwT+MFjopWaW/kOAQFhRucA+6ggsOu3Hc4mPsOfkezljvxeGLH+LTkx/CzPkwbLyOIyrZFjl5voiJsIWPrzms7U/h5Pm9+OzYxzh5ibbM8QJcPM+juCQOVdW1qG/rQkFlLar1DcjKL4W/mydSEggWWukG/u4sqmPpWiBTGddQ6XZ2yqRm7ab13vv7IOvCd1GY6GRungY9dDWVqltJA23wLl/fMN54CJxcabHsPWFm7gyzCxYoTouDnc01nLt4Ah98+A5+/85bOHP8KB+2HpMzi1jYvI/ipgnk1fbB2DmCcf5h0gdAOtSpSl1CxNQ0zq1ARUDEEEUkakXBZFu9mCqXd+DCY7RHApZ+qXjmMakPkvOUUhGIULn0d4iqoa3jOQIUBSRRQttWb0Adp82Sz4jS2VY+EsOEzAihM0LQjPaZYqy3GeN9LSxJqYBYmkpL2PT4ABN4KzNwC9YWZ6k2etQyrCFhkZTaIXD3CYQD7YqTmxcTfwLKy4qUGunhw+/r7VaJbJIZX1ZxlNUstPJnMUFJpzbp91JWzT/DKFMctKuOazKWp5JRXt+C0lpu61rgERSP6JRChMUVIiimGK6BWThnHYZD532x54wXzvL/ko56MpXC1OSEUqEyw4CBJaZG14AafRPqDM2qtadbziOA+nhuP++xXVeD1voqlGcnIz02HGXlVThw8DjMrQLg5JUDc5tYOLokwSdCj5OXk2Bl5Y6chBiE+3shOyMdQT4e8He/Bq9rZxHtboEkQsjV1hwp9pbQBHjAmJcLTxtbRIaHEPIdlN+yeisLCMJWbNsAwTtChSj/hfSSbq3ORWZ0IGIC3JAU7I6ytAh4uEbB0ycDLfW1qGKJ29rcwvssRx8tn6wDtbQwgVvXF3Bvaw13tjaoXH7AP//zP+Orr2hxmOm//PIFHj56iqWVDQyNTKq5wzv7htHVO4SOviG0dPWhoaMXRhkUKuOs+H/U6ozISY5BXUkuYsJj4GbvjHAPJyQFeaGxvBA1ZSUEDsFExSXTQTTSDheXFKK4rBRNtOzzS3QD033QGPIxODmAm/du4zqt0vL1VdVSl5VXwAL+GuxdnFFQWky4DKo5eZ4+e4Q2WlhvPx9EJKfxvHwkJ8TCnWrVkW7krKUn9h65jCtXrWDj6IBgCoHcgkxlpex9j+LE1Q+x98R7+PjIB9h/9iPGh3j3szdxxeUQLtjvhYX7YbgGnIZvKG111GVkZFmzMHVhIeSAxip/tGlj0anPxFCbDOqup8orQ1paOsIjIhEXG4f0jDRoNHQmdD/igJqbG5j2qOa7TSu2yCwLHUznwoH2jhaCqBn5OZlkCwsxD/4mgrO0ohyNdAu7fP1C4ejkBTtbNwQHRaveluYW9rCwdsUlaxecvmKL/fv349jBA0iJjUZhcZkaqTy7sIobdx+hd+Y6/DMakF83iPGZebVuuVFafGiRxCpJa41UNiswEAIyHstUtyN1PLWED4GzDZqhbsKhW5qNBSomsMhE6QIOpWCUipEKagJJwctUT6TqlbZBIwqnn+cMCWioakYJFFktcriXsOH+KBP6MC2RCoFPr4TpPQGRKKB+wkk16fN7+rqb1Rw4MzPT9LH1ah2tRKqKrJxi/ullyMgtQWZuGQrL61GhbaLnbUJZbQPi0oopQRsJkzbVYaystgmlfF2iaaBk1qOouoGJKw8xaQUo17Yjv6IJvmGZsPWIg7ljLI5dCcKeU+54/6gN3vzUEq99aoNXP7qKDw/YwdIlHq7+afAKSccVGy+UVNUjNbsEAaGJCI/JZKJKQ1xqIeHVqKJCS5vETDXUL0s6y/K1piV9OrhtY+nTxNLIWC8tXAbUUTaXlWmRkJCPiLBkFBfrYOucgrCIPAQGxKKpIgODTUWIDvKG3bVrCPbyRAhL3Jy4YJSkxyEhxBexjlZIM7uAfMsryDxxAGlXLsCYFINhKr4RAkiGbQxI3RFVkVr6l9ZVmvi7CW2xpB3MyC1aApGqTLomyFLBAkpZjnpofIrgGGIMoH9wGBMTMtf0FDaur2BBpgW5f19B5+nTp3jw4HM8evwFLc9jBZ6B4Ul099Oi9o+gvadfzTUuq6ToW7tR39qJGsK5miqjslaH6qJsNNUUozIrFSF2ViiKD0NHSQoa8xLgbnsNHm7ufDZ8zmk+SM0NRkKSPzLSI5AQHQxXh6tw9DgNj9AzcA81R1CiO2Iy/VCkyUNZZTGyc/m7+BsrywoJ8BSE+HkjJMgfllYWcHV1xKkTp3D4yHF4+HgjjOkorqoHNkktOBWoxcUQLazDi+HBAtA96CrCktz4PeeYFq7ivMU+vLf7Hbz+3mv45OAHeP39V/HBgd/juPkenCd47LwPIjruAsrzXNGhjWFhXILJ/jpGM4b7+H/08n+hHZICU7o+dLOgkPTSLQqmW6bpkHW+ZMoO/hfcl7XZO/k/9qjz2vl+K/p5ncGeVhWyOKY0FFUSrv7+AbhmYwMv30CqLW/sWpvqwsp0r1ojPSQqkQ+lmB5Mj9yyGnQNDKJ7bBq+nj6wOHUKKZSAZZRLaQXxatpSmWh9dfM2btx5iLKWUYTmtqJ3ZJYl0bRan1xacqTCVakahsBFKnaHZSkYQmawiyARhUMI9XXI+5ToXWKlBCICmp0tYdMiwKojEHQKKAIoqcMZJlQUNBRAZNVHE0xG5XiP7Mt7ck6jWpRP4GI6Jn1YqH74GbmXAbkvPqh+qhupVG2mPejo4kNnCSmJs0rXyoSjR2G1EcUESEGVQa0jdsnSnft65FXokE+rkldZj1xuw5PykJpXjcziOsRnVyEuU4P4nHoExpTg7BV/vLPXiiWTI36/3wav7LXBG/sdCBk3HDrjiYOnnXGZqiM8vpglRQRikgt4rUpeqxa5BFxOqUQd0otqCB5p2vVWiwN6+0awhMqj/ShFSkYh4uIzEJOQQVjmoKSkCl2ycCGtXHtrC0srZjLKaWm2lxUtpXesDFDU6fXQ6rTQqEneZDI0nkOLJpWGMkRD6uGGOzTYnGnBTE81Og0VysZNDw3AKJOwFWYiIzgAlaFBqIkKg97HGSWutijz80SGhRmyzx+HIcAdfVWF6KM67qMVk8rzlgbaVBl20Sx9sBoUiKRCvZ3vyzQk1cVZsLh6Sa2M0NLehXbCp6d/CP0DQ1QyMkHbCCanhnDr1k3VMvTg8we0WZ/joYwJY/pcXFxF/9AY2rpZMFJh1tbp0NrZh1a+1lKBysDPKqrDci2/q4b/WbAfVSszTlsDrM+fRFFWioJrPG3heF83wjzdEBHD/8lpP05c2QMLtwNwDjiF0BgfKoVkuAceg6XbZzh08QMcZJy9tgfHzT7F+WtHYON0FbFxscjKzuJzraON06CxthLVOfEEHZVWLu0MraUmPwWhIfZwCzSHY4Ad7HydERBjB//oa7B2P4OLlgcRleIJF98zsHI6Ckf3C7hIh/LKa7/DGx+8StFwEJ8ceg8fHXiH9/gZrFzPEYhXERThxnycSVXCfEVgtMmwFypQUZGyBlgfC9q+AQa3Q0Oy7rpMoSHLFlOxciuT1g33dzHaMdTXrlo+x4a71Hze8p50WxnoZ97hNbulDpigamF+0unqme6aCKxe7BrpEsVRT6lYitTULDi5eNFH+iG/pBLZRWW0AW1oZmkY7e6OiwcPwsbmPN7a/Soy06IxszCL2dUNrBM+N6l+Bqh+klhyF+oGMTa9pOp+pCWnX+pXCB2TYjHVz5iskigUU/SLbSJ4dgCkbFa7llTWU52IeqFNIigURBRUJHiMIfBRAJIt31fqhpAxgcb03jDPE0kv0FOqhnRWa6lTobXR0zd2dNH+9ELf0kuF0gYHz1CV0bPLdchiRs8u0zFoldRWh1yqlowSLa2OK1LyaxCbXo6guHw4+ibgsn04Tpr74eA5D7x3wAG/fd8Mr++2wrv77bH3pBvOXPGDlXMMrrlGwt49AsHR2UjL01ARUZryurmlOoJFi2xCy9Y1CPEZxQRPFRKzyxGXUYKo1CKEpxQgKCEHZy7bwJP/l62VHVwt7ZEYHIrynHwEBYbBwsIGVpZMsLaOKMwrQl0tfTtBI8vidLS1oqK0HA3GBhhoAdUoaIZ0SJN1v3UEjRqUqDcNSjSq82TLcwgJmQN6c20JL54/w7/8y7/R3vwr/vTHP+LF0y9wa+06Hqxfx8Mbt/Di8WOsTk+gm58rT0xDjZs9mp3NUW95FkYnSzQEe6LXqFWNFL3tLaoyXfYHWXANMlMMMiFLD/QOA++1pohpoBm9VG5ZxTKJP19LZ8TRdszN9GFyvAdLi/N49vy5msrj/r0HBM8j3Ll9n8dXMTQ8gY7eAcgYrlZGZ88g2gkemdpCBn1WqmESRqVsqwuSVSEpo72D/f2QRos5MdKHb59t8flUIjLRC1fdDhIsH+OjT9/DkYu7GR/jqtMpRAZYwpvvXXXYjYt2+3DJcS/MXHfjgiPD/gCsXcxpn5zh6WePvPxExIT6Izk8EGGh1nD1Po/81EgYy/MQ4umMS2dP4eK5k7hw4Qy8/F0RGOGo1oX3DbOCT/BlpOX6I5yvvX3PM+9ehR9Bb2N9AUdO78WJS/uofN7Hh/t/j4NnPsUJs4PqPq+6nkBsZgjaZD6mwW66FFmQj5DhvppFk/AZ5OvRoUFM07rP0MJPTQzxdSdGBjsImi7uS3RjhOcJhGQrXRN61IRlYr1o67mVPNbP/6ufKkomfxe4CdB2dXaavFl3dzdLkEHK0THklWkQRPVzycIOx05dosd1wihtR1kypbyHLd7f+yaiI3zQxz86uyIasmby4vomlc99jC2so9A4guDcNui7pzEzO6NubEhszLbaEQiIrVKKRxROZ72yVXJMqZY+AoOhttvnKnVCgJi2Jgip4wo8PE/V2UgrlVQcy3UJO6lI7m9TzeZDSj5Sqo+OYmBsAk3dA4hKL0ZNUzeqG7tRaexQAwxLaptRrGmCuZ0v0vKrCB490gvrEJlKKxOVA5/wHDj4puDYZT98fNgeH+y/StVih1c+uEorZI6Pjzri8DkvHLvgjnNXPREQkYPEzAokZJYjKYcwF7VSJiDTIiwxF8ExGcgqqUNGkQap+ZVIzpZzyxBLuEQm5eOSlRv8I1MRSlsWTuUTnlTAUi8LnuEp8IlKx4mLLP1s7SnTpZnXDeaWNnB2cceVi5dx9sxFHNh/FCePn4ajoxtCw6IRE5uApIQ4NR1mDzOhTKsgnRb7+3qxND+LxbkZNZd0V2ensl7NjY0srVqpcJtUPx3pni9bGeT67Xff489/+Rv+7d//g/Gfavuv//bv+Ns//4sC0d8Yf/3bv+LFV9+ojJ8ZHYfKYC+0UTlUh8aiyJslvKsbenjNMZas0lSvmu1ZKAwTOsM9LUwjLCyYdqYGW3D/+jxkQcCe3j7EJafC0sKcVrEGDbW5LLCkPlGrpl3d2pK5kO/j4cMHePRIwHOH37+MsZFxdFMpNbd1oY2qqYvgkQGkMtpcYxQ7bEApVW1xRSVqK/KhqShSS7TIEjcybEgGIU+wZE9L94S58358euZdvP7BK3h//zv46PA7eOfDN7H/xIdwuHYcTk4HcNHmXZy0/BCnrXfjuOVH2HP6bew5SQic/RhmtifgHUFQBBE2LnYI8T4Hc+vj/L/PIj0lkd9dDJurlgjzdUNqZCAsLlHNmJnhorkZzpidgZnVOfiHWiI+zQWhsRcQHmsFe8cLCI50gG+gNfx97GBhxdfB7nBnnnVwuwoXb0u4+l5FfGoAqqqLMCqrfhIGolRkaNEkX0+NDmCSv3FypIegZYz2Mg8RLoMEzXCP2ko3hgHmaQURqj8BSb963cP9XgaVj4IZt3zPBDV+xzCvJX2nqIh2yYoPUvHZQQCJ79ewVHRzdcexY6dUr8vqygpK2Qk1oLGIJUywtyeszS/h2P49MLc/hrc+/h1iEymttaUYmxnD2uYWbm3dx8D8dYTQemnaJjE+NYc5lnrSA7Z3W+2IglGQ6SdMuJUw1cNsqxqGOi4wEsVCYCmVQxgpBSMAonIRuEgMsiQckPFI9JYdPb3opk3sH59AIwHT0DWI+vZ+BRhNYyfqqGoMXUMsNWspr9tUZa6utQft/WOqglfG/LRT/dy6eYuUnsSJ82547YOL+Hi/NT48cA1vfnIJe47ZU7HE4eRFV7j7xVOVlCOnRIdMWRQxpxwJ6YWIScpGekEloVKlwJJBa5RaWIXotCJEpxbCMyge9h6hBFAOwVZI2VygjsdT1Yi6iaRds7STAXgJlNfpcPSLwiUbT5y86kRpH0AY5eCzI2fx8Sef4rNP9+PSFUt4BEbD198X4ZTokRHeiIvxRVFRMks2Zjjal/y8KFrCNCRlJaChsx+jUwsoq6hCakYefAMi4B0QCidXb6SlpqGnsQIGqp72NunI2KzGBrVSKbW2ilrsxdfffo/nX32LW1QWazfvYvn6bazfuEP7vYWV61tY3LiF0dlltPSOsnQdQBdt2YgxFwnxpYhP72YJXgAzyzCERmaztGQCJWzGmChHROVQpks/KVEdD24t4sbSKPpZsETl5OBSZAzORsTgdFgkzoWEwcrdhRmpFEtLs1ijCltbX8Xm9XU1IdqDB/dx+/YWNjZk6edlFoSzClwDfB5DY5P8PZ1o6+pHRZ0RhVV1VLK1SMzIgbWdI6wdXNQYP6OuBolS+V6Yy/RKS1aRjoBwKguny9i9/yPsPfIR08V7+MUvfoF33n8bHx18G4cuf4RPz76FT068i/cPvIu39r6O195/Fb99+zd0DG/A0vkMfCPM4R9mhrKSRNTzP+kZHGAeWsT4zDJG55YxwRjkfcpA7UBfD0SHuCHY3QaXTh3Bx7s/oJrZTYVkAZ/QcwiJtIS5xXH48X8vLIyhSnPE+UtHYOdoDldPG77vj5LyIuTmZ1AdeSK3uFitZT4rHSwnBzFO2IyxgO7uaCZsBpS6EyCNjQ2YAEVgiDIaGiI8qIqGh03ro4sVGx6RRR0HMDI2iGFZxpjnDBE+Q4SRzCcu3UsGWIjIsxunSpoYEvAwIUlIhaP0kpWaemlrn6O8Wty4SdnZTj+aTk9cjzzebGJaKkvMWMT728HT7Szefv8VXLl6AJ8efQuZmbFYunkTkzNT2LrzAKs37qN5YAkhWZTnPbOQ9bcmx/mH91JKixpRCkZUizRlS32N6ZjaboNHbeV9gQzhItJ6sK8NfVKRRaKOToxhZHwc/aMspQeH0TE4qiZd0jZ3wtBOwLT3wNDRhwp9Kwqq6tXoYyOhUt/ShXImNgO3C6vXsbLJTDI9h5WNG3jw+As8+uIZS/Rv8eOP32N2aV21LAVTaURRhSRlSz0XE2NuFWxcQggZ2lRaoZTcSiTmlFEpVaCgglapREOFkoswqpUQqpsQAUwa4ULwRCTnqxYrJ69wRPCcgMg0JqBEfkcmAqO4H56sYHPO3AHOfpFwD4qFlYs/TtBaHTlvQRltxeOh2P3ZMRw4chpHjp2BvYs3rV4oIpjIQoKvwt37NALDLyM2xUWtnTY0Nqdm2UssrEQC7zE6hfcVnYboxFT0DgypEdqOnsG4aueGEKqjIG9nNQ2u1AH09bLQoHSWJvquTsJheITP5wc8//o73Hv0DFNLm+gcmkFLH9UkQdPUPQZjzxhV7yiM3cNoaOH/UFmIYUMeIqIrEZc9RLUWgoMnPXHtmg9ykuNRmJGIkswk1JUWoNVQC+nJ3qgvowJqRAzft8zOg3NL5/+xwKMck/cS8nKYxqYxPT2OubkpgkYgtITr11cJnjWCaB2379xU09LKFLUyJ/XMzAw6qd5krFdBeaWycGHRCbCwIcQDLODmZwYfXwe4ONnimvkVRAYy0yYGQVeZh1Z9KdpoAYvzqEiDfXH29AkcOLwP5yyO4LBqpv4Iv//4bfz21d/iV7/7Jd755A26hbdx3uwIrjhbwSnQFn4xlphYmCasbzAdbmB+ZRNzS9cxSecwxZhc5L7Md0z1sTDOtNqrRWtZEswuncJlq0ssZNxha0/FE+OAq5ZncObiYRw/uw97932M9z98D6++8Sp+99qrePvdd/H2Bx/grNl5nLt4Cj5BPggP82MB0o7V5UmsLU+pxQakg+rUhKyJz5gYxtzCrKoykRDYCGQkRgQ2smTx2JAJTqMEDhXNuCgm7o9THU1xKwCbHO3HOO9/crSHMOtW67Dv6lTNq93o7OhQ611JU5hMDNXd1YXQiGju0+/TD4fGJJHO0rTprwbNlWcnoTY7Do7mF3D5wkF8sOctUtYVPfwzZZH7jY0N3Lp1B5u3Pyd8ZhFT3IX4En7P4Czl6zwlF0s4gcl269PPNoqKhrCRCah7CSeRemP8MV20gQKJ9oExwmWc1xlDE6WyobMPOsJFR8hUUK2kF5YTAMUortYp8NQ3d6k5V5p4zsDoJJbEEtLz337wGHcfPsU9hkxGJfPA9I9OoaRSq1bcePDkGeHzHF99/TV+/OMPWGSiyK3QKWiEUomEJOYhOD4HZjbe8A1PQ0h8HoL4OjAuC7FUO+lUOQnZRfCNSkYooRNKuATHZyMwNtMEFdokF/8YXHMOQAAB40/YuAXFEUZxcCVo7DyC1Pw80nt2P6Fy8MQ57D54FB/u3od3P/gQv//wA7zyxhv49e9+i49278Yrr72Go0dP4IqlJY6c+AwenlcIIDskpzkhjuAZFIs5Mq0mLQ+NTaOqKkRQdCp8w5IQFBGLto52lvoGXHHwwsEzZjh+jgpv97u4an4GGSnhCvzTTFjTlNeTlM8zk5P4iornyZdf8fk9UxmkY3AGDYSNoWuUMQJ95xB03Oo6BlBnaENTQxMmWYqWa/poJQ24bOYNF5dQGFioSX2OdESV8Wq93W1qAcIFZsjFxRnEZqbDplzzfwDnH8OmQoPYnCws8DOrawsq1tYXqYIWsb4hEFrGBiEk+xvXZU35Ndy8uQFZ9nlzU2C0gt7+fpRVFiAsgTYoZj88Qw8gMPoCGtuqmDca0VhfAW1ZLgrT4pEY5oOM2CCU5SapRSBluMwAC8bK8izk5iUiJS0U9vY2BMFJfLDvLew7/yY+Pfd7nLXcD2u3A7Bw3QP7wIvYuLuFe48f4/a9z/Hw8VOsMI3KCiECIikIFwjTLiqRvvY69NYlQVdVhPySbNWilpYfiBjarYAISzi5XUBQqCNcvCwJofN8vhdw/vwZXLh4EcePn8Dezwikg59h7+E9cPN2QVSYG6qr0mFsKKTVkvGElQRDI5WtBjevL+L2jVXc3pLe2KNYnhtDTyettnTipdWSdeJGqWxGmCYmCKHJMYqAwU5CxWTJBERjBI70UZPVRSVkXTk5f4iqaJdYrI72Dsppk9Vqb2/hviwAxi8x1KCpUYf0nGwCxxuXL17A2eNHce3CKYQ4XsNwfSlaKovhz/1jx/Yh1M8NpcX5qnKqnX+grAm9tLRKy3IXKzfvoH18DWE5rag20kvKcjoTo5R2jWgxVEMWN2tta0H/8DABMKpaLWS2uta+UTT3jsBIq1Tb0I4aY9v21JLSNF1P21DL67WoGf0mKFPnlvmH8Y+7fvuegsttmeXucwHLE9y4/xBrt+7x/ZsYnl7A4OScmgtYJikfm11Ba88wgWVAfpkWzbRnfROzanmYKgKtgECKIVBcgxLg6B8Fb2ZYP8LirKUz3ALimECT4RGSRKsTD/+IFAQxc4fGZ8I7lDaJ5/lGMZNHpsIrPAVOvpFw8A6HGTP5sYuWOHHBQsHlo30H8O5Hn+DNt9/Ba4TKb3/3G/zqN7/EL365C7/41T+Z4hf/hH/65T9hl8SvdmHXr/max3/561/gjTdfg/lVM3z48bt4k0r0/T3vEESnkJ0Vjhap4B8eUxWpgZGJCI3LgItfNOy8QnHJ0hFnzh6nxbKBp/c1+Plcga+XGTKSnFFTEgBjVTi0pfHIjAvGGAuF5YkurM4M49vvf8AXL77BdT7Tkekl/ufj0LUNoL51gM+sg4BpgJa2VtdMtcPvbaNlk4nDx6lSZW34iclxwmUGyytUmqsCikWqlAWsEBgrPCYjsWt0tWqN/B24OLd0wJZK1U5rgIOxGddojZxeUkHXCkqgbdDxevPqWiq2ISTXFwUksQOf9Y1lLC3PKSitb6xQHa3g5q11hiyFPYKltQnML8nSPj1USMNoNtL+jYyqpaBnpyfVOK+ygiw+qyiU5aeiobYMtRWFVIoFqNGwACzLQEJaMK7YHcMnx9/AR0ffwD5asGOW72Dv2Tdw1fsKbj95TIC/wKMnT2m3RtA5PI6H3L/38BHT5xY6+/qY5hv4PKvULAHl5cXII9zS8gKQXRSKypo0NDSXoqlNQ9dSjQZjJS1yFd1LHY/rWGh3URD0o2uoC61Uj40tNfxMLtKyCM7cIN4j770sDKlpXsgojId3iCVq6nP5G9uxsTKMtXmqmW4t7R7Th881ZBWkEi5tLCAaqX5blYgQJSMr1YrqMSkiWq+RQWXFTJXXvaYtY3CQ4KnUFCnYdLDEk85AKqSJU3Xtr8dAWxkKUqOQFu4Ffxsz5ESGojw3H5f2n8ChV99BqpsTpmh9PO2s4OPiDB9rC2jKCuFBH+lqb4GN9XVMz7LEoZXZuvcIs2tbyNV2ISyPkBtcgJ42qITqpL6xA3rCxdg+gAaWkPrWLvRRgQxNLaBneAK6hmY+2E7cZKnw6PlXuPP5I9wmSG7fN81WJxOKy8x1MoHU0vUtjM2voGN4Eg3dg4THCAo1RqqUTESk5CIuq4SlaLECSVhSNuIzSxGfVYYEbhMyyqgGZCvHShGXKecWMagQCBIr9xDK6Gs4ddECFk7eOHzOghk4Bt4RafAITYJnSCI8guPg5BMGe9qWay5+uObog/NXHHDg+Dl8/NlhfLj3M7z1/gf4p1//chsiBIhAhAARoPwT93/F91559XcKPL8kXH71m1/gd6/8Gm8SLq+89lv89pXf4p33fo83330Tr7/5Ko6eOI7TFy7g0JF9OHX6MPYceB97D72Lk+f2ITDQDZGRzixIsqHXUxGmJdPuxMPB3R/XXANhZuWIC/xsRJAzdBXJaKqRGSTjUF8Vj/rKcNRXhMFYHQ1jbRqM+hI1M+PMOK3WDz+q4QI37z7E5PyqWtqlSZZ26eyHTDPa0kpb1iM9rwdx68YGlpfnsc4Mvrm5puAir03A2QHEogLO8so80w3hsLIAz+RUONEe7oDFQVePPZY2OOrnB7PsHBx2cIZNbcNP74vt8kpNVWpJrivX/+k7/i4IOYbA587dG+q+Vvi9y4SQ9AkSNbSjkMSebW1dN60cevsGtm5vKYCOjk9icX2DCnkWt+/exs3NDdSWlyEpPgJ5xXHMoBEIT7CDg9cpXLDci8NnPsapS/tpl+jhUccAAP/0SURBVPdgz6m38fanr8E12Bv3nz4lwL/Eg4cPUa0zoInwefz8S3zx5Zd48gVhNDDIwpUFbWUF0gj/0ooy5JWmIbc0CkUVcdxPYEFchl66g6HJYfQN96N7sF8V/gMzsxheXsXQ2gZGr29ifGUR2YUsDGPccOnaMSTnx8DQXIQabSpVaSGycuPh5mtOW3+Oyi+BgJGpZSow0q9HTXUm7ZkdLtFKhkR7o7AsBzLhnNThTBA47a0NCjgTE7L44wj/9yGCxgShYQJIlI6sbjFGi7YrKzMBMnm69DgU9dNJu9VFEHW2UHo112OwORORnleREeqMuox4pPgH4uyHu3Hhrd/D8rNP4Wd5EUPVuZjv70BFZhocT5+Gi/klhHi6wdvZTs1Or2s1YmaBHnLjOm7cfUBVcgutAyuq349vTAF8QxOxceMeNrfkvQ2s37iLe4++UHGHFkigIupFtjv7tx8QNvLeoyeEzT3MrW2ikYpFLE5Mej6iUnO5LUA04RKdXoSYjGJES8h+ejFiuS/wiSVY4gic2IwSBRsJabKO4/tx8n4GoUNbIuETnoSTolDOX8XJsxdx6aoNDp++gkvW7rho64GTl2xw5KwZbdFpfPzpQbzxzvt4/a13CJDXCJhfYNc/ES4SvzCFQEfUisQvCJdf/paQ+d0v8Stu33r7dRz4bC/ee+8tmF25iLPnz+Lw4QNIS0uFo5Mzjp88gstXrHDpyiUE+JgjOi4JblQwmelRyEtnosgJQ11NPAoLA/n/6mCsL4RRkwx9ZQxqSsNRXJQLa0d3fLz3EF59/R189umnqCqkfS7LRlZKLK2DrAeWg6r8NDRX5mG0Q+YNkj49daiUlRCYER6zVL6+eQOy0uzqyopaymdhThY43MCN9VXIShvXN1eZgReVkpCMLUBYWp5VmX9H5cj76wIBwkamelDWiNFPKW+VnfcTVCQcDQYcDo7EyTAqtYwsHPPyh52u+e/OscrKRXdvx0uAka0p5Lt+BtHL+3yPr9W98B5M1oyqSO5HHROVRBApVbSKGzfXCaI7uP/gPu7cu4vPqU42b95Uw1vCowMRn+6O5BxPqt9LiIyj5c3wQUKqLwLCbHDe4jPsYaHw5sevIi4nDY+ePSfAX+C+gEfPvDg6jYeyrv2LF3j6/At0Dwyh0tiEwtIS5Ek9WEUl0giI6CQvNfufX6QLSnQa9MzMoH1iBkMLK+ifnsMQXcXw/CJ6JqfRM7eE3oVldFGF5Jdn0nJrERLuiYiEYBQVMl2UJaO9sVzVqYUEOyGnKJFKKIWgaKdyKkNPn0EtWxwRbE/7eIbCwgylVSl0KbVqziTpcyXDfIZpqeZpzaYn+tAv47P6ewjpYUzTOstS2lIfNCZ1PGnpycjNTjWNE+pkCUXwDHS1or9DJmai6pGxRzLVhLEO/bzZ6bYKLPeWY32gDJtDpbg3pcH6aBMTZw2K8wqgzc+F88XzyA6wQUmCNz9XQa98DVccDqOiMl+tsT4jcKH9mr9+D+FppbjkGITY4g5ML2+p/kCiYG5L/4vtCcFluwOcTb4ndTxNXUMoZUmXnEtlkl1MdUIFIxW3qfkqZF8iagc8EmmmiFXgKVEwiiFc4qhsRPUkUPUk57DEyilFan4FMos0yC6pRR6tV2GlHuaEy5tvvo+33nwH73/wCXbv2Y+LV2yw98ARVd/yxltv4zdUIr9QKoVq5le/UHD55S/5+le0THz9q9/8SlkoUS2vvv4KXn/7Nbzx9qt4863XaInSoKmrwXsfvYtPdr+Li5eOwNb2CkIjo+Hu5YVSyuD2jg7UaWth1PK+Y5MQEZVAuFDFpWTDitbN3p4KlJJ6blTmztFhcrCdrztpkZow1CnzH2kh05jInMmZhFhaUgIMqgObBgXZmbh4/jLee/19HPhoN9VOoVq0Ua+pxAAz/DDTh0jnublpzEv9y5IJIOur2/UozKiyJIqscnGDGVSGmewcF6jIMRmFLcv8CIRMYbJZAhqJ66Iyts/X1FbDVqNVMLmaXw7rqlpYldfAsrgUFzPycS4xDRaFVbAsKIYlj1uUVMK5tRs2ZVXQNuq3ITP/Ezh2YLNzfAc4si8qS6kw2VfvmWzfzvkS6rduA8h0TVFv6wSRVFxfx12qnq2tm0olzS9O4i4V0sb1efT06FBZlQYnj/PYd+IdfHTwLbz5wWv4zZu/QU5lGR4RMM+//lpZrTpZgHFyjtaLiofHv3j2jBZpFBWGZuQxb+WkxVPlVCEyJgie/rZw9LzC/54FSUUJmntpY6ZnMTAuixBSdfYMonFkHJ3TC+iaW1aqZ5j5b2xpicponKrXAw4Ol+HhfgUx/k4oTIhAXHgwPt3zMcGTjjpjGVq7mlFemQ1DYynq6nLg7mqBU+cO4cLV47BwOc285oC0fD9k04pX1WWjqaWcVqsV8zMjhA6VEIEjoJkc7MLUSA9GB9owOdqFXVGU3MXFxUy8RdAxccliYV2tTSblQ/slC9Gp3q4tplHSy4ONeDhrwNPFWmzNNatljI+ft8Kvf/cB3npnL+qK87E0MYDSlCgEWV2gRfPAafNP8bt3f4WocB8sLC+p1rIpWqFbhExlUze8WIIVaPvhm9WK2i4mlFuf4/rt+6pXtNQNTS2vo4MPv7mHsNE2EiR5qkVGIoqQiUrlVvYlCJvIFDkmECJ4BD4KQlQtBI6oGbFUSdJcnZyPOAIpp7QW+ZU6FMlwBm7TmcgLuZUhDjvDHEo0jZSgUbhkboOr1g5w8Q5S9+0XEY/LVra0O6/DJyAQH+7ereAiVkngI3Hi6BGqiFRcNb9C9fMKDh89hk8/+4xq6BW89+HrOHfmU1yzOIZR/jGG5hakpwSgKNMXdSXh6DTksJQYU4vohQYH8M+vU6sTmJtbwtLiGqytbWFn58hCQjq7taixUKOEw8LclLIDSwsL2Lx+nfbgDh598QVefPs9vvnxT/jym29x89ZNzM5MsiQapNIpQ0xwCDITE6EjhMYoi2WSKVXnIplSbBFtiGRQU8xhadsWrW6/JxnYdO6cgssaM6qAZ0PqUwgSUTMSm9tbOSawURlcrrP9WbXPY+VV5bCvMxA8HTji6ojTYRH4zN4Fp0PDcDQsGbutXXCCNvdsSCTMs7NxIiIGjo3tsK/RoVxbo0Ah329SPX8PkJ2tun8FmG0AKeiY9nfU0Mv7EvLZGT5faY5eIWSlbkgsm6ijHZsmINrauoU7d7Yg66k/enQfD+5vqZkDk1LicOWqGXZ/upvpWYunX33F/+NrFq4PqHiM6J9dNIGH8eDzh+gYGEa5oQnZOeksKKJRUFVFteKHsChfePrZ8Tnl0tYa0NHZDD2tmgwn6aTyGppdwOjCPPQdjUzfOcwXQWhgGjE01/Ea8bDxPQC7gMOw8TkAB98T8KOauUoH8+lnH+OTQ3sQGB+CgooiqjRnWHuew1nbvTh08fc4cmEv9p/ZjaOX98HJ57watpFXQRuW5InQJAck5PoioyAIGm0m+geMGOinBRvuxPj4IJVPP0YHO7ArIyEDxanZ0BSWIiM1C0W5BUzEDejmA5LOhbJ6oSnaFIxkZYHZ/iZsThrUeswHDp3Ca6++jUtmVnD1CYGDsxucWOoOyERXlWkoiHWExZUjeOO9V+HuZqea7jc3tyi3N7BGS2XoGGJJ4IeV9esYmLuB6NJeRBb3IL+ug0qkUNmmaIJlJ8RCRabkEjKmbSTBE8GIJHQkogidWAInjkonkTZKqZe8cjX3bW5ZPcFiQGGVEcXVDUghfBKpemQ8U2GVDim5JfAMCoO7bxAKK+q3odPIc+V9I/wj02Bm7YjzV60I20v4hPB4/6OP8NtXXqGi+QWuWljh0/37FXRefe11vE9LKqCxtbSAj5cfLM2vwsVaurVb4oq5LSoK4tFcl46+lgpM9etw784mreYKUpOT0dFoYCnRjdG+VjWi3dPdA0F+figtKlSL+ellJQD+PyuLc6rVY3J8VPVbuff553j65Qt88/2P+PaHP+GbP/wJL77/Ix4+fU7F+DnuU0neur2F9evrzES0P4TGmtRrMANtitpgBr3OfdkKABRkeI4KBRoCRh3fgZC8NsFCXpvUw/Z53BcAScY2gcgEgHVmXFE28n2igCQk0wqEdtSQVPjW1teqlioXpsez4ZG4yHR6kgrPLCMDF6hOT0Sm4Gx0Bi7FJ+NSeibOJqXDoaEdVkzL+ibDT6AwBa+9HfJaQLIDlJ1jL4fp3GXTa3XuztakoMaoGGqpQqQeyFRZLeChypPX/JypopqWjBC6zmc9t7CIidk5qpcxtQCgZ2AIrOwd0NDZg2dfyeyC3+DBg4cs8Koxsbqh5uGRCb7WbtyCsb0b5bpG5GUlIYPQKtFQneanICrCDx5e1ohLDKUiqcXM9IBq/ZJVYvQGGfZSySig9XOHS8AFuIReRFlNBvOJLWy89+GkzXs4ZfMBztp/iPP2u2HlZQ4L2+N49/038Ns3fofTZmcREBEIM9uzsPUyg2vYGcRmuyK1KASF1Zmoqi9GNS1eeX0Naoz1aGVa7RhsgL65jPmNYoJwi8/yYV50QTo/095Hpd1cjPbOauyyvGAGJxtHBPsHITIyFs72zkiLiUGrQY+Odqqfrg6StB2Ghnq1ILtUPEtNtizf29rcqJbhzcstgpWjF06dNUdaVh4SKPtrNBVYmxtHS00JfGyvYv/ej/Hph+8jKSxYNV1ubLI0oHVqG51Sk5wvzi8oi7V+myqocw7BmfWIplKJJmgEMibQkNrJErlK7YiViqdVSiZc0vIqEEsFk1VQRZlYjXTCJiYpixSPRlh0Ev/QejUws5BRRJhIpBfWUP0UoVBjIHAiYWHnDAd3b7h4+qKQ9qq42ogiARVDhjK4B8fi17RHv37tV6o+5o233sCRk2fx2cEjOHnyCDIyshAeEwcnp6s4d/4s3vnoALzcnFBTkAlfZ09cvWgGF1trmF+5hv0HjsHG0ppWVM8SgICRlsAWgo7qs6y4EO20ud0dTaq/kszN3CWjffnMZXkT6UW8vLSCunojyiqraL86UVVGeE1MMOGv48bWHdy8fRtr1zewui51LKtqeWVpQVonVAQsauKp7Ywv0NmxQ5L5lwiyJaqd69xX5wqIxE5J5hPAEAoCFqVQFHD+fl+gocDD1zufMVkqk6pRwWuv870di7Xz/UoZyZbfOT4xDOusnL+rvzFFFyzK62BdYbJh/xh2OXkYHOo1KRkFi5/B8TNUtoMQURaRx9U5amtSPav8zWrL80xhel9idIIKnNCQ57u+LoqHoNncIHDW+XyWMTk1hb7BQYyOT+AegSINLLLEcX5lHbLKNLTFrjh57iSV/CCeEzwyUdjd+/eRWVyCxVt38ejZC8LnBeaWVpmpm1HG/1qgk5uTyfSdj9Q0f0SFucPTzQY+fk4Ii/BCQVEaqqsLkVuQhpKyPGRmJSC/KAW5hREEx0Gcsv5IjVA3c/uI6uVDHLN4DyetPsbhyzJ9xu9h7myGs9f248PP3sGe/fvg4OmK0PhwRCZFstAugKaxGq397dDR+TR1tcPY2YYynQ55WuYRYxuaphbQvziPkYUpjM6NErJt6BluocqqRlZJAlKLYxCW6IDM0hDsktHFly5fw/mL5ggJjUZsXDJqZb2ggiJVYSSqR9+gQ2C4M8KjXFFalomGRi0VUAu6+Z5MhZmZnYfOxkZMzMzB0NqulgZJycxGUUkJZibGMDvYg4QAH/hbXkG4nRWKk2OxMD2BlY0NNA+OwtLJjTZjCFv3Hqq1lG4RSPq+MQWWuPQC1R8mMVvGK5UhNVdGhJfzQdQhl4kvj4kvn+okjxEZn4ODh06oWf6t7Vzg4OYJr0A+uPgMVVeTLwBhyADPAiqYjJI61ZTs4OoLn+AoeAWEITo5E8lUWvm8vqgeGXVewO8pLK/ldxfAL8AbSYnhKGGJEx3mgeNnzHHx0mWkUZZW0HtnFhTzGcYhgfDes+8ojh0/i1D/QMRGRsGBJZyDjQO0tKeGell1Q/pMNat5ipsbG5CTX6wg6RsUAS+qLml5CouKgbu/P1x8/OHk5Y+DvN7efYfg6e2P0tIKSvceDA0O0GL1KHslGVcymGR4AYYpY/+cwdeY6SXDy/uiauTYToaXDCiZUY5Lxpdj8lrOEYWyo07ktdTlCIAELqbYtkiy/xN4fn7/p/MlZJ/v7cDJdB4/z/s0AYH3Lt/Newyg+nM0tvw9XFo7cSQsBecj0lSdzsvvOTa0ICQjXT0DqdAWdaXqZeS+GT/D42eovGy/5NyfQKXOkZDn8HOF89LSHPoJlYaWDkxMz6o5fLoGhqiyWpgH+FvXN/CMauWf//bP+Od/keEjsv1nNfnYN7S4K6uraorV8yycppaWlc366ttvsLCygjSqtY37D/GACvXBs+eYZwEjK5SW0D4mxIQiMyMV6VmpiI9zgJ+vFTy9rsHG/hzsnc4jOT0CaRnh8AhyQHhKLCITQlkQ+sEt0BqnrfZgz+l38c7B3+Ow2W7sPf4hfie9qGn1f/36r6lwXsHZq5ex78QniMtJQFtvGxpZ6NU16VDE9FphaICmoRlVrR3Q9o2ipm8cTXMb0PePI0PfibKeaRgXbqNmfBVty1voXb2J/pU19C0ton9+An20WYauZvRPdhNIDdiVmhSGEyfPq85nPp7esKWVcHV2Q4C/Lyqr8lBRVYKUjAQEhbkiKMQNCYlBiI4NQaOhRk2rIPO89pJ+Bl09E+oGJhZWUN/Yhaj4NErANFRoatBanY3ViW7U5Wcg3MkeNudOI9bXAyN9HZjmjVk4OlJFteHWvc8VeLYePOKPG0N2oaw5xMwvI76Z8T38gmFp7YC07HzklZuAo6DD/TzCIZSyO4UKpoi2ydUrEO5evmqUfUJWEdKKqIQIEekEmFcpgzxlsGcdEmjlymoMqKw1oKpWhxrSu7m1DWOjo5ibnsTc5BgWZseZEedxgz5+kQ9RJvCSkdp19OcnT58nXE7C18MdlcVFaspMZ0cnVJQWIy+bwGMmaDDoMNzfi+EBWe2iQ3VfaGmWwZgt6O0ZYOlUi/jEfFy09KGVC4G1vQ8V0XEcOnwMx48fh6eHB3JoL4z19Wqlin5+//rSLG4SBhuSWZg5pIJXVIlkIAUYyTDMPDvgkEysMrVsJVMxw+8cl/NECUkmlXMUZAQ83N8BkpxrAo/pvR219NO1t6+5SrAo+GyDZon7CjK8XwUdvlaKSGLFVMeiwLR9ngBI6lmkoleOddLy22RkEzZdfwee00l5MKPCfRk8zjzHOi0TnT3t6jlI7FgjVSHMe1W/ZRsgO7ARuOyonB04mT4jPZ5X+ZqKcWWZEGAmInCMLGS71VI9Q1hYWuN5N3Dj1m0C5l/wn//5v/Df//3f+N//+3+rkP3/+q//wv/6X/8Lf/nLX/D1N1/hi+dP8MOP3+Pb776mnXqGZzIj4ddfY2ltHUVMg6t3H+De4yd48OQLLDFP1Ta1M03XICY8AJmZGagmCFpbtBgc7MSTx/fw4P4NzM72o7mphoooBj5BdrAL9EcmPyOKxTXQBY7+TrjiaIFDZqdw0f4yQqP8sfvTD/DBng+o2o/Cw98bmUV5CI0JQxVtfj2FhbarE9XtnShpZpqdW4V+bBG1Y0uon91E4/wtNM9sQNMxgNblW+hY2cLQzccwjC+jYfk+GpfuovPmM7Tceo6Om0/RKSCiGh9iOhieH8EuV08zWJtfhJ+tAy2XPQ59cgBnDx7CNfNL8PW1Q2x8KHwDnVFQkIycrBQ06qtRV69BU2M92qS/j5TYVEaDPV0YHJ9GfFoWsorKYePkASs7B3j5eKEwIxrzww1YY6atLi1AkLsDXC0vIMD9GgxVWcjLjFLrP9+8fV8tYStN5SNL15GZV4niSj1ikrPh6OaNo8dP4fDho2o+nBxmVoGRgEUqh2V4gl9oEkFSQH+pQWRiJqLp+TOLq5UtS8kuVa1UAp16ysLh0THVOrMuCZ8PQ3pUyhCM3v4+DPT3oEWWDTEYCRfCqE4HjdaIaoaM6amgoqs1tqrVJG2c7WHvYovk5ETo6usg617398jUAV1qtK6sp15ZmUsQZSItPQG2Ukl64Srsnb3gRThmUF3pG9oREZkA/8BoZORU0nLJQMkuTMkk5XOTuM5McVMyxcos92W1hh2LZIKBZHrpmi7n/gQTnq8y0EtQ2HnvZVi8DCMJE4R2VNB2RbDa37ZAavvz9ysACaQIPROQZJ8Z/mWY7MBIoCKrZHJf4GMKeb0NItmnJRRFIS1mcky2xVXlsMrJ/xk8/0NI/51rVN6lNZXqmnJt+ezO9ZWyEgjJ7+U9mvromCzSTsfBzc1V2qV1zMzPYnJ2Vo33a+vooV2ahiz1vXp9E59//gjffvsd/vrXvymYCFT++7//6yfQvAycnfjP//xPPH36GOuba1jj81zi81lepXLiM+ujG5DXEzNTKK+jDSuvwsLNO7jDPHD/yVMsrK6hhuAp4PHUxGhk5+ZiYHgQK/MsEKeGcP/OOr56dh/ff/MUW/wNT5/cw8MHNwnJBTVsp1rmNWIeS8qMQ2RaAtWQN4HZyrQ0xcIsER7uzrhy9QpCI8IRGhaCYqr2WsKkcXSBkFlE1fAcGhavo+vmE/Te+gIDd56jfeUOem88ouJZR3VLD7QDU9AMzKKeakczsgTjygPo52+g7cZTdG09R+f6PdRQmesG+ql+ptA12oNdjh5WsLhyHEd2fwgL8yv45MM9OHXkCHw93RAT6q2WIi4rzkJfXxs0mmr0tDWpSk1ROh2djA6Za4OWgaqnsLwCSempVCjlSGPpn1ddgeI6wqOmHHW6KowNd9KSlWO4pQwj7SUoK4xGeDgVlsd52jx7LC7OqRHut6h65m8/VIMs/cNicPGyFQ4cOIKTZy7SSh1DdEwyMoppa4qqkVFYRXkqY6cq4BeeTKXFDF4gY26qUawxsKSoJzij4OrpB7OrVoTXSdoYX7T2DiAxIxcJjICoJFx28IK1VxiC4rNRUduoekhX6VtQWd+slrKt0jWgkmpIYyBwjLSTfB2fFoXzVodg7nASds6WiIqO5HNpUwpwSI3K7UWVJhchITbw8rgAW4czcHKxUQvmyWTofVR5strBOhPhT5mYpfEm4wZD9tc2BC4mwIi6ke3LYQKE6T0Bxk6YoPL3YNl5T8GFn1H7Agh17t+f99O+KCm+lu/aUTk7sNlRRXL+T2CS47Jl7FxHQYcgkMwvVk/tK9CYwLMoQUioY4SOxA4wZCtDIOoMWljFxsGBz/3l8Vqyb88CwYqWVM75uZ7GtJWQinEThHhtgZBShgKedSqrVfQNyYyE/dA3NkNrbMLI1IyabvQRVcef/vQn/Nu//auCh0DmvwgZiR1Vs7P9v8Z/m875y1//jJtb13ndJcwtz2BuaYZwmIVWVwcvvwD4BUewEHNFSEISxuka7j18qPr3jM3MopJWM7uoRPXhyiqqUDC6fWtNzQrx+OE9fP3l5/jqy4e4eWuTsOxHLX/H4NQsjM3NqNPLGMt85BZkobq+FjUsHGcIrHtbC3hwW2IZtzbmIbMCyPxLFRUViIiJR2hsMsp0RjQNTKKqYwhNsxvoWb8L3cgMatp7Ud05ROh0I7NUgyzms+L2AVR3j6K4bRCawRlounrQPTeH1rFBdE3QZrUa0djbgs4RqihDNXZpqxJQWhCG4rwY1BMQ2uoq3kQ37UYjoVOCjkYjZJLy3u5mNDbL8i1aNay9iwqnndHATFbZZISe26yqClQa6mFghsqRbuM1BWhsKoe+JhMNNVloN2ahsiweHr7X4O1vwdI9Gv4RLnDxPEN1dRHJ8Z5qrpX1rTtYvP2AiskVLh5+iIxOQmxKlmrmlorjmLR8pBM4UseTyW28tHhR4QSEyFSdvrhiaYPPDhzCO+++B28fP7X/6f6D+Kd/+gV+9ctfIyI0GLNrN/hZjZogXUamy1gv2cqwDAFLtYFwqTcipzAfyZnx8KT68wtyQ1FZJUsfDeJS46h0LHH03F5YOZ6l/fRDSWk+GhoMGOzrVuCRxetamuogE9GvLk5ja2sdm0z0UyMDqCgugFFbo+zbTtOySUmY6hIENirzbmdikf4SL2fqne0ORH56vZ3hFUy2Vc/OcfXeTsg5/3/B8xSodgC0DRaBjygv2cr379zX/xQv35NSQQIeBRhROKJsTMpEgYGKR8Dzk1rZhpPE1PQY8ksK4SVLEaWmwTE+Hr5JSSgsK8b0zLhSND8DR36jSdlIX5tlWqWZuVmMTk6qOXhaOnvV0ssyGdjk7AK27t7HN9/9oOpl/uVf/hX/9u///pKi+X/D5f/1vrwn1xCbde/+bWzeXMPy+gIWqV43bqyiuKRIdeSMTc5EMdNWZkEJVf99fPv9t/jyqxfoHx5CYbUOcQkJiAqSZYg8ERsdgdDIOATGZSAqoxAltQaksyAOTMxAQHQCAkPDUN/QAE1tDeqMehRVSpVFOQxNreimVezqaCRsqPaXR1VsLI+jr8WIrKxstLDgLKuoRGBIKKJiY+k4qlT9Uom+EdUNbcgurkB8TiGK+DohPRNROSXIMzSiqqsbLXQMLX09GJ4aQUdfu+oD1NBmhLaJn9dUIjk/C97hITCzs8UumQNFWgCkFaqLdsdg1KKpSQudrhSlpWlITgpEdnYAktI8EJvghUB/RxRky9ifesKGKohWq4hU1UmLC21FMxXN6qQey0MVqC+LRGa6D8HhBGv7s7hqewK2HifhGXyWD9oZufnRiEl0RHi0BWWeGeJiHRAeRDXSZMDi+g2kZhShtJo0rdIhr6IWaTlFCI9JgotXAC6bW+HM+Uv4dN9+/OY3v8MvCZTXX38Lv3vldfzTL36JX/3qt3iF+8dOnMH7H+7F/sOnsWfvIVq1k8hITsbDZ1+igbCRwaP1TZ3QEDiVVDhltFIywDSnsAJhUSE4d/EIbGyP48Chj7H/4Mc4cfoY9n32GSytrsDG8TIuXD7GeznNPy0Vt+/eZQaRjLiCm9KXg9L9tixBc5NxawN3blHGU+HotHV4/72PYH316k9KxwQbU2Y2qR4TjHbAI/UvL2fmHaWhQt7f3t95/+XXO/s7IQBQ2+39/1fsnP+P+3LdHQWk9nful+f8Y8j5Aq8dG7dzTNUDEUQKLNug2bFIiwKmbcWzSHXw0/vb24nJEfSyAJTXJpsmQJM6I7EyS5icmcbAyAgLyD60dxEy3b1UNqOqHuXGrS188fwF/pmA+dd/3Q6qmn/7t3/DvxM4Ev/xH/9hUjjb8T/BRY7tHH95/x/PEYD97W9/UfcoU9DMzM9g685N3Lp9Qy0yGB6bhLJavaonkgnp//q3vymF9de//gl3793B4MgE0wxtU3G2WmQgISkNKVlFSM2rYFQjObcSCbl0G/nVVP/VaCRQ2zu6Cbh11dFTJlevMxpRVlUHQ0MjZD23B7dFVU9jZXYQs5ODqKfgiKRqDIqIRERiMkqryiBDa/LoXPKLpKUsl3ArQ3EtFVStDhWtHahjIZvP+y+n0jSwcO0d6sQc/9dJFgKjMmxicpTbYbTRGRWWl8M3NAhm1pY4e+UCdg2yZJZOTXmkkdZQh9yiZELGlbLODvGx1+BofwpunieoPo7gwsX9cHO6iqz0CBQWZCrplpGfTeWQjtLyHJSUp6MkywOP5irweK4K66NFqCyJVOBKz/RCQrITYuNtSGsnXDC3VAu9FRVEo6oyHvXaTIwMy9QXOtRpSvjdUXB088eRYyfxwYcf4+13fk+QvIZfECr7DxzEL375G+7/Gr/57av47e9ex+9+9xbefvsjfPjBXuz55DMC5hiOHzuF46cu4ezFa7hgZgtrGxc4OHsiNCSSCXcG1XV6FJaUISklQ80F6+vvj5xs/p6MdMTGRCE01BfWthdgfvUkdu95H+998CZ+/+6b2LP7AzjYXIKFxWlav704cHAP4uKj8ODxUyWPZV1xWdlgfX0VNwmdW4TQLULoJj24KIZGvR6ffUaLdtVSraY5PzO5DRwBj6gawojnLc5NYYZ/nmRulVkl08o+w6RaTAAw7f+coeXYDgR2ju+8p+Kl/Z33RIm8/N5Pr/9/Yue8l5vG/9H2SaxRMUmfoR0AmdTJ9mv+DhOECBoFnZ/jJ/C8BCWpAxLwyKRTi4TN1PQ0Rscm0dzeaRqMStAIZFbXruPJky/UyhJ//OOf8Le//o1q5l8Imn9RWwHMDmwENBIv7/9kr16Czz8C5v+2//Ix+azA569/+TPu37+L9k7mt4I82h4tanV6BEfEqdkfGtq6aO+e8p7+/e8+9x+8D7kfuVdpIfvLX/9KC/hn/OEPf8R33/+I519+jTv3PlfzoMtCDA+ffIk/8Pc+e/E1C8N7zJeViEujGoqIoTNIRV5eOvS6avTQXsnqu3NUKEamycSUVPiHhCEskSCk20mmqg8N90VyMoEU7IaIuFCU15TA2FpLp1CL9OwUCg49C+1KAigVuRUZmF6YwsjYEEbGhzAqvZYnh/lfjaqxY6Pynw31oGugA7t6SSOZ+Kd3sAfR2VnwCnBCRrob6jUxaDTkUpZVorWtHOVVaaRfJFKzfBCT4gbv0Etw9DrC808iItKMN+lIMsYhM8sT090Z+PpmO7683obNWSOMdelo0aaipzEP3U1laNRRriUkMqMHq3WjVZfq2QmsbS5jenkKvcP9aGo04LKFI976/Yf43atv45XX3sGrr/8eb7z9AfbsO4YPdx/B7n0n8OnhMzh4/AKOnr6C0xescOWqLays7GBrZYPEyCtqNURbSlkHZ1FrwcglWPLz8lFKC1VVIdO9JsHP1xfmV8xhaXEVp08dx769e3D0MFWNxUkcO7abSuk9Qu11fPLx+3BzdkBxYS7/OC2KivPw1tuvEIqvIDwiBPcfPsaj51/iMdWUVJL3s6R6/FTm/71P/72hKi9vMu5wXxZ7GxrsVZZDFmu7zWO3Caktyu/lhVl0tbbAxsoaV83M1NQCCiDbkPnHTC2Z11SfI2GCjYICY+ccBYft/Z3X/xjqOjvBcxQUCBYV3N+pJDaF6b2fPsv9nQ6Eqyvb37cNPwl1vpzHe9wBzU6ztfqM3LuykzvN2TtqSFTPnKrnmV+cw/CETPY+CGNLOwpLK5kB2pmgZ6gYr+PhI1nI749qvSypmxF7I/E3KggJybQ72z/84Q+qwvfO3VssHK5zn5/98UcFJAGOxA58drYCgR37Jdt/BI28fvmY7O+cv/Pef/2XxP/i9f4dz754ipHRMZRXatDZ1afmRJKOtM+//Ep97uXr7HznzvZ/+v5/jP9myL3LjJB3aCUbm1tRVFpB1VNHBVWB6rJcZKWlQF9XgyB/X/gHhSInJ5dKJ50KPhFR0aHIzqGtdbRCZIQnIuMcERZtB59AM8QneiApIRAVmjwUlWVRfEQitzwTY7OETH8Xuvs6+Xtk20ZlVMPvNlKB9mFwbBAjTPu7rvPPvS2WgA+/gbbJK8QTacl+KMh0Q3SsBfxCLiIwwgpRSe7ILopHckY0IuNDUWcoRVauB7IzbKEp8kSDNhEjUwMYWiU8bt3EGjObJMbFmVGW6KOYnRrD3PS4Gigmaz0V5ufCy8sHXh4e0NdUYoGJa5YxzwQ4z61UzGZl5yEwOARXLCxh7+wOCxtpETLDyQvmjGs4d8kWF80dYGblDEePQASGxVIuxvOBJKGqpBBtujKMdekw3m3E3FgfNpdZck4zE88PYHWqE7ryNCSFeiPE1wVhAe4I9HZXq2lGBAcgIyWByqsCFSX5qCwv4h+USjXWjtmJUfUbpsZH1YT2Z88cwSdUQhER4RgYnMP9uw9Y4jxTFeQdPUN4+PQZnlLWP/niS9y7d081z94iYG5clxaUFbW9ubOv1NE6VhZn0dnSAgtzC1y+ZIaSkmLMUBWpzCx1LQwFj+1MLcd2MuvO8R0g7EBhZ1+9v739x3NfPk+9fmkr70nstFatUmnsHNsJVXejwGOChnot7/Hzclxdl98n++q8bQCZgEU4qTqZFb5eUvUx03NzajZJraERHTKTZGsHhsensXljCze3bvN53SRg/qL6x4gC+NMfZcvX6thfTMcYsi/n7IBIoCOwuUHYL/N7FwnFBT7zWSpMGVG9trmO73744Sf18z8poh04vQyBn+Hys0p6OV4+fyf+EWgSO9d4eSvxd1DZPvY/HRfr+P333+MHglTU0s7x//j3/+Dv/xueUwlt3rihBnBWl5WovmTeLk64eOEi7GzskZyZjdiocPj5+SI8LBB21tZISopiQZuAnKwoJCcEISU1lK4kAJk5CcjISiCo4lFelAF9QzmVXBE6e5r43zWjWluC2Iw4RMQHIS07DoUyyT+Fzq47tAFqwh+GJJCyeg08fSzg4XEWcVGXqAxC1cqQJbJ6ISVbVEIaL5KC7IJipMfHo6M8F0Myeddgt6mJ+vHXmP3ie0w//Qbz959ganZWZRqZv2Rqclxtp5l5J/gHj40MY6Cnix5zTC1YJrOZjcosZ4SODKPv6GyBX5Anzp0/gTNnqD5OHsYhKpEAPy81FadOb4DB2KBGxY6Pj2B2dhJLlHqL04TbcDvmB3S4OdeDreVx3F6ZwP3VQSyN6jE32IT50Q7Mj/dgbqhXzTM7RpU1Qjk4MTqMaUrCGYJylj5VBffbGvXo725CTWUxrWYcIxI5aUGIC/PAmWP7WTJkorbEgLUKI24vrGDr/kO0MbMIhJ4++4rgeaGm8Gjt6FODAT9/8EBVem4SOrcYm6o51wQi2V9hZmhrb1HKanCgD4tUQZKhd4CxY6V26np2ILHz/s7+TmZ/+fjOsZ/2GcoqvfRa4uXvk9c7TdImEJneV6+5NcFmu9VI9gmdn0JZpu335DryebmuNGNvXseC6h8zpOZDFsjUNzSzdJygRJ9T9R5fUEF+8813Ss3swOTFi69wlzZCQCLqRsAigPnLX/66vW+KP9Fy/Pjjn5TVkhBVIyEL/m0S8ku8/9l5GfA6R2swjPDISDi6e2FgbHzblpnqgMTm7ITAR7b/8Z+E0UsA2oHRPwJG4PHy638872WI7MQOhF4OOf4yYHb2X46//eVPGGL+ETs3u7yE67c28eDhA3zz7TcKmCbF9V/49//4T1q2v+GrFy+wvjCP6NBQxMXFwdvTAxqmucryYkRERSAoKAC5GYmIDg+CpjKPbigBYYEeShHlZScjNjYcBUXZBBHdUGoQIhPs4Bl4AUFR9sjMjYFGW4DCynxEJPjDyccWcTkpaBnoxq4ba/PYYoIXAEmIFaiqr4BHgCMiPc4hw8EKfQROanYRQmLSEByVguDoVF44BS4uvijizcni/qMjg2rZFGmenGdpNHvzNmbWNjE1M0uojGCMoBGYSCbq7euCrNvT19ujJh/rJ3lH+J5cY2RIpl0cpbJKwoXLJ/Hxnnfx+3ffwJ49H+Ojjz4ghE6jpCAXM1RNs/SmMtt9T2cDejvq0d9ehYmeGqxNtWNtpgfr84O4vjSNjfkJxijWZ4exQijNq2H6w0q1TPE7ZwQ0k0O8pkx23Y2xoWY0GQrQWJ+GuooI1JVFI8DdFi725rhmeQUO9nawd3BEcHAotDVVKCR0ZH2q6yyJJzoJwbQilGRroGnswd0Hsgb21wo+t7nf0N6jxk095mvJUKKCVqgeRMUIdG4JfBgCoZsMqWgWyLzcarQDg52Wpp9eb8cONF4GiGx33vufQqkoiX+4zk4o2EjwuLJF28cVjF4OZmQBi2kAKW2S2sp7C1hcnleQGZ+eQ2tnL/SNnQRNCwxNHRifnMXtO7Li5wulNn4kJP70J7FNApV/VDF/UpWwd+/e/RkwPCYWa8dmyTHT623wMH788Y9UOz8qNfD8+TNsbW0q1bPBNC9qS8Dj6uGFa/ZuGJqcxl8JNbFlAqCd+Ak8//5v+NeXYLRzfEcZ/aMq+keI7ABIPvOP5/3jVmIHRnJM4n8Cjxz79psvYdRroTMaMMtnPr9Ke3x9mSpuFSsba5hZXMDX33/Hc+UzAjkqMd6rwHjr5g00NhmRl5eH1JREpKQkIZ/OpKa6CD6e7ijOTUdaShhiIgKgqchFeUkmKsvyoa0tR31tIdIzfRGf7IXoeFfEJLggMNIcviFXkZQZjaSUYJRWZ0LXVIn6Rg129bVXQsGHpawA6BZvcoU3m1qUi6AQR6QGukMTFY2UjHwERiUxEhEYnQS/0HjExCQzw7eqmcVkZvmSkjI1nkjmZx2VSYBIXjXb/KDMNm+KUXnv/+PrLd/rSLKsX880VXdVF1fZZWbLtiyWLNliZmZmZmZmZpbFkpmZGQq7p2emZ16a+/4l664dqbTV9cy9H+LJPHny5KGMX6y1I2IHK7tSN1QXS2fmcG5tBWfX2eqcW8W5s6tYpSXLL8rGkWMH8PkXf8YfP/qI8PmM2z/gk4//BLtTluhqKMPK3BDW5sdwcW0e1y6t4PLZJVxkkcyGfR1tBNMCgUKFtTDD86ZZJrB+ZpxKZxLri9O4dn4V186NU7FVor8jDb1tSehrScFYZxamekowPdSockPLOud93Z1qeZiOjk61JtVAXw96urqpjJZRVVWOqppc3Hv4CI9prc5T8RTW9iK3rhepNaOYWr+Nx8/fqjSrMr/nERXPU1awZ6/f4Snh09k/qKTvwwf3VcKsO7xJ1H/BIhCSuI/YYX1WtwzS++/g8P9nm6RshspmgOnP/Rps+r4EhgVKcp5SVioWQwBJkWNyDouCkoCHN/yFi+fVfCXJ1ieB3oHhCfQOjqrF+OYImbPnL+Pxk2f4hSCQIKkCisBG2aUPIJGtXnTAyPb169e4d+/eP4BHig4fAY7Yrg9KR1snXWzWjz/+iKdPn7DRotLlfXrnzk2V7GuN915iagZCIxPUuuUPHj1TCkqPC20u73vDWHRlpANIh44OIB0Wvy76OZvP3QwhHS6y3Vx0GG2GkhR5/SsqOflOoxNjWJa4GP+PG3euY40N8OjsBIbn6DTOnsXf+R1+DS25loBQlNDDR4+pVi9QiU7xXu9CUmIiirJz0dJSh4ryIjb2nWrRvqmRPrWAwwJdxNRIIxrrslBZmYTKmhTW4TjkFUSjuCQVwZF2iExwR3iMK+LTArGloToRs1QJNy4t4fL6DK6fm8JV2pOutgpExwQiNTWeRKtDfGYmfEPcERETjMSkCPiFxqh5XWemJxRApEyNjmGB9knAMjTcoyaopWWHITcvEsMDbVilnTq/RitEwKyvL2B8so/AkkRD1ehpL8bUcD2mh+swP9WFlPQYtj5UXVFhiKeqOnr0MIJI3fSUJD4/TkAtQ+YmnRN7xe359SX1+CKvLT98RVkRJWcvRgcaMdZdixvnFnDt4ooa7bm+ME2lQwgti+qRnLFDKv+zrGgps+9VWhD6XpGsqWkZal3y5sZGZJc0orydx/IbUVvTSLCtYmlpGVHxYfAPs1cTM5+8fE1F8wY37j9BXecwQgv64JLRh4TqCYwuXUMnFc/Dp9L79U6B5zHBIylcr924hefcfyrB6EcP2fpcI3hogwkcvWhAuoxbAqBNgHhvkTY9FiX0vmw8JyDRB/7J6wVi+iBA9dxG0SeNyvNqGgX33/em6cBR5aIqZynVl6hsZSBeR3c/OvuG1RiZ4bFJFSx98PAxHj1+Rrn/M8Ei6kW3RjpgNsFlw0rpENGPC5A2n3eWlWdubk4pGV3NaJDRt9r5Ooj06+nw+fmnn9TvvLqyolbNkBVUZNR6BiuXm1cQgiOSUFDZiMWzF1XvkPQk/TuLHqzWAbQZOlJp9aJDSC9yTIfLf1d0+Mg1xf48eHhf5fuWx//1X/8Y59H3dVjIa+X68rl+/vlHfq8HWFhmA0x7fpH/4VkqzcnZMRRUlKK0voGN4HP8H4JtM3g2F7nufykI/W/829//Q3WQ3LxzB12trSgsLUZ1fa2q3x0djaijJevpbmZjP4azi6OsV72YHZd5iGzMu8rR0VJIV5CHquo8NtgNKC1LQXpuHLaMDzZh9Uw/rpw7w0rUhfW5Kjy6OoN7V5epXroRn5SspFt5UwPqajKRnZ2G6uoS+EUmIpLqZ3JsBLOztFEk46wsALYoYycGEBHnBxPLvdhv8CUt0x7UV2Zihd5ubmIYvd11VAkpSEr1R1yyD/xDLTDQWUHltUblsoarEg8gQC6wBZJZ0mcJlXG+z/nVBZUjRp67dGEVly8uY5mKZ2K4BXP8sgLQ3rZctFcno60yGf0tuZgZqsdAWznG+tpUygC1sqEsNDY6immZP0Vwyppbk+PDGB0eUGufD1PNjFZWUxXNY4aVKTEhGTFRcYiOy0RMXhcOWXkTiuFUVe0oq8yHk48xPPxssbi6ohLJS6J4meQna5ZfufkADcNn4Z7RA9d0wrixnxb0Dp9/S0i9xeOXb1DT0okr124SRFRBBJIkmb9L9TS3sKS6XwVAooDuiiplEVUq8JHjavyMDhqBhhTuK4jIVocMi4y7+VD4eANCslX76jxeT67J97jJ95JpEyplheScoVS/dOkS5uYXMTE9h+6BEVQTmgMjE5g+s4iVtbMEzFO8e/c9fqKdEYujVXgNHLrl0eHx17/+BW/evKblfI7nz5/il19+3gCFDhINFFrRXqs/lsUFZYVTTcnoZeN1cq56P+242Ct5jQKQXFseq2P/wvf8BT/88APf/zmGR0aQmCxpYdP5v9Iqt/RgaHxWLdkk524Gj1509fNrAMlWHuvl1/CRfV3Z6Mf+9//+XwThIvoH+6kO+6kgL1F1nFO9ogKUv//93xUQdABtBoWuVh4/foRZNv5FpSVIychBQ1MLRqYmMDIxgpD4VHRSef7t3//jvVJSo7BpuTZf79dF3lNs5d3b15GSEof6phJ095YROrmoqSxCW0c9hugMxkapfsb76WoGsXJmgA6jD4sT7WhryKEKSqMdK0RtXS6aWiqwZXluBJcvLNOLr8A97DQcTx3G9ZVBPLi+yhv9HNrbm9m6VyKvtpEyKZqwSUJOQQE8Q2LgFhCJspIKQqQOkwOSvoGVan4ONU3lsLI/hn2Hv8Unn32Ez7/8BCEBrpgd7cX60hzm58bQOdAKQ4uDsLI7jnBaOlld9PzaIs6uLhI2VDFnuV1fpKqQeMw4lUgH4dCFptYilFdnoLQiFlmZPqgoCkFrdRLhkqcgIyuSjg50krgd6KdEHB7ug8onNDDIL9xBqdiGyZk59PPxBAEki5WtyfIcM1pAW0A0OzWJ+ox0tNZWoL6qCgcOHoGFuQX8vGg7a6p5YyYgIT6KIGvC8HgjzKyPwtrWGGNnptFJO7l8kYBgC1/X1kmZ+wAPqYDWbzxEfusZZFT0IiB/EFW9i7hy/xkeET51rd1UDjcIHYKHj58SWpKEvn9kSu0/e/mStuKuSil6W7LdSQCaIBAwCHhk9LMCCSGhA0bGBQmgtOkX+uPL6jWqqEGKH6CkZnHzddocpqu02xfUGJnzFy9ifHpWKZg+luZ2Qpl26eLla7h587YK+mqA0KAgakKv5FpF1xWMrkD+pmIsEtuSfDUCtEsEpIzPkQRad+/fwRu2+Pr1PsCHW1oyDSba++jvpT3muQIceZ2cp87VnpPXyPG//PJXgubDuWLxtMdUQD//oj7Xu3c/UJn9qOyYQEkD1F8VKEWhCXgEQFIEOgIf2dchJACSshk8sq+D59dFgKOrnf/8j3/HBBvmKplOQ0u0eo6NK/+3K/yN1rm/cnYNs4tL+Duvr4Pj15DQIfTLL3/BvfsPsEK7290v6+XJApK5Knd4QU0zzlDJveN3/h/8DPp1ZPvhmv9XfWb57vf5X02yTpRUlCM/PwsLZ/rQ1lqAqTHJTkr1M9CAxvocupRwFJXkob2rE+2d7WhsqkFrSw1GBprRXF+AwZ4aNMj6YaynWxQMFiZpXebhGewIP89Tqrfn9rXz6uaUm1Lm17QPj8LB0xu+YaHwDwqBk7MTbO3tYH3SBq6egfANjERCSgYKC4tZ4bsRFOYPY9PjcLC1RmFuBiaoni5SuVxcX8HM9AhikkNxzGwvvtr+KaxOHUd1ZTq/SDumJ9oIjQo016WipS4erSylBcFUG15IojdMzvHh5zwJN39DtVZ0UIgHqighuzvbMD5CyyTLEk+MQnIFNTU1Q5bjzSukxCwpR15uEWqq6xEREY+goAi0EUKylK9McZBFyGYlMfXslIpRtTeLghrEQHcb6spz1ZrqBUW5aO3KQ2ldFPKrAhEcbwFbz0MEzxH+BifRNtKLNP7Q+e2NaBsfQ31nLy7fuEdV8z0ePnuL2w9foLFnDEm1Y3DNGoB/4RDqR86ipLYVF69cUzlYnhI8T6iCbtx9hP5RAc8rFQeS5N+S41i6kNdpM6Q7WIfPLVFALO9jQwoymjrS4naaSpKtmqLBrVI1CjhUSISZdF/PLy5i5swSWnt4o7ayBZukfZ6dp8q5ypvvMdXJW1VZVZBXAUUDyd/eW6YP9kaHgZyvKQ4NCFL55bGMoZEhBNdvymoO62o2+jrvjzb+j8Vl5fwcCwoEAg3t9VqRfalUOni099Cfk3M16Ojvq8rGe0qR1yrYsOhb7bmN89VjHWoCzo2yodI2A0iHjg4eHT6bASTg2QyazRDavJVz//a3v9B1zGF0dAhzywtYorq/wP/rIv8jGZDXy/u7b3IS569exf8iqHT4fIDFP9owKQI1+QyyoqqMgJaR+jJiXxLflTZ3YWblLP6dn/f//j8SyP4v9d89fPQIi7SgHd29KK+V9L+SMK8IsWmZrN/ZSE6KQnRMKOtjLC1qNppbq9V0qq7eTrR0drCOdKOqoRG5JaXIyM0ikBKQnxuDkuwI1BQlozwzAlvOUlGcW5nFpbVJlBVHozAnAg1V2ViaHsC1s1O4sDCAC/O9mBpqQFRMmFqP57SjHbx8vODtF4DgkAgkpWRSgdSgupa2pqcXi3PTKrAri3v1dTbjsnRxry2oPKyzsyMIDnOHxal9OGK0Czt2fYmTpw1gbLYPlUWB6GtLx1BnIcb6qzA10owJwqiusRCnHE3hF+QEM5sjOGElCwh+if3HvkNsfJhKC9rd2c33aleTV7MKC/gD5aG2ugpN5dWIDI+lcqnDytIyKitqcdrWEc6uXvDyC8FpO2fUVFXQMg6pILlaLVHiVhIAl0D45AgeXRnF41srVEpjSC8KQ1yGI1ILHGBk8x0+3fY7WFIlZuX5Y2ymF23Tw0htqEYmoVfZM4X28XMYWbyGK3ckMf1r9AyP48a9JxhbuY6w0mEV/4kvaELv+BJuPXqprJdYsFv3H1FhEDy0XQIerbzF0tpFjE2dUd30T57ymnduqhHRAhUVC3o/POLDVnrHbgmkrmrq4sLlizjDlnNobBKdfUNo7xnkDdNPyCzgwsWrePDoqVp2WFSBCvhSrehjYbSi9zB9qIhK1WyAR1M3HxSHXtk1IGgV+82bV2rckoBHer6kTM9OwIWqUka1p+Xkq1ngmyEi6kODgwaF9xDh9fR9vWgA4es2PdaBpammzaDR3uO9VZPvsAmg+nfSjmnfeTOANsNHV0GbixzbrHyk6GpIgCPP/+u/8r3+5Wf1u9y6fRNzS7SubPDPXj2Hc9x293ehpKYKPWPj+OGnn99fQ8AlcBEI6fDZDCD1eGOiqsR15FyBljQWch0Z6/OMNlM6Arr7+hGXmAyv4Bhks57kVtQhVyZjcz85uxgZxRVszBtol6rR2FyHTkmfQdDUtbSgprkJFY31yCsrQ1ZBHuISopGTHYvcjFBkp4WhvCgFVUXpaK8vQVt9EbasLc5idYGgkJ6e+VGszg3Sl1H6r83g6voZ3L64gBvnZnHz3BlanglU1FUiMSUJFWWFkLXPV2Q8zPIcLdQsBlV6jF6MjTRggB6wp6sI+dnRiAh1haenDVycLWFtfRynTx5AWLAZggOosHxdkZ0aDU8fF1iYHcdwdxOmJoboF4eUcuqmZUrNjCHkbHHw+A4Ymh+AjeNxGFvuwn6DbbB3PonyqhKVwbCvqwdTgz38knnwdnVGelwUqsqKUJybjampWRX0tHPxRHNLK4kdDy9PP5xycIOXly9VVqcaECg9bxJUFgCJ9ZJxRfPTY7i00I3H1ydw/+Y5jE+2ILPIGwGRxjA/dQBpmZ5obY2Drds2/iGluHT3For7+hBb3YnE6kmkVo0jv24UK+evsdWaxJ2Hj/FEYjwv3mFg/jJtbB/CimjBCgbRv3AVd568xM17j9A7PKmslgSsBTqihOZXzmF4cg6Pn78mpHicx2SFgzu8WWX8jxqQeEPmiV1RvUxnz64ryAhUmtplPbJeFeCemF5gq3YWr6hiVKUiSKTyaONgBCyylaH5+r42+E6HzwfgyFYgpMNIU0NSqfUKulmpiH35/vvvCbY3VD1PVEJ0WcdKACTd2V4BQWzYXJFTWI63b79X4BEgCBg2A0SskQ4k/fEvP8t2A0Jqq0FHV1sacOSzfLBoqqjr/Iv2WhZ1LouAR4OP9ryu5qTI99L3dfDo8Pn1Yx0uepHHAgwdRrL913/9m4p1TUyMoZlqOz4+CXXtHWzMpqh4rqCorArxGflYXDunFIrMLfsf/+Mf7ZvYtf8vCyZFoCOf6dmz51heXUdLeyeKKRiyS6qRU1aLnNIaOLr7wcYjSFuQMq8CwTFZOO0Wia0HbZBVUa9mvDe1t6KmsQ6VDbVscHNQQSAWlxUgMyMWwWouZywKUkNQmEWVk5+Mptpi1Ts8PdxOQdOHsT5arbPL82pMjMRezq0s4NzqIkEyj7Oyz+05AuXCygwurdLXr85SxUyisrIEQZH+SEsOREG2L4oKA1BWGoKi4iBERZ9CQqwJctJosXKckRTjiABfZwQF+rIEICoiEikpMVQcphjqakYtKdnWUInOzkaUlxdioLMBM5PDKrXEKNVLV1cTEhP9EBDqqNSOk7sJ7BxMYGR4AAZH9+GLrz+BmdkxyBLMRaVVKC8tQ1wsr+/oiOSYaJwZ78fC5BDOryzj3r37apXGq7fu8rpdSE9Nwd59B3HwwGFkJiWpkckSLBe7JqM6BUBiwebEhk2N8Efrwd0LvVQ/Z3Dx3DSa2zJoMU/Cxu4o3H1N2FLvQjXV4oX1BVy/dRNDiyuIya+BV1AsK1QIQiMj0dTRhWu3aL8IlMcv3qgg9OD0PKq6p+CXPwjnzH7EVI6jY3Id7f3jqodMoCNBZ1FCi2sXNPA8o+LhcwIjuZaMkF5eoV1akjlLo+gaGOV79aGlq59KbUEFr2/z+3//w0/4VwUXDTL//m9SUdgy//t/aI+lwnC7GTK/ho4OHAWdTWpIP7a5Usr+5kou4JH4ycuXL9jAjFOptqjxP48e3sPZc6uU71kIjkxQOZgkaP2S30spE1Z8HSRa2YCMDpqNogCk9j+ct1nZiGqSz6XDRFM4stWA9P5cFl39qNgRt9prdGhpr9O/oxT5DTYD59dFh44OHF2t6MFlDUb/qcAs6VPXzp1DTV0tltfOIjo+A0HRaYhJy0NzzxCu3LyLH/hd/+M//nsA6V32Mhbp7Zs3OHf+AoZGRlFZ24Sk9Fw4+4UivaCC0KlBFoEj6/sn55TA1NYV+02ccNjCB5/uOYV/3maJ33xjjq8P2yGvqhwtHU3o6munDatDc2MButpy0NWUgdHuUkz01xIqDZgYaKVjacE4i4BmcqgZM0OtGOFrBjqrUVeVgS1LtEOysPry3CSWz8xQ/cziLCEkIDovEFokdNZk6vwqrl5cpm2ax8WzZ+j78mBP++PhZYaAAFMkxLsiP90e9WWBKs1GS10uejuqMdTfrnqServaMUAFMzbUh8bGckRFuSOXvi8iNhyOzlZwIVA8fC0RGemOCX7QidEBtdTOABVPNr1hUJADtu//AnsOfAsLi6NqoubRo3vUjHGH09YYGhpCW2cfLl2+jsnxMZWMa1wW/uf7zY4P0TINo6+nC/nFZXBwcUd4SBhGKF97Otpp0Tq534sJwm6CPnqMn1d6uCYnRrFA6JxdGKftEgtGGI334eJCL55cH8PtywuYn+tGZq4H/a8p/awjOjvy1NDxQUJ1Wdblnp6Cq6cn7WUIwqjAyppqMDZPcF2/rdYFe0hojM0tqfXErtx9hqqBNbhl9sIjsxsF9T1YvHCLykZTOwKe5XOXMDg+g0c6eFg0iL1GW++QUkTnLl3HEz6vYjKsQP+mIKMBRgfN+60CjrbVHkvRKo/ARgOOXv5R6ah9UTqqfADSryujXkE/VG4BA5XPu3cqQX1HRxtKS4oxNDiIpOR02Dl50FZTKbOylVe34Dx/m++//3FDtYj60cCgoKKAogNGA8d76GyCkjr/Pag0CMpnEtv2Hk68vn5tbazPU6rGK2pMiwBtM2w2K6JfF/1767CRrQBHVz66RRJACHh0q6Tv6+V//M//pBL9F0L6Jbq6+1DT0IoCUSK5pcgqq0dpUxdml8/i3/8u19Tg85+8/vMXz9nQXENtXQNKqxr4mmqlarKKq5FRVIWQqET4RMQjjYomIiEHboHJ2HfCFV/tP4ntB83wx+2m+M3XZvjqgD2OW/vDLzILnrRfGfkRaK5NRk9jMib7iigcitHfVoyelmKMDzaQIf10TkMUKyO4uDZJoTKO1TN0IQN16Gkq4WsLkJcVDTdvS2xZmJG1boZZMYdok4ZYsWR/GJepcO5eP4t7LDeurOLW1XU+XsP9a0u4uCw2qBYxsSEIDvXDyEAnbU4rpkbEavWhj5V4hGplfKRPrS4ogd9WSQhWmomcfFbA6JNw95cJnl9h9/6d+Grr53BytaSss4N7oAkcPI5TTYVgsLeNFbkVjbVlCA92wc69PM/FEjt2fINvvvwMX339Kb7b/iUSooNZ2UtQXF5LBRKByIho9LXLQmPSbS4Ao7wbJnnfK5oRjBAyw4Myzqdfg83oMGRx+aWFeYxy/+atG7hy5TIhNoq56Qk1olpZL4n9TI9iebIPt8/24tG1OVy/vIie/iL63XTMzw+r1RLXV+Zx/dplQuAiUrKzkZ6ZjpDEeJR2taBpYgAtYwOYogq7dPMOxueXsX7hCuGhdcNfvP0ERe1TSCptg2tGJ7JaqDbvPFYKaeX8lfeK59lzQkcsl4LPG3RQ5SytX1TjhJ7w+E8//YVAIEAIHlE0Gmw2thv7Ap2///0/PygePpZjApwP8NFmQ0tl0uGibbWiB5V12EilFlDJcwID7ZgGns3wkfLTTz+p7uyHDx9ieGgU4ZFx/A/DER6VjLjEHLS09WPl7CU8fvoMv/D7aID4EKcR1aMrGRX7UeD5ABgdQDqotGOyFasmxzdez2vJc3JMIHPmzDR6aL/7BnqoFs5C0qAKJN99/059hw/B9Q/fa3PRfwsdQDp49KKrHl3t6OXX8JEix0UJ/cd/EmR87S9/+UXlD3ry/KWK1cj/KEC+RthILp28onJkFpTjpL0b0gsJm8Iqla88Nb9CrdRi5egJN6rwj78zx+++paL51hx7jNxwxNID249YwNU/FtGpBUgvqVWpNzKKqxCZlE7BkE/VUoH5iXYszwpkBrC+MIj1eToKwubc4ihuXaK6XpvA2lwvJgfq0dtcit6WMrTWFqK6PAd5OXFISgrAlpkxVrzhbhbJLEhg9FOVDPZgYaIf12knLq+xEvHC8xOdPNaBuYke5dfmZ0bVtIeSslKUsLVqo+ebHpdlkDtQVpGDrJwYVFSnkrbRSMrwRlyKA8JizRAUawiPIAOcdtmP7/Z8ha27WHZ/ptb0Oe1piG8PfILdBt/A2tYQkeEeKCrIUus8FWalwO60IaysDfDJpx/hoz/+Fh//+ffYs3erWjB/ZLCLHjMDwYFByM3OxVBvN6ZYuSdGh1TsZni4n99rgApogIqGNo6Qld6DDqqk6voOtPZNoYk3eXVlA2Jj45GdUwB3Dx+1dpXAaYE34uryGTWHa10sKMuFtTncvzSJZ9en8ez+eTx/fB3PH97EvTsyE/0S4XVFdRGvri8hvzwR6flxSCsuQvvsGOqmh1FJYLcTbH0ymnd5DQ+faaun3n/yEjcePkd1+yASqsfhlN4N79w+NI2uYXBmWfV2PZbgsigeAubRRukcGsfy+gU8fCLrbr/AI17n5cvv8er1O/z048/qBhXAKAgp0GgAEjDpKkcqynv4KKVEACnrpT33QeF8UDofAPTrlp/HFZRYxK5sxFp06GiV/GcFAR1ATwkYSS/6vXRr//CzAosA4de2SgD0oaJrtkkHx3vAbIaPfuz9vvb++nEBk3w22f/hh3eQJbwbeU+vrC3hPK3gpasXcFnKlQuY531w5/49/IXvq333fwSQ9t11OGtb+R3/O7ulF1Er+vbX+5uBtBlQYqVEKckAQ3ks15S4mAx16OwZRGhMCqJS8xCVUgB7rxjsNnTFJzss8efdprBw9MNnu62x64QbDK284R2SgICIBBwxtVNLRmUUEVjFNWphS1keKi4zD0PD4g6q2IC3UKx0sQ6M4vzKKC6vT+LqORmYS2cx3o5pKpyRthK0VmeiojgGJUUJVLSpqCrPQEFuHIryE7Blgjf/+FAXK6XYoB7MTgyrCjvLsj5P+0XAnFs5g3OrCyoGJJMmV+ansUhrtihrItN+ZOckIyUlAtFxvohP8kRopC0CQ20QEXMa0bH2iElwQlyyI327PRKzbBEWY4XACEOExprCP8ISIbGyJtdpWNrTQh3eiu92f4m9B7fCzvkwcgsCaLfqqKjaUJCdBIMj2/D5Z3/A5x//M7748x8QF+6vxuyMESyS4kPSskoZo1VaoHJbmhrAHNXc5Ngoj4nKkXXiNQUkSigqtQweUYUITynHPgNz2Dm4IzUpFVkZ2WqxPDs7Z+TmFbMlaVBD7C+dW+WPTQu6JMH2WSzOTvIHn8CdC+N4c28ZLx5cwzPC5+k9SfwlEz4l890ZhMeZw8xmH1zc3LG0tIAFtqA1BHXFKKUoLdnE3DzWLl1RCxk+fPYO1+49URkR7z99heGVawgrGYQDARRW2KWyI9588FSpnKcCH1E8BE/PCP+TtfN4RHg94useEDwCoDnK8TV6fKkkGkA2FNAGfDaDRwPNByDJ+ZrqYZFYD49pauaDvdIqmKZwdOXzHkCsnKpsPN7cW6TDRwfBTz8RQASkKtxXUKL62KxydHBosRyt6M9pY3M2rqvO08oHKMlWe+6DAtIeK+WkzvmrCnxLQv5O3nMLVK6SOeH67WsqVamk+G3tZAWkcr5285a6ph7nku+mw0Yv+u8jv5++/TWA9PJrEOlFh44OGg02Wg+VHsvRe7H+L5/73//7/yj79Y6/48LKWTR3DsHCIQQf77TG1sN22GvsBBda2ZiMYqQRKmlURLIir6yycsTUFgk5pTxeicS8UtaLHPiEJyA4KhajfQ0Y7a3HWH8DOltKUF+ZhaaaLIwO1tIpNaKzORdNVTzG43UViYhNtIdnoCm3nsjMCkVleTpKi1NQUpiMLUtTI1g+M0GCjSrFIjGNWVbY+YkhQmYWa0tzWqCZ4JE5Twu0G/NzMxjo70drSysqKiuQkZWMzPQwJCb6szghOdkeCXE2SEmwRkbKaeRkOiEr01GV7EwXpKXbITnNFpm5LsgtCkBYvCuOGO2Bm4cVnNwtsHPPNhw+tg/f7viMXt8KZcXxhEQHBvu64OPtip3b/oxtn/0e33z2EYoyEjBEhSYz2cdo78ZE0UjeY+5PjvSriaC3bt7Ei1evMDE2TuAMKeBMED4r0/2oKiV0omUuSQYsHQNRWFKDxYUFwqYAW7+TXDz7YGxuA4MT5jhw2BC9Pb1YIHiXZZLp/AwWqYQkX87S7BSurEzh+fVJvLi3hicPbuDpwxt4TADdvLGOjNwgOLicQENVDhIjHXDxwhRuPLiPfoJ8cnkVfSMzmD9/Gz3TF9E8ehbtE+eowsYJENqml69x58lzdE6fQ1xJN2IKGuGf04meuYsEE62WWC5atP7xGVotHTwCHQ08M0vrKsj8lMekomjw0KAi8BHIaD1XPKZiOfKcdkw7VyrThtrRjynQSOXSntPBo1c22eqA2awE9J4hBYqNrXwmHQY6BEStCFw+AOaDvVLnExCaWhJgfACPBjQpHyCjAYbbDcUkz/8jlLTnf/pJgCeDB7/H82dPsEq1s7y2SLu8rsbSnCN4ZCZ7c3s7ugeHcZf28Be+Xn/vzXEu2W4uOtRlXwe5DvvNcR9d4ejbzWpH77H6dfnvjssxWfFCkor9C//Ll29/wPDYLBKpZiwdvBCXVYzkggqksKRKoQ1z8w7CQaNT8ItNhydh4xmRiID4dAREJyE6ORkdDUXoaizAQHsJhmm5JvprUF+ejLzsYMTEOCEjLRylhSlISvSGndMhuPqcRGSCB+uXIzx8zZGaHoLCwkjk5dFqyWqVS4TNwswEW+8pWqhxLLEiLVDJrLNVlwDzBf4BYi/kOQnaVtbUw87RHbt2G+APf/oKv//TlzA2sYKzqx9aWpsxONSBiopsjI40Y25+gFYsHDlZ/GAZjkjLOIWUNAskpBhRBZ1ARKIhZZ4Jdh/8FnsPfYs9Bt/iy+8+w4Hj23HceB+CIuyQmR2D2ppy1NdVoKamQiXp+vTj3+HrLz5BTkqc6saXhQZVEnoqHVEzc2M9SsFdXFtWs26bOzoJyjZMT05iXILHBM84X7Mw1ompoTYE+fshIiSYUNHWSGoaHEFFYzPSMzNgY+8Mj8Bw+IbEUNUlqMCzLFUzR7Uj3e2i/gTYK4TQhcVp3Lswihd3zuDZ3Qu4c30Ntc2xCOP3DIkzQzzpHx5tBBf3w7h4doHq5gmmFlbQ0TOC9pElhBf0wze9A4GZHcgo68D1W/c0SyVd56/fYOXiVaRVtMA9swsOaZ2IrxnH9PoNpYx6x6Y2wPNKgec+oXP/8UvMEjx1bT2qi/4hj79684OqcAIBgYgElHXQfICOBha9sugxGx0+2laHzT9WNgGKthXI6DD4ywZo5Jg2nUFTKh/ApEFCB8dmaBA8GzCSYyrIvHGObsX+4XXcatfXH2vnvIfaxvlS5LFefvzhJzXr/cG9u5jh/1tbV4v2zi6VF+jy1UsYGR/h/ZqEiKQMtPcPq3Ew6jtuQFYvvwbP/xdwdBhtho+oHR02OoB+rXYELP9dd/l/Bx8NQJoNu3jpEjLytZ6rhOwSxFPRxGYXISw5G37RyTC2sscxCycEJ2YjMr0QSQVVSCyoRGCs5DzPQElOHOrK0lBREIuBtmKMtBehrzEXjZXJSEsKoqpJQFpaNAyN98LG1gjJqcEIiTwNRw9D2Lsdh0+wKd2NMSLizbBlcWYMa9KTtbKgQCP2YYkWSvbX6WUvri+rSZgX1mUy5hLWeF5xSTm++HqHygz40cef4+gxIzTU1KG6sRvZeRXw9uOHyC3AGbbkHazAobGRKCzNxhAVSEFJInJz3AkTJ6Rln0ZKpjV8ggx5jW3YdfBzfLbjT/joi9/hyx0fw8XVANlFvkhMDUB4jB9hFY5cEtXc6phKlbHv4HfISolRvWZq1QtRMqNDBE4vpke6sTbbjZHuFowOdKOfSiUzU4JbuejqoA+llZQgupy3MNKKtZl+Nbr66oV1tXzsw1eiJF5ieHwMpWVlCAuPw2GDEzh8+BiC/QMx3N+NKclXPTWG5blxrM2PKzCvUAWd4+92YWkMjy8P48mNM7h6aQ6dffmITLWEV+hBBEQdhq3TQSxMNOPK2Vk1t2Zykr/5yjrqe6YRn1mF0Oh0qj8/lV3v+u37Wl6f129x9vJVdPI3XbhwE0l1o3BI7YBjWhcSq0dQ38sGRKzWM4Ln2UsFGVE9c0vnUNveo0ZDKxVEGD2mUnr7TqY7SCXRQKIrId1GaRVG9gkYwuL9cxtbBaKN59U5rHBa+TdW/A/Q0be6AlEKQR3TFYwGBVUUNHQ1s6F4BBYsyoopC6ZbLYHKBwWkna+pIC2WpL2XFO1c7frauQIg7bo60LQeLrnuz6pHa2RkFLn5xahtbOQ9UIHJmTMIS8iGW1A8cssbMLO4jmdUmvJdPgwu1MC7GUCbIaP9ph8s168BJMd09aMrHb3otkovApXN+1qRrIfa8b//x9/x/MVTXLp6Gb39fcgpKqFyycBJew+4h8TCLSweHuHx8IlOQVhSFo6csFYrrcTnliOBCihRgtF55QiKS0d0UjwKcuLRWp9PG5WO8oIEtNfloae5GPWEUWpiKJKSIxAc4gUvHwckJoUgMdkDVvZ7sdPgc+w78Q3cAo7CKeCgWtV0iwSJF2bHtApDdSPgkQTwk6zM89OSpGtmQ/VsKJ/FM6qn5/CRE9i+fRf27dkPFwcHlUVPUh4UFxbj0pXrBM44IpNzYH7KnrLLBT6BgZRdSfAODmJrT9slKyIWpCEszAYRsSfh5GSAb7d/jE+3/RGffPUH7DzyCew9dvAax5Bd6ILSulS4B5jDK9ASp52O44T5Puzc+yVS4kPR3lqvFgRUZWDDcg33EypUNOOtmBluQWVJDqKiIhEZkwgzy9Moy8vG9HA3ZmRiG5XPJFWSxITmxvqxtryMsek5xMQlw8PDG1WFknekAqHBwQgLDkFqUpJKSC8TS6cFPhN8HRWiTLeQhGLLtKQSDzu/PIurqyN4eHkUD2+uUqZPoLIxFsHxpH/YMbh6mqKsMABDXWW4dHYZ9x7exMqFOfSO1MPD2w1unp5YXFrBles3sEiI33/4GOev3kDPIK/39LkKRE+uXSd0xmCb1I6YwhZUtFHBXrqDBwo+r3jeK8yvXlDguXnv8Yb90uAj5SL/q/MXL21UFFEuUjk0xSOxGQ1CUlmk6GDSztPBoz3W9zVFoykqrbwHjVIqurXRobEBHAHSJjBI+WC1NGhIvEfFfHiu/tzPBJEoGg0wG0ARmKj3+HBdrRte3lu/vnZNrTdMf14/LmCTwPbPKuD97NlT3L17B1OTMwiLz0BATCp8whOpfnKRW9aEwakF3LrzkMrnQ4xLVzvy/XX46OD59b4OnM3Hfm2/NsNHB45+TJKRyTmyDM/rV/xPL10kJGdQ19yGospa5JRXswEvh19UPE67+cPS2RfuoXGIoKqJySlFXG4ZwgmeHfsM4RwcT9hUII7AkePxOWXwj0xBSGIG3P0CVXKw0BBPZKZHIJ1wiYrwQ2JsILLSo5FNReTrS+gkBNEpsJ77GsDIZgfB8wW2HvwMBmY7cPDEVuw8/JXWqzU7Pqi602UN7zm24CMDPRjqbsfc+IACz1m24AIlmcQpgeYFiQmJPaMykuyB52nDFmcn6PFSUJ6XpcZj+AeEqGVlDh08hITkFPiHhMIvIJCKpxQhMZFw8nDDd7t2wNLGApHxUQgKPQ0z0+/w1dY/4rOvfo/d+/6MiIQTiE49Tkobwjf0MHyjrXHI/Bt8s+8T/PHz32DPgS8REuICf38XNNaVU/kMYoJWUILIagrE5IgaFDg33oO50R4U5ObDPyiYn0XSOoaR1jUYH+pW8SD5zsN9XYTVAC1bH2qqK+hds9DUWK96+cYIpxHpfh8i3FgmRwnmiX6qlj6qp2H1frP87eb5m8jvMj9N9SNKkr/P+pkxKscpnLtyGbduXcHQWAM9tTPi0q0QGGwMP29L2r86JGS6wS/SgmrHAXX00p1tTWo2/v27V3D/1iUq0AVMTM+iq2+QUHkO6X5/8Pg5njx7jfGly8iubENIdjPskjtR2MH/5TYVDsGzQPA0dPapaRiignQlJPGflfOXUVbTpJKSSeVTYNlQN6KAPsR4NCWj4KOgoyscPsfzNeBo5wh45LgGHSoeXlcpoI2yWeVolkeDkFT0N2/e4CkrulgeUR8aDOT8D7ZMXqe9VgPMZpUj7/MecEol/ay9Vl1De37zZ/tQNl6nPpsGHzku30tgIBB+9eIlrl+7yf9gngp2VCn8vIpWlDX2onNoCo+fvVDnby7yWv33k+3mx5uP6fDZXDYDaHPAWQfO//xf/5Of8xc8fvII8wsLKCophqt3ELKKy5FN2OSUVROMNUghXEJjMxCRlosAKhxrV3+EpeQjllCJpbqJySlHcFwa9hqYwiU0AVE8HpVdyvPzEUrg+IYlwj8mnWovi3Uxh2JABjPGwM7ZHn7B7oSRH/wDHdmo+yIg2A4efubwDDKCjctuGFpvw2GLb5Xi2X/0W+w48Bn+vPX32HJmYggztB1j/V0qH410p/d3tWGQ4Jka6cHKmUkVYJbeLAGPzBiXwYWrbNWvXb6Au7dv4dz6Ci6u8kZfk1HQM2rcTkpyEtJSUqgUKvnBErB121ZYmJnA0dUNO3fthY+Pn1pL3NTCDFanTsLX2wUeblbYsfsL7NzzBfYd/hIxCcaIzzJCYNxhuPnvh7PPCZywPIAvv/0jPv/mI5hY7EV0lCdyshNRRkUzSHgIfGQFT7FcEsuZYBFoTAz1YIpAKcjLgYmJBb76aisMaZ3a6ypVj55MmRjq61YpMRRoqJhkAOMoyziV1ARhJtARqMkyxKKO5icHqJqolviesxOjCtySYkOgI/PVJKXqGdmflxn2cwoaM8vrWD+7ivXVKQwO1vAzU8JPNNLqjuDODaqa2xfUQM0Hty/hxpV1rC7NEmYTvNYk37sXdfWNaGhsxcXLV/Do6TMsrp3FHbbGMr9qYGIW+fX9agCiTVIX3LJ60DC6jpF5Wrj2Xty+/0SzYTp4HhM8Fy7z5qzF9Vv38fT5a7z74WdWCA0cmtLR4PNe4cgx2b6vPNq5si/g0cb08PF7+GjpMBR4RPUo9aMrIQ0qAo1bt25iloqxn4pV1lY7d24d9x/cxevXEhDX1IkGIEJCALHxOs0aaRZLFJAGFynae+lFXifw0J+T99crv/6ZtddshtGHos7ja+V9pNdNU1x/IfRf4nv+ZgqqG9fUYaKXzXDRi/6cPq5HALO5CGwEPpuP/adaf/1vygbKMkoj4+Oorm9CPiGTx3LawR0WDl7ILKlGTGo+FUcsjp/0xae7TuLjnRZIKCil60jFSddARGeVIkYKISNFVM2B49a0XokIjk1DIFVdAC1WQGwqvEPj4R4YRasUgaiULCq+BPiGx1IMxMA/IhIegX7wDPYm1NxxzHQH9h/7ClaOB/hZduOE9XYct96BY5bfwdR+N057HoCN525smaPaEcUjg/UEPMME0EBPu+qiXqDVkm5jZRsk4RaLqB+JCV27fg2jY+No6+5BYkoqlmcmed4clZFMtzijRkBLPhvpGZP0Ex2tjbxuB4pz6BFJ4dCIaOzbewAHDh1GWHg4YuNiYe9oiYOHdmDvvq04bLwVUYknkJxtCo/Q3XAK3oWDZn/G4WOf4eihL7Ftx5+xaw/l27Ft8Pe1RVdbPQYIzUFCZkgUCeEzMyJjlPpYBCB9LD2YGOxCQ20VqirL0dpYp5SOKJ5hQkcSgIlNkxU+ZVChAEambsgxgZjeTS9lSlQOn59S5/KxKKApWq7JUWVVpet9ZmkVC+cvqSI5k69cWFVpLO7cuoD7N8/j8Z1LLJdx88oqLqxKbG1C5UCqq6lQ8O5mA9BG1dPR0aIGdna1N8Pd3UsFySV/zaUrVzEzv4i3b17g1asXalmX6fllXLj5CHkdZ2BD5WOe2I7ggi5Ut/TSaj3BQ6ojsV+ihAQ8qxevqFbx2u17uMfHEox+9uINfvxJBv5tjuWI8hHoaOD5ABtWNlE6CjobgFGVUIePlgXww3Gp+HqF1lSIqJ5h/ralpQUYpnKUFBCSJlXSdMh8M8kQqM2M31A776EjSkaUj2a3VFHP89pS3kNGA4z+ntrn0fa17yZw0LMVbn5eLzymrrX59VK046obfeP3+DV0dCUj4Pi1mpHnN8NFh5A65z/0OV5/xw8/fo9bt29jbGwCxWWVyCkqU/OqckqrNFVTWou0vDIYGFtih4E1th1xwEfbLfFP35rhn7ea4fcsWw+dRmpxJfzCY2DrG4XwtCKEUMFEZZYgIrUAAdGpcA+OhR9B4xeZDLfAaFi7+OKkkwccvQKocARIyfCNiEFQbCI8QyIIohB4BYfCO4QuIioU4fHBcHa3QGCINXyDzeDgdRDOvkdg73WA5x9HWKI5FZQJolItsEXiIJOjEhfpVt3pAof+7jZMDvdgYWZUWShpbdeXZ1RwWSAkPV7Ls5N4+vghBvljLK6u48XLV1imKpLJoudWZJDdGTXn69wKLRotgigmWUGzq6YWLhZWsDIzR1pmDipq6+AXGAxjYxN4ennCwtIQx00OwNxmP+KSjZGSaYywVAM4Bn4HW69tcHXdDxvrAzi071ucOLoTJuZ7YGS5GzUVeejv7UIPS1d3F9pbWzHQXouZ4W5Cr1U9N8AigecpVmJZ6VN6ouT7nZmZwARBJQMLh3okfzPhMsTfYmAAne2dBECPGjowRLBJZsLGhmaUlFaiuLQCrc0tSiH2d7eqJGcX187g8tkF3L22joe0SI/vXcaju5fxkEpGYHPn6ln+FtP8DEMY7OtUsaOWliY1d6yrsxOdBE5nZys6CJz21jqWarQ1lGNqqJOgrIKNjTWhWcUK9qMatdo3OIKaygq8e6VN/JO0FjK4UAYjLl65h7DSQfhmtSG1pBHRpVRqFwkYqp2HTwVArwmea8gurYbMH5Oc0Dp8ZCsAkvw0Usk04EgF1WCkV2atokrl+wAa2eq2Soqcp4FJO+dD5Za4iqZaZJR5WVkhJnlvKehcv6xyN1+6chbD/K36qDzXz57bsEO6+tGLPNatmAYEXSWp99c/1wYY9M8s52kg+aBU1Hbj++mPZV9TRdq5UrTfQop2jry3bDdDRy9yjg4YgYkOo83qR39etnK+KD3JT93Z26MmiGYVliE6MRNOtFJpBeVqNHJSdhnc/eOw39AJH20zxZcHTPDJThP8hqD503ZzHDL1IBwSeH6NUi1p+WVqKW9X7wAEhskI8UgCIxmBtGF+UalwJWws7N1g4SjFHZZOrlQzoQpWLt6+sDp5CgcOHoCVzUk4errBPcAXrgFe8Aj2hF+oB699CqedjsLaYR8dyjF4hBggNMkYQQkGCIw+iqSc04hON0Vg3FFsmRjpUwMGZczLyEA3lUMj+jubMU0YzU4OYenMhAoyn2GRhb/Edsl4nqmxQdqMPpxbWsLFi5fw8PEzPHv+jOdT6cxP4QIBJZVapmQsSJc9ryNB7IUpVniJfywvo1Uqde8gqmobUVBYhOTUNFieNIKRyUG4ehwlmMwQncIPn3wEwTGHEZtkhLh4UwQH8MN7WcDdyQS2NkZw8LBBcmIQgkMCEBodi2CZixIczR/BCxZWDjht5w7/gHD4+AUhOjIW/YTL4jSBys83T7UyR4WilhweHURbRTnGegUwPYgk5Y3NbWkJvREeGY+ggGDUstK7uXrCw8sXzh7+8PYNVBNDxTo9vHsND29d1DIpXl7DhXNLSh11d3ZRtXQTMN1q/ozkbe6mUhTYSCa9dknO3dqAtqYaNNeXo6VO5rUUoqk6D42VOaguSkNbTQEykqNx/OgxJMTF4S8//0AL9C+YmpvHb377G5w4dhxFxWWq5+XJi5dqSoWMXL7z6AV6J5eQVt4C26QO2CV1I7FuEmfO3yGAXqkpGPkVdbh25wHuPXpG6GjwuSdbPu4bGsONW3dVZdOgoVdiTQm9f6y2Ulml0n6osPKcQECvsO8rsgLE396PnXn08A4V9ABmee+cpTK8eecGzhM83VSk3bRfA1SgQ6OjePHilXq9Dgz9/TU4bFIlvLZ6DwETVZD6LCyaTdQC5Pr5+mfXisBCC64LALRxTRq09M8vx98/vwku8h4akP5R9ejPy1aHjUBGH5wpvWivXr3EhQsX0NXbh5zCUuSzYcsuqURmcQUSMgsRmZIPz8AYOPmF0b54YucxJyoZc6Vq/ukbU/xphyW+2WcMC6dAKpZMJGaXq2W+ZeSxDA4MjEpCaHg0nF19YH3aBTa0ZC7ewXDyCcVpZ1/YUNkcNjKn0zCD0Sk7uPBe9xQ1ExDE+9yLSsYNJ4xOsG4eh6HRIew/vB279n8JQ/O9sHMzhnfgKfiFnIRPiDnVEbcRxgiIt0B8xmmEpxghOs2USscY/qzHwYnHsWWR8v4MWxmZp9Xf3Y6e9ka2+q0YH5QRzTJ9okt1MyvLQjjNEySr8zNqUunoAJVFUz2hMoNzl64iKTVbpaZYIlzOLUxhlbBZpGqS7QofryxMqq7nydF+VFRUorG1DYFBobCytlV2KyMjEempniSnMXz8TyAjywLZOZZIyTZDQoYZ4lJPICHtBCLCzRDmbwYPd34RTzMqmhJUNtQjOCEBx23tYG7vTMLHIDwhkwCKw0k7D9gRQiFhsYilTCzKzsE0oTfLVrazuhKDrPgSLB6hFetta8EIf4fpoS4U5efDzt6dP7Q1fv/7P+E3v/kDstP4+sJceHgSPgRQSKQbJegRDI7U4u69e5icnFTLxDZ39CA9pxJRcfmISShCYloZ4ZWB2tp6dPA3VmpGsvPXlREwhWiozEV9WSZqilJRmZ+I4sxIlKSHIzs+ALFBbohiq+Jwmlb04CF4unviLRXOv/3tL5hdXCR4fovPP/2U3y0aI0N9tMUrePz0uYKPTJ84s3oOlU1daBpdUfEfizgCKLkbGU2z6Jteo9Wi4rlzX/WSSdGgo4GnvX8EXUPjePXme/z881+1DH3fU21tVGCtUmoQ0iqzpjBUJdyojPpzuh3TAabGzvz4I77//q1q4SX7oUwvuXj5LK5cu6BGCvfwPymrqUJKXh7GCdUff/qJQBEAyPtrRQMH9zeOae9HGG3AR95LUzcagP5hNDaLdr4Gzc1Fe16C6frzGjz07eaifRbtdTqkdFDpz+vHJU4j0zIk0+Pk9DTrQTuKK+t4nxfgIO2SBS2OTFPIoYUKicmAtXMoth+xwzcHrODJ+/qPO4zxz18b4fM91jA6HQj3wESExmdh10FTVvYMZMiMcxaBjgwMlBntPqGxcPXyxyknb1iyPljZuuLYcRPuu9BK+cHspDV27jsIc1sr2HqcIkBCWQcD4R/oBzcPF5y0saK7MIbB8T3Yte9z7D7wJQ4e/QoWp/ZQdVEgJLgjNM4aEUknEZlsRXXlRHsfidJ6HxSWu/K72SCOdTgi2RDeUQexRQ+ASlxjjK3LWF8HxvsldSgrYF8bJggfmfw5PiTxD9lqXc8SgB3oaaMy6KSKGcbjRw9oTUapYAaQGpuA8a5mlZLizOQAFqeGsEL4SEBaEnQ3NDQiNTUDnj70jkHBaKKNCYuIwvbvvoKL43FERJ5EULChAk9qhjHiUw2RnkVrlmuOvEJrZGbbIj7ODoWF0YgIs0FOlgOqqtMpPSXinoKg0HBEJsSjsrkZrb296OkbYoVvQHdHO0ald6qPgGluxAAt0jCt5fRID79Tt+q1kt9hfFAy5/dgdqwXTbXVCAoMwyeffI7Pv/wURua7kEoYtLUUwcHRAh7+pjh04kuqmRqVrH12YRl1TT38nM0Ij8pBUno5LWMecnKKkZ2eg9KCTDW3rKY0g0omFTWFySjPjkNpVgwK0yORHuOPxFAvhHk7wtrkKA7v3Ynvvv4Kn33ysVplw9zUHOGhIbhKVfDkPlXB2jwm+juwPjuKi0sTuHF+AedXZvk9+3H+/Dncf/QUcytnUdPSpdKwXr3zBLVDq7BNboc5AeSe0YH8ymZcvHYPD6iAJOisDTyk6iF82nqH0dY/qo7JwMQXr94q1fHk8VMFDqnguv3S4LJRNsFIB43+nFR+KaJGJEgrPVjLyyu0WqVUvgXo6+/DletXVIA5KjkZ4UnpbLXLCfMBvHkryxFLhda6qf+xfACAev/37/fhPXUgyHkycFKbHKu/TjtfICX7H877AKrNFkme049vvob+WIeVfFZRfdJbd2b+DFoUaGqpSETRaEVmjsek5WPrISPsN3HAUXNvfLH7NFWNBf7pa1P801em+HinKdVMEuw9IhCakIOU/MqN+VTViE7OxtbdhrQyReqxgCuF0AlJyqKNSoJXKNXysWNUKsdx1PQkjhmZ4uABA5hYWMPJ3QP2Tk6wd3GBs68zTrk6wM2PwPH3VcM6jhsfweHj+7D/yHcwOPEdjptsg5n1HljbH4Qn3Ud43CmkZsugxNOIybBADOttSq41sotPI7voFDIKrBFH9xKVbsLnTRCRYowtq2rulQQ2pzEjXdEDnayMrRik3RrsasQUW36J9SzMjqvA6czoECvqIGE0SMXTo3qLFmmhpDcnPSObtoRqw9UNPY3VVD7DCjqylcF6+VlZiIqKxeEjhjhJv+jp4wNPLw+YmJrg8IF9SIx2RVb6aYQEW8HL6yBS0o2RxS+RlmmOZH7wpCwTUtMIqTnWCA63QnyyDzw8jBAbbY20NHvU1eUgv6wYwZG0VUH+qK6vxug4P/vivBoMJut+TQz3Klh2tjahraEWXa2NVHnNCrDTVGISiJYueJk2Ionkl88QpClh/My7YGS2H9v3fg1/P2d0dhZiZroNF8/PEIAp/P4DeP3mtUrQ3t7Zj5KyeuTmFqKipBhVZXkozU9FeW4SSgmZ/NQI5CSGIj3KD3kJIciJD0GYrwusTY8iPSFCrV/k4eqMr774AkbHDODqaIfYyBBUFudhjnbkwvI0LixNqhS1FxapJvkbT1Ghyn/X0liDwvwseHq4IzkhmkpuEJOzZ9j6dOA6VY1MQJWydOU+kuqm4EnwJORVwTOddm/qPG4+kAmm0uv1SsGnvW+UqmeMj3lcKSKZ+f4KL1+/xauXb1Rl1hWGFN36fACPPK+pCf2Y2BH9OancokSkt0jyMLewEerrH0AWG5HZ+UVWxgK40GI4+kYQQLSdTd24eOWmgp4oB1XRN5SGXvHVMQUCDQ560T+X/v7aZ9evsRE833iN/rnlOjpoBDp6EaukA0k/X9/qI5klkf2Nmzcwc2YeDS1tbESzcdrRHRFxqUgvEmhUIb2gCuGJuXD2icMRM1d8u9+YgDHBlq/N8M+EzZ+2W2KvkRtsXMJh5eCnsgPKa0TNCHS0Ug2vwEhs22eE8PRCNTFUeqM8w+PgHZkIbyr9gKh47N+zCzu2b8P+fXtxytIYtlaWsDSzgI+PLxv6IPj4ecPL3xNOnm5w9PSAo7cHTpgfpcL5CtsPfIojxttgZbMXDq6H4R8iKscO6bluyCv1RFahMxJybJBE4MTQoUSmGyEyywgR6ccRmnYMAUlHEJx8FCEpxxGSfAJbZA6WdIHLeJ0zUyMqnjPFCjhENTPa384K2cVKOKCyFEpsR7rSRSXJ6Gbp6lXjVGRqxdqSgs8kK+7ltTMqj/PC5CChIzPbZQ4Y7dzkBIoLi2hTvOHg4AAHUvbPf/5UleNH98Pfy4RW5jQi6BMDfY/Snhghj5DJzydRcyyQkGVMeh+kfToKw5O7cMx8J/Yf+hYB/kcRGnaMHpYWLJQ/mpMdDh09BFNKQ7/AAARQAfkFRcLVOxDe/qHw8gnkjxxCKRmK2Jh4tNKmjfR10hb2Y2aCCqAgloosEM0NSejsSEdPdz4W5/swvzAMQ5MjtJa8+c+PYnJK1qFORm1VICt+BR7evaoGEXYSZGWFmcjPiEGWACY2EKlR/shNDENadCByU6JQV5qDvPQExIYFIsDbHe4u9rC1tkRogA9KCI7GylKM8D84R8CcX5zEpeUp2ldaV5nwStXZ09GqAtPt7a2orKlBSmYWqhpaqbAyERUdhX2UzadOWSMqIgTJSQnIzi/G5Ru3lXJRECFc7j1+icGZVaQW1cI6oRmGMa3wLxpB75kruP2Izz96gU6qnc4BDTz3N6yYPoteS0Qv6Td+UcDRVY1WsTcquQKOdkyLf+iVWx7r525U2A01Iomr7t65g0uXriApswjB8ZnwoGX2CUtCRGIeMgrr+Jmmcff+Y/xVVXgqDF5Th4RstfKh90h73w1Iqc+hfQZ5PwUZ+dxyDZbNQFGv2bjuZvBo00w+vNe//pvEq36kEnyEhSVJsN6P0upa5BRXUH1UIIMlPDaZ8HCDX2g8/MLTeA/74LsjTvjt1yb4py9M8IetJvh2nzG+O3iSz/nBOzQF0WmFtE21hE0lHNwC4eQTos0c3yhpPB7H38j8tCt2GljAKTQOvjGpCCd8orMKEZ8rK8LEIygyFiYmZti3fx+OHD4Ms+OH4GZrAW97K0QGesDNnSrH0wnuXo7w9HeBu48jjKyOYP/xrTAw2gpz+72w9ToEr5BjvJ4RrZMzsgtckU3gJBE4cVmWCE+TjqAT/DzmiKJACEw7Cr+EgyyHEJBwFD6xh+ETdwTe8Uew5fz6ggr8zhEQMp5HgsrSxS49UCvzsrLmJFt+3vSr82oMj1piRmaqry1oq0HIaGbC6NyqzOuaZzmDCyzLsyO0WjKFYQDLCwsYm5xCWkYm3D281MJ4q+vnaKFSEOjngaHuVly5uIjrVxZw8dwEauuLUFMSi76eXPR2Z9KaRdNm2bDFM4Kp3bfYeeRT7Dz0Ob769mP8/ve/xY6dn+K0006ctN+JI0e/hb29GaFmh90Hd9KzHoB78HE4+ZrAwZ0WJjoZoZSrUWx1wvlnuLu7IZA/fFVZDHq7ctHUKkPHd8LSwhBXz8/i6cNL/E7DWJpvpSWMQRiVVmwoZaP/PqRFHUJO5FEkee9AaYItRru0bIopMSEoSI9DY1Uh0uMiEOzjgcwk3hBuzjA1NECAjxsSY8JRkJWKQX73ZdqkFapKmed1ZW0O59kIrFBFDnS3qJUyujvbUVVVifzCQtS3tiG/qBTldY2oZGloJoCaWpBfXEqL106VmIHwiDB8u3U7laQF0jNz4ObmgbCoGJyh5Tp/9SbuPHy6AZ8XWD5/mTK/Cn1zFxFQOAiTuHaYxXfCv2AQPXOXlc1q6x9RoNHG/7z4MAiR6mdwbArzS6u0EhvKRymeDdCoii2P9Yq+WVV82OrgkSIVXNSEHJfBhPfuP8LIxAyaO/tQ09TFylaH7JIWlNZ2YWxmCa/evNPej+fLa3VoaFt9NLDsy3vJ59I+nwZGDSzyWi2Wo33mfwAKn5fPpT/enChNLNSTJ09w4eIldPX2Ize/CFa2zohIytQUDYv0QKUX0K5HZsDK3g82bv7YceQUfvMVYfOlsdr+aasZDpt6UlE44pu9RrQkxYQVYUOwpBdJLh0CJq8cVnaeCIpOQXx2Ce1Krppf5U41400rddzcFscsnRAtc7ByyxCXU4pY2vuojHy1IoxHYBisTlqwrmzF7j3fwcrSBOFBPogK8kYIFbyDkzUbZgfYu1vQltmwvpwgIE+xrtghLO4kguIsaaWc4BdniKBEU8Tn2CE57zSSWS/jCZ0IQicmw5RWz0TBJzDZAP6JhxCYeBiBKUcRmHSMaucEglIM4RK5B1smx8R+9Kg4zurcOIEzQdBMKtDIgDiJy8i+BhfJPrik5nVpgwplOoV0mQuUFnDp3CLLEi5xX1brfHDrCu7ceYD23hFWiFwUldCnN7ehsKgIzm5OiIsMYKVrw+2rC7h8YRY3b6zi+vUVtPW2YmGiE/fvnsW92+ssq6hqjOMfagpjm504YbULJ8x247TtUXj7msLSjurH+Fvs3vcFtm//AgcJHDOT4wSQKf/o3fj0yz+yIn6FzMxUVFfVIiMjjzaoCK2stHMjzbi83I7XT67h6YMruM7PEBrrTdV0DKXF/ijOc0R7rReaimzRWkDKEzplyYRnaSoKM5PQ09KI6xfXcPnsIi7ztxjt76bFiYUbrdKRI4fw9Vdf4esvvsKuHbtwysoCcxMDuHpWUskSMutzODs/oazoCn93sXzNjfWorKhEHuFSXF6N2tZuVDa0qJUti8uqUdfagaKyMtQ0NKvYmFiTmoZGwqgA9TwvkerG388HX331DVu3QxgZm0QaYRQSEa26zC9cu6UWqbtyQ8btPFcjl6X35Mbdx7j79BW6Zi7CPrUTxrHtMImWkdD1KtWmnCvgUQFrgZCyYy9UDunckmrcofoQ5SMBZFWxN7Y6cN4DSa/oPPYeBnysWSD9+X99b2V0GyZjfeSaz56/xt0HT9SscIGaDgsNJJsB8aHLWn+s7+vvIefr769/lg/HtNjOZksl3fPf//CDsoQTU1Nq8F5esXRtU9UUVsI/NBbbj5oiLCkbiVQhfuGp2HvcAX/6hpD53JiKxgj23uHYetAWn+20hpG1PwKjs5FeKJCpgotXCHYcMEVsZsl76IiqSaWqiU7Jg4WtJ/yjEuEaEgeviESEET4CmYS8MpjaOBM8zojJKkYs4SPbCKqewPh0OAdFUanIwgZ2OHjoEA4dOYgDh/bw/tiFk5ZGCAv2hJf3KRW6cPM1hunpXXCTdBZp7mzwfam67JCU54KUQhckFTggjg4kKtOShQ1wtjkBJ3EdU4QQLoFJx+GXdBhecfvgHr0XflQ3AUl0JGkCnePwTjgC55gD2DIx1MnK0obxAUnyNUjA0E7JyhMCFKoaZa+WWUGkK31RG6Mjc7dUWlSVp0fG7GhQuiAqiKroIh9fWpnF7SvnMckbP4Xy38fXF4EBgTAzM8XJk4YICzuNtBRnAsCdrbIjCgq9UFUdRjWURBkXjPrqRCwvtvMzDGFlsYc2rgUNTbHo6UlGY1MU2loS0VAThzT+ODbOu2FkuQ3xsVQupQlITPSBs6c5gsL4Q1O9/Pb3v4HRiaOYH2rC5RVtBYz1VSo1qjUZjX3/yhwuLFSipkpyR7ugutQVNXmByE/xQVFqEKb6Gmgb+xWUZRyTzFs7K2OVFmWs0pxmVVnOzk9Dlk72o2c2NTGFibEpW5aTOG1jA1dHJ9rIBDx4eI+AvawyI7Y21aG2tgYVNQ2oqOZ+YwsaW9pRXlmNxtZOVNRS0bR1qkmKrR1daqJiPUFTXFqC6ro6lBFAtTW1qKmvR25BHpViPWKiI+BgZ4Nvv92Kg0eOondgGAlJyYiOS1KDBAUWtwmJ9UvXsHLxCmZXziG7tErN45JxPaJsLt95iuKueZxKbEdodiPiixqR00aLfeX++/lfahAi4dM9RPCU1+IqoSY9aC8k6dgvf1GQ2Bz/kcq9WeFoj8XGaMe05/Tj2nNSBARaHEi22vPyeh0w8ljlCeJ1NEDoRXte9v/+dw0eOog2F+0aH95LB49uwf7yyy9UNY+p0Fd5/zUR/lXIFutUvBGj2VAkKQSAtaMPvjlgjG0HT+Fj6er+7ASLkdp+RDu1bb8l1UccIpPzqBTEgtW8t0xyHVsnP+w+YqEScSVR4URnFCIogTYzIgGOPqEwPeVGRVGo1EwCnxfoSJHzDhla4YSNG2L42qiMAgQnZsI/Lp22KBF27n5w9A6AZ1A4/IIjYOfqDiMTY5hZGNFeOSA03IduhNYuyISNrg1ikxxpcd0Rn+6KqBQ7RKafppI6ifAcc8TkWSEizxThWcYIzWQ9zqRCI3TCFFiOwZ+Q8Yyly4jaD+ew/fCKMYB9+C44hFMohOyAHfcd+dyWif52Za8kIfo6YaGAw8olAwAFPGLFNAjJlIiNfVotNXWC5yjorMj4nhmsnpE4xDQu8vGFVRbaBlmFNDkxHqlJscjJiEFOuj/yszxRWuqHqtpQtHQmoroxnJUrEgVlvkjKdYZrtDkMXXYiIMaSCikFS7PdfO8RllF0dxchN88d+dmeyM5wpTw0xvY921WX8oH9W5EU54aywmhUVqZieLAKjl6W+B3t2OmT5qgry0NLdS4t4gpWV5bUqo2rS4uExjzuXprBZYJuZqiWEG6GrAstkJUicSyZk7a6IPGtmQ9lflZBRwZNnl/k96UKFOiuL0ypyaejvc3oom1sr0pDWqQDOuuy1GJxsnZ6c3sn2rt7UNfSQVXTSZvUhvrGJjQSMuXlZWhua0dldQ1VTRtqCJmWthaUEDRirQqKivnb1aKIKqeirERNAwkM8KXKcsHBA/vx508+xrYdu2FobInCwiIkJSciJj5ZKR49xnP/yXOVdGxkZgFZJRW4eue+BhNlo2RU8yusX3uAsqZeROQ2wCyuE6dTulHYuYCrd5/xvNe8xiv0jUyjuKaJiumhGgMk1xUL9vr19+/t12a7paAg2w3A6I8/AEc7T9vK67Siv1Y/RweJXnTQKMhsBg9fJ483W6R/LFqsRt7r39T7/Qt+/OlHKu/rmJycRl0zbSxhExIZxwrriRhW6Ayqm0xCJzm3HM4+0TAw88TnOyzw6Y4T+HLXCfzz54YKNn/8xhRGNn5wD0xATGohHD2D4EeIpOTTfhVSzUgCroIqlYhLVI2xpQN2GxBO4YnwCI1XqiY4UUYXFyE4NhWW9l5UU7kEj2alYrJKEE3QBMdnYOvuY3DwjaQiKUO4zK+i+nILCIe7bwgc3b1gbmMHL5mnGBpC2xUAr2B+Ll9XuHk7wsjiEAyMt8M/xIp1yxcl5cEoYv3MKnAhZB0JHQGNEfwyDiM0y5BbA3inHEBA2lEEpxE+accVePySj8Cb1so7/jDVzgFaqv2wC94NK59tcCKEXCMPwJlQcorZhy2XFidVXGZxaoTgGMMFQmNdWnAqndX5KfWc2ChZE+usjEpm5ZJpE8p6sVKuzE1hdrxfU0VUQCuyVA7PW1uaVrGKc7z++EAdmmvi0dWWjJaGGFSV+SM9xxZxlGuxuVYISzembDRCMP2hU4wh9tpsxU6zz7Dd8AsctdyB4uoYDE00YWmJimx9Ui0C7+VtAVdnU/6gx3mOET7+9BOctDBFcW4qWmpK0crK2lRXjQT+4ebW9MG+MdhvYAcrG294e7hicqQHZ2UKyPoKzrE1G+rrQ2dLMzpamiCZDCWnj8Sn1qhqFIgliK5GY2uZGAVGKv0Fv/N5BZxZqqYJrE3Sso42YKozH21l0SjJCsXscBut1TxuUenIVISHz5+rEaldPd1UMt3oHBihWmmi+qlGjSwVUpJP8DSjuroSLa0tVIJVhFIzSkpKCdRKqrxUxMXGUsXxRv/8S/zpj3/E7373O3wk29//Ab//6CNs37kXTqwo8TFRKCnMR3ZuPq7dvIs7jwiNDfhIEauVy4p1ZvUsLl3Xgs9a8FiDUwc/W2F9FwKKhmBJ+FjEd8IhtRv1w2dx4/5z9AxPoqyuBXdof7RueIJHrs3tY0Ls3fc/EUBUD4SPDiAt9rKR/0c91oCiH9dgoB1/n5pVjiuASBEFo50j0BE7JNvNQNFhpINKVzKbz5Hn//3f/4227We8ePkca2vraG3vQHFFNbILy6lICBgVq6mCb3A0G7FAtWLIaZdQfL37JH7/BS0UFc0WUTWfnyB4jPDN7hMwO+2PiMQCpOZrUFGqqLgWp5x84B0ej4Ts4g3YVCAxu1RZMy+CZucBQ+w+aong5Fzal1KVlkJKXF4lfMIScMrVH36y0gRtVDRhFEWlIyWI4LF19yecUhCRkAoPv0A4unrAzPokDI2McPDwAVUMjY3ZUEtvlSucCB3TU4b47uAX2HHscxwy3wozh10Ii7OhxfdDSYUn4XYSEdkmVDjG8Es9CN/UffBMpX1KOwTv1MPwSN6PgNRjLAYqdhNIxSPg8Yg7QNVzCM7h+2EbsAf2wfupgA7CI+YgHGN4X8btwZa1qT7MyFpYfe0Y6WnBcFczhrubMUeYzIz0qhnqMk5neXYMSzJ6WdbfIpgk4bmUuXEZoyMxIa1CyhwtGbE8x9csTY+puNEULU5PWxaaa6NQVeHPCuSOsmJPZOTZ8YczQzhLdPZp5NcHIqMiAC5hRvCJNqVXNEdc1imkZDlicroG166ygp+dRV83W/2CDNVbE0jvauVqj5Ms1k7OMDUygYWRBfYdC8cBkxwcMsnF7hO5+HZvGLYf9MUxY3dEhkZhsLdLJfKanBxTpZI3Wylb/gECaGJMRjEPqZnuMxOjSt1IEF1SV1ySWM65JVw9t0A7OY3VyU7M9FahrzYT4x2lGGgpx0hXnbJlF84tqykA59aXcfXSWdy9dRU///Qznjx9il4ZS9TTpZRNe98AqmvrCBgBSzEK87NRR2jKCqn11RX8bKVqPzIyHLa2djjNYmxqjq1bd+Hrr7fiwIHDMDO3xGl7e9rLUHj4esLVww1BIYHw9vNARFQYsnNyMToxieu37+Luw6cKKgIKCS4XVtbRfj3CxWs3+fgSrty6u6FeXqiEVx39I7j7+CX65y8jqHgE5gSQaWwHfPIGkFHZifL6NgJNrrkBNAJHwPOQVkyuMzEzj3v3H6rKrwFgAzIbKkYrPKYeCzB0OMi+/pjKhkVtJTm9KpqFkiL7/6GOaVMOlIJR19Thox2TImNqXjx/hnPnz2FkbAz5RSW0Oe7wDYvT4ioyDqZEeowqEJVcAAfPKBwysoOzfwQ+2UrIfErYsPzmcyN8tuMkjlp4wck7BrsOmWHHQVOk8hrSCyUJ1nUbJTGbkw5e8KXikfw2QfHp8I1MUpn+xBLJUIHv9h5XcZr4/ErEEjZxeVWIyalg3SiDvWcoTrMEJGTQ+uSrEsUSl5WP2PQcxCZn8H8PgLmVNU4QNocMjmDfgT0wOHYYRw2P4qStBbz8XOEZ4E4wGmPf0a38rJ9gL6Fz7OR3MHXaDQu3XTjltQcO/vvgE3OEIDGkGDgO94RdcInfCeeE7XBN2QPnuF1wi9sHX0ImONMY/ilH4Z98FF4JhEv8AW4PwSv+ENyi98GLAPKIIYSi98A9lgCKJ8Box7Z0VOWhp7UWvW316G1vRG9LHfq5PzPai3nar7mJIczSNkwPdWOOIJLjMrJZxowsz4xrcY6lM7Qcs2oE9MIMW33aDr2cpyI4S/WzPDeA6ZFGjPSVor0lGfU1wfzDnVFQ7I7MQkd6VUsk5lghpfA00ood+ec5IDHXVg1KSsl2QE6+J85M1dEmjeDSOtXZXAcqS2QagwssHE9hn8lRWLg4w8QhCdsPheOLXUH4drcvTpgFw8MzHvEJOWhubFGDCGXyp6SxmCJUpMgaWuOslNX1jZiensLU9ISCkSSzl2WRZSyMDLK8ROs43V+L+eEa9NSmo7ehEOfOCJRHCKNVXL9yEaurBNT5NVw+v4pLBM+YqMGVGUxQYXW11eL65bMqd5HMpO/paFGz92VAWVlJCa1oCkoLctHWWI/62ipEhIXDyuoULK1tcfiYMY4cM4WpuR1O2bnBwc2T0I1EYHAw0jIz4erpBr8gH7h4OiExNQaJKeFIzPBBeiZ9f7wlMnNDUFyWjwYqp9W1swTCMxUwFtDIYDYZxCfd43Js/eJVrJy9qBKQSSK3DsLngVgoQkVyPXdMX4Jbdp+CT2A2rXRuJfpnL6g5YBp4qJq4LzEfAZyMfm7rHISss64rEL1L+72KeQ8grejHBDaaetGgJIDRE9arfVU24CTnc1+KvF7A87d/1WAn3+/OnTuYmJxS9rWgtAJZRWW0O+UIDIvF1n3H4RESq+xTcFQGrByC2VjZ4KOvTPFPfz6Bj78zgpNPOD7dZoQdhxxgYRdMS5OP+KxSwqUGcRkF2HvEFAcMrZEuY2skdqNWeKjmOcUITcyGsbUblU0cPPh+EoMR5ZKwkXQrjrbp2928hx39EJNL4OWUK+BEZ5fTapXCwtYLpz2C4ReTQmWThOiUTMSlZiM4Mhqe3l7w8WOjesIQR44b4MDBfThw6AD2HTwAW0drePk4w9OfKsfLHqY2x3Bc5jda7YQRgWNi+x3rzQ7Y+x+ES8ghRKXYwJ2WyD32IHySjhAqBnBPpm1K2g3XxB1wS9oP56h9CKX9CkolbJIPqmCyW/w+pXT8qHqCko7BP/Eo/BIN4EM4+SYegW+yAQJSjiOQCik0/QS25CVGUbX0sYL1qsFnxXlZyE1PQkt1MQY76jEx0I7p4R6sUvFIT5WkyhjplbhQv5o6IWN4BDD6GB9JkSo2RLci6wSSjAFaXaRtW5nFyvwIxkabqCjqMTXOCtyTj/auVFqOeJRWUQ0VuyE31xHZefbIKXBGZr4zvaYr1UAgutvjMd6fham+HEx252K8uwCLY02oqaPnTYxFXHISYvlnRNPjZmcVordb8ucMqhnmMpNcVMzk6LAGHFktdGqC0KEik3SoE1NobukgeCY1+EyxTPL5KYHSCCZZZOT2ytworp5fIWhWVLZCyb1cXVGCBtokiflICoumhhq18GFjbQVqqkqRT5jI/KpQKpDYCFovqsh1wlgsqqzXVSejo4MCYW5ugaNHjsPwhDlOmFrRFjritCPVi1cQfIPCERwehdz8QjU2KSwinMrHlpUmCOFR4fydkpCUJqt5nEZU3AnumyGd1jUt3QhZGSbIyzyF/FxvqrosWrgatU7T5Ss3sXTuEsqq6vD9u9d48UpSrGqJ4yV3zwqhVN/Zo8AjIFFKRlmwl7h5/xmqB1cQXdCCmOxqWEQ3IrRkBLMXqJbeA0i2z9HY1Y+SujalqiSL4i8//1WzWKJwNoquVpTV0gGykQ/6vd1SikdTNzpwPgBIXitKSlM3Eqt59uwJVtZW0dTcQvtQiexiDTQZsvyLChBXKFXj5BmML3cZ0HZY4aMvT+A3nxpiy5+PU9WcwD/TRv3xK2Ns3W8G96BIVsw8WqQPAWG9xPD4zgNGMLfzRiphI0FeSSEqeYtdQ2PhFRYPIxtXhMZlICmvAslURAo43JecOFHpRfhy52HYeUeoXDiStiKKMIqSnDjxabwHgmn1BHYZSMsrVeNy3H1kOoM7PKhuT560pMo5jMNHj+CwwSGcPGUBnwAP+Ie6w8XrFEytj8DAZCcs7Y/QYu3DScf9sPM8CHs/lsD98Ik6Dv94YwQmGCrouCUegFsCAZS4H0FpxwmcfTxGlZNyGJ6ET2C6gSo+ybRdiQepeAzgm3BY9WJJz5b0ZAUmiQUTNXSYwNG2welHWQywpTwrBeMDbWiqr0JsZBhSkuKQmZKA+vJCzI71YWmWVoOVScaVyOA1UTwy30qG6kuX+vKZ6fdxELFb0ttzXvYJnXOSPlXBSILQmjI6uyQDD3m95QksyBpUM320I10YGaWKIpDOnGnD4kwrZicbMDRYSVA0Um204cxkGxamqbomurnfz/1hNShR7N7U1ChbsAJk5uXQvuUir7RILRI3PMBrq5noYywEDGEzOSnn015JmZBCmE5Nq0BiWzttE8EzIyktZiYxq9bSmqYlkzKDkcFB9NGi1VSVIy4iDOUF2aguIwCHO7S0IkN9KCkqQFJSEsGXpXISFRcV8nuI6llWiuj54we4d/sGysvKEEGQ2Ds4s1Vywyl7N9jYusCNXt0/MBJhkVRpyWmIjElAaoZ0h4fQRoVQ6dgjPCYcMUmhiEkOQliCLSKoaALYSgVG7kZY7D5EJRyh9D6GWP75cWyx4vmnp6SboizXGSV5figtzkRNdR0aG6gAe/rR3NqBn3/+US1n/Pz1O7VOuyQZe/jsBToHRtFA+Fy8fhN3JT6kgs/amB6xURJcTiluhE1iG4ypgKzi25HRzMbm6gMCSHq+XqCurRtlDe0qH5D+Wpn7JT1VAhQtziNQIUAELgSPHFOPCSQtpiPPaVulhkQJbagheSwL38m64/dkvhwblIamZmTlFRDcbmrgngAmvVBgI0sBFxEAWax8gdh+wAZ//tYAX+w4it99cQxbPjHEbz87ga/3nKLt8YZPWBqSaHcsqTI9Q6KoyktVfEYG7glw0jbAE5mUhW17DalY/AkZLVG6b2wawgmOBOl54tbc1gOhCVkETg1hU6mUTQyhE51ThoDYDHy+/bAapR2ZUUiFlIWg6CT48j19AkKpbCPhFxKB6OR0tY55Jr9LMhvXwJBQWFhZ4vCRwzA0OgETC1M48x6RBF3eAU6wczGFkeV+HDORnDjbYeN6hLbwKCF6FA6B++AUsp9K5wBCEkwRnmoKn7ijsIvYBcuQrXCgPfKgYvEiVHyoarwTDyEg45gKIgekHkFomiFt02FasX1UN0fgHXeI8DJAcNIJhKYYqS70EJ4TnHYUIbRsIYSOv8SKqKC25KclYKS7mTarCf1dLSopllis5RkZANiPOcJnhipnerALc7RcEutZo4JRAeblOcjyLipnjwRdWRR41qS7fUl1ua9TDYkqUmN9CKaL6/I8H0uwmgpIuqNl3JCMF1qUeWME3fSUZA8cJjQGMD7Gwu0ELZ9YImWNWAQmki1Rsv7JiGlZ87y5vQW5JTJXpQCV9dVoam1WqmZOIEL7NM0yQ4gsLCyo42KpZggWAdDo6AgqK6vQ3tSAnrZmNXVC3qehvg5pqSlqSeRT1tbw8fJADAFdW5aN7tYatDVVo721QS08KInD5uem1fs8e/IAb189VeWndy/x15/f4W9/+QF/++V7/PLjG9y5fQvVtY1ITstBQnIW4pLSkZKRg5zcAiQSXDFxsQiLCkNAqD9bNz8quSAkZYYgJpWtZrwFIuIMERhxAkHxh+nH98ObN4lf7C4EU/KG0WOHEz5RbH3i4w0RHW+K6CR7Aoz2Nj8dtbRxYyNsUNhgXL28jgd3ruHnn97i7bu3eP32nZoO8ezlK8iCcd3D42jtG8S5qzewfOEyrkjPGIGjls95JMFlKrxuNkhnbyOyYgJmcR0wimmDbXIXSrppO+88R2VjO0qpeARcqjteKSICiPtv3/34AUCiasQybYBFQUbslYKNDiYNTv/Gc37++Sc8uH8PK6sr6O7tUcMQJFdNZkEpIUMVnJ7HSmeH6IR0RCRkIjA8BUfNvfDZdguqGkLmYwHNUXyy7TjVxnEcOOGEU26RtDLZKjCcXigzu6vVyGGr024qe5/0PinwsCTkUpVQ6UgqVHuqkS93GsDGPUQFfpPzK9XSwKJspMs7KjUfNi7+CKEKUnEbsVIsMbRTkpDLKzgWhpYOaupDIBsdn8AwuLh5wM7BAe6e3ggIDoGPrw88fbzUXMSYhFSk5hURikXwo92ydnCEvaM93L1deK4H3DztYGp1BEeNaaeocExP74apw05+PiqXoCNwjaA9iqRaiTuGiGQLhCcZwytuP1zjaaWid8M97iCBYUJbZAKn2P1UOgZKAYldCuMxL0LIjef7SE8WlY53/CH4xlPNyAIOqTIvy5yKzZzf0YKF+ywh6YRWisSOjmJLFKX6SFcjlqggZH2oxRkqBAHNEFt/qhuxWaJ0ztEqrZ6RpOaSm0frRhZoyNpa81QcSuEIeFQOHoGQWC0WZbk2eoEWZeyLlr1QYkJrooh4ztrCnCqyXIzYFc2yCIRk5c5JgkODh0xHkCIrO8iKnmor6oQVXVb5lG17dydyy0pRSftSUF6iVp+QGdtzklB9fBZjYzPo6pRljUfRTVWUk5aKhOhw+BIodnb2BIsnCnOpYmirBrva0Ex1U1NSQNtUjtL8bBRmZ6CG1+1sbSR0p/DkwR28fPYQ7wiYdy+f4uXTR7h26SJ+ePsSP719Rei8wvdvX+D7N895jNu3z/DTD6/wI2H0/bsXuHbtvIr3JCbFwj/IF2ExYUilCs3IjUdsli9vCmu2fJStMQcRRukannicEDnGG94AITG8MeipI3g8mHLXh+DxiNmBQN4QAZEHEZnshpS8KKTnJ6OVjcsyVeqd21fx7NEdvHlyF2+esTy/Rzg+wA/v+PnfPsc7Wq63hM+r12/w/MVrNUBQet0EEjJb/dw1DUBq3hcfdw9PorWXVuzZa9x5+BLjazcQUjwIM8LHNKYDdindSClpJnha1aRTAZY+DkjLCfQKj/nat9L79ctfqXy02IxuqXSrJY8lzaeMFF5bW1MrQMho7LTsfGTll9GOVxI42vQEGcyXkF4IZ69wHDWxgatvGD7++hg++sqIoKGF+uQYfvv5cWzda03VE6y6sLcdMEYCASBBYBmXI0V1d7PklNbjpJ0nQqicxPoE0y5JV7cHlY1/NFUpj/nSSolVcgmMVaszpPB1pbXN3FLVZJewYufC0TsUIfFZrJDFiKIVkzWrpCcqKDIJfmExcKN1sj51GibHj8FC8lN5+8DHzweubi7w8HbnY4EKFZWPBzx4n562d4DlaTuqsmB4hQYQVh5w8XCEuc0xGFPlmJ48BFObvThhsx1m9rtg5b4Xp7x3wyvagPeJxF6OIbHInpA8jZBUQ4RnmdASGSE4wxS+qQQN7ZaHqBwqFx+qZz8qZz+qH4+Eg3CK2gvHqD1wZaPnFX1EBZDdeI96xFJ5854Mo8UPTTOiTTNUcAql3Y/MNEdwKtUQ97cEB3ihvbYQXc2lhE0H5qkuVuaoamRE7ewIpgkfGeNzYYkqZ3GaoJCiDZhbX5hVwJEcO2sLonyky13s1TwBtKGAlL2SmA+3bGHXCBUpsr9O2EgvmOQmlu2qQOfMDJZo3xaofmT1Tlm3SsoCQbN4ZpbbGaUq5Ll5VWYUgN5Dia/rG+lHPlVPQiZlcko8Coty0NnSiIbKchRQ4VUWZsGHvtjD1R0nrU6qNKyeXl5wc3MlWNJRnJuJpNgoLeZFOxUbGYomqgTJydzf1a4WF+zrbMMAy9Wzq6y8TwiSVwo2b149I3gu4MWT+3j97BHevniC16+esFI/U9uHD+9gdW2BFqeNKieaN4s3wuNCUVKdy1Y0EolZrgiLN4Jn1G54Ru8jROibY6hiUg8jiHDx443gQzsVLt2Wkcd5QxsijC1IKB+Hs9WJ4I0RQTgF0a9Hp3oiuzCbKiAXDY21uHXjPF4/vYN3L+7j++f38e75A3zP/VePr+PR7VU8ubeOX75/jh8JxrcqVcU7DIxNomdoBE8IIVm769HzV2og4vKFS1i+eElNp2jrI5gk+ZiA5Imc8xYtY+twyehRAeikohZklDaqNcOkC16LAb0izHjuRkZEeX1n9wAePX6iYjQCHxnE98MP3+POndtYXFpGVU0NCksJlrwS7Dh0ArsMTGib8gkaKhBRFYk5hE0EDhx3wD/96TAtkwHthQPMT3vgN58dwZ++MsYeA6oa51BaJukmr0EK7c6h4yfViOEkKhABjsAmjfBSXd5ik1LyYWHrjmBaH9fgGPjHphM2hUgtrkYKbZb0Yrn6RSrF4xIUr+I2ibxuQVWjSpYeTdB4hcTDysEb7oERbBQSlHryo31y8/JRvZGGxw7jwN6dOLBvF2ysTyJQ5hgGB/OedIaXtwd8A3zg7uVE6x0KL18XQsgVru4OCAySuV8ecOaxk3bGOG6yV0HHxs4Aju5GsHE8BGvnvXDzpy2KZEOVRKgQImGZpsiucENioR2PGRGEVoikSvFloxaaYQ7PRCqfuF1qqoM/ISQDBcVOic1y533pGnOAW6qcxBO0XSYEzhG4EEKeEmBOPkTgHFOqyFVUkTSMGcYIEwVFGEkPGMFjh/zMQGSk+WCsrwYrs8O4tDqDi6syZmdKAWiNSuccwSKTP89R7ahxOhI0luCyKBiBCcEh8RzJNihKR+vtInCofgRCOmjkPFE38rwUAY4oHVnlQgboSZHZ8gIjteX1l/jcPKGigWgGC3wsx3T4KPCIbaLdmp0axjThOTzcxxsoB/kERzBVXTT/MPkT3VzcYHfaHq5OzgjjHxvGPzgnIxX5uVlIjI9FemoyygvzUF6Qi5b6KnS31avkaG1Nkj+nDr0dLRjobmfpUNkah3o6sULYPX98D+9eP8eb109x+8ZlPH92j0qI6ufqBczMj6OukTdzRgqycunR0xNZWVKQWRKN5BwvxKeeQmisBPeOwId/qmckpW7ETriG74JT2A54R+5iC8tCGHlw319ARHnrH2GIxIyTtJaeiE23QUySBS2ZKzLL4lHeVI7iqko0NTdgif/ZrRvncPvqEq0uK/edNXz/8gHu3zyH7qYUdNeFojbXCXX5zlgcKyeYbuHn76nI3r7GyMQUBscnab3e4qkEnmXVUgJIYj2y7nsTYdFCxSO9V1paVcJEjYDeWAO+8wwraBNi8+phGt0C3zz+N0vXceeRNlBRT8UqAKpv6cTgyDjh/ACXqBoHBgdQ19CEwpIK5FI5ZBMEWTJ4j/vf7DXAzsMm8GFFP2HhQfVig9/8mTe02KePqWo+PorfETYy6M7anhU3PFkN4pPZ3GrwnigalsSsEoLKCtv3G6mMfqn55WqcjSz3InOhZHyNe2AMTKxdaNcyECfnEFgS25Ei0EnmZ5JF8gQ8nuFJiCXAkvIqkVdRT2WaQ6WUCs+AKELAi4AK4/+WAE//cFifPInjB/bi2IFdOHaQVsjQAN4+nvD192GR/FFB8PZ1V0MigsP8qXocufWhMnbj8w7wD7SDt78t7N1FuVnC0PwgTE7ug5XjYdi5HoWt62GccqUiCWLjlEjbk2HJ7+zIz+2A3EovZJY6IyTThFAQdWJCuFggIP0EwgmlEILGh3Y9grYqJkuGvBjCmzByj90Ll/DdtGr71ABBZykCIh53T6AlS2LjSPD4JhE6PObMe9WF9s2DNs2PKj08y5Sqh8ozJtKMX4beK/A4IiNOoSgrEmfnRwieGVyWeIxMoTgzocAjdku6hiVQLPARy6RDRIAiXc4rBIFSNTyugMOier4EOMpmiU3TAKM/1s/X1Y8U7TmtKAumjgt0qHZYFHhE+RA6kmh9RpaYmRzh41HaRRlbJMvOdKGiNA9JGWlwcHaEk7szMrgfFhqEtOQE5KYl0Wolq5685rpKdDbVooeQ6WPpZelpbyJ0mlBelI82Koa+zlaldiTVqb7f09WKnu5WjNKaPrp/HQ8f3UYXH7e0NSCf4ItLikN2UTZbz3ik5YUhJduT6sQSIQnGtErHEBLH1ifhGAIkVhN7CP78I71D9xAwu+FGOesdtocVYB88onbCk/AJiKLlijdAbMJR1JeeQltPOVavrmNiZQqVLZXoHupGbXMzBgiLmdULGB4Zw/BAJaqLfVCUaYuitFNoLPLC+fkOKrJbuLA6jsayUFRknkZVjiPqCv3QWxuJa+uD+On1Qzy4dxPr5869j/1IziHpdtfg84JqaAINHb1YOneRSuiBpmD0ouzUK+SX11P1NMIkqgkmtF+WcR2IqpjA1Potnqed85AKqJHXqW9qQ3FZBRVrOQttTlElfz+BTaXKLRwWmwEH9xB8xUr++baj+M0nR7DlT4TNH1m4/WcC58AxF5x2DmHlC4KzZxBsnX1UMFgGAm6GjuzHZhRSBVkQXMepLNP4GyeopV/8aYHCUnOoXMr5e2exQruoLH5J+ZWq10qgk1JQjWRZ9I7HpKv88x20xAnZiEjNV7DxCYyEj28gfP0C4eBGZUPw2Dl6IiA0lv95poo7eXoHwsTQEIf37YSFiSH8CRwfL1cqGW+CxZtKh0orxBfhEf5ITYumJQ9CaKQngsIc4OpljuNmu7H/xHe0U0dg7WoCS0cDmNjvpgLiPRVpgeRsJyRm2xKYVoSNO9JLHanCrBEjMRhan3DJj0MQhBI+KcV2iMm3VCOVo7KMVYnm86Gp/G0IEzcqbUfelwIb14iDKkbkEk3lQ4vlRrUjY3tEKXkSNNIN76V6u+S1R9QYH++kwwhJN0YsP8sWC4dvYeVED3jqG5if3AZXB1O0VOWpJVluXVqlxSJcqHgk2CyBZckkqNZSp6oRayVKZYUqRMAiCmiOtmuVYFhf0BSP9HgpuBAkEtNR2037AhkVgFYKSAONXFOpILkmi1gvKWqfx8V6ybLBc7LEzqy2iqdMaJW0HpJHRwYvSrrV+cl+NDXSfwf6U9JKoM4eYeHBaKirUEMCRnpbMdDRqOUeYhnoaiZMWjDULatsdCiw9PK4HOth6ebzXe2N6Oax7s4mlZu6g4Dp4uOe3hY0NleipKIYmfnpyCpIIPACEBxjSYnLHz+agIk7xsdH+Jj0p8cOJEDcY/bAl3+aTKhzpywNTDrC1vY4ghMNeBMbIDrZFLHJvAlSKFUTTeEXYYq07GDk5sdisC0OTa0dSEhOVKtdLqyto5GPy6vr4StpLV288NX23byBfVFVGKTAUpvjhNpsbTvYkoiHtFgvHt/ERH8FynK80VqVheosBzTlOWG8IwsvH17Ej98/w08/vsMP797hzRuJ/1D9vHqLh89foHd4XA0wvPPgqUocL+u/3374hFDS1IzAKa+8Dg3tA1i88gDhxUOwSuiCsYoBtSG6ko3V9ce4/eg5Gtp6UVpZx9+uHDmETnZBBZIzixESnQZDMxeCxgz//Kej+GfC5osdBvh0qwF+/9lxbi1gYOxCJUFrnS3d5VQ1BIKHXzjcfIMJHi+oiZyEhTZNoZJKsxRRqbnwCI7Btr0n8O2eEwo8MgVBFIxSNLRSsg2KSqZdc4OLP60wIZPMawiAkgieBL6PLIAnaSkMLR2pjsKpbiLgTUvlFRgFR2dP2NqchIWFGU7aUnF7BcL21CmqbjuExSQjnu+XwBIkaUldnODnRzAFeFMIeCEsyh/h4T5IIXAKiuMRHUsVFEkAhtnD1ukYjphsxQmrnTC33YuTTgdx2t0AboFGiKSCTub/m5LriDgq4vjck0jIs0ZOlSvicq0QkUZbWUQYFdgiiSCKzbZEWNYJgkjy5xgiWCkWAoSKxYvWyUOgEivlIBzD9+N0MNV4xCE4cd9VwMPG0Dv2MEFzBJ58rQSaA2i1gggzAU2QdKGnyeRRbaBhSCIVz6ETf8ZRk69wwuxrODrtQVqCJ4bbq7E6PaQslwz+W5obVbOqpcxODmJsoAszY4OYnx5TKkcGDQp0NAhRhRAEmv36YK0EQFKUOpItwSOgEfhoxzagw/PlOhK0liLAka102+sAkviPAg/fe3ZyVKVtleRdY4N9GOrtUitGzPJxd3M9mmsq0FTHmzknAxFRIYiIDEIB7VdNZSmVSxOhovXmDRIimoWSxO2aquntbEFnRwM62wkXAqqX6qa3pwVt7fVoaqlFdX0lCssKUFSSh5zCRCRk+SMy2RkR8XaISjRji2aIkPjjCEo4Dl+qmWD+8EGJLFQrvnGH1VZ6pALj+Eez1fCifQrg8YhkSfEqPQ2mvDGdkJTjh/S8ONootqDBvkihNczISUcO7WFJaTGqaupp5VpgYGSK7XsPskWMR0lZHZrb+1Df2o2xqWUMDo+gviQWNdkeaC7wJFjcCCAn1Od7YXG8Dq8eXcfNK0sYaClAI6HTlGOLlkJHdJT74cJ8O3549QB/+fEVfv7pHd69+16lo3j84iXBM4buwTGqFm3m+vU7DxSAzl+5oWCkgade2TGJ/chSy0NLVxFIAEnv1/GYdpjHdyC1cRoF1a0oq25AcGQq1UoY9hy2w0dfHMc/faKpGSn/9NFR/P5TAc9h7D96EuFxVJNKzVDB6ImxuC+xGmfPYLj5h8LRzRdptFBx0k2dkAXv8AS4hcQoK+UbkYRv9hzDgRPWKiCcxteJfUqlypJtQk4x3DwCYO/sp5byFeioniqCKzpDlv/NQmBMIvxCo+FJ2HgG8T+iopFR0D68tndILBztHWFjcQKGx47ihIkl7B2dCRd/uDo6wNvbB9GJycgqLkNBRTUKK8r53+UjLz8RPR3l6GjMRFKyD1WSK3xDHGHvYUTYbKfC2gVbN1b0ICPEpdupEf7RGdZIzLFXg24j02m7s6hsZBZ5hjmSix1Q3xmPlBJ71dsUlW2GpEI75Df6I7vSCcmEU2KuhUreFZh8mApmDxypst2jaaUi98E2ZBdOsziG7oV9xH7Yhx+EfZRA6RA8eI6rNJxUNa7xBxRwgjKOI5D2LCzLBOE5ZojMsdB6tvhcQLIhtnz2+e9hcOwbGJnswdHj3yLI3xSNFWk4M95NlTOINQk0S2/W4qTq1Vo5QyvDY5IMTLrUxW4JKAQIEpMRyEg2Q1niReCjut0JFR0oKqDM4wIbFfcR6AiYCCLdVsl1ZCurcsrieAo43M4TcLKQoKzaOcPrTxE4suKppDMV2Az2dqrYiyxZMzkkkzQ70E94dIh1oipJy0yBl68nW4443kxuCjICF1E0skpEP8GiVA+PdXXWoadTusnr0UU4NbVWoYpKqaK2BHklmUjNieIf7kPQOCA0jnY1iiSnqgkQVZNogcDE44hKkz9RegIIGEJHov0BSQYIoaKJTDVHRCLtVpwBguKOKHUTlSzHrBCf4YnC0gTMLY3hxt2rePDsHm7fvYVpwtbLPxD2dk44edIW23fxhnBwQmF+AeZm5zExO4e+Uf72yxfR2jmAnMw8jI9NoLN7CMlpBGReDmYGm9BaHIr2Yj+00X41F3mjJtcTYz2lePX0Du7fuYLlyTbU5XmgnjdwTeYp1Ik6akrErYtT+OWHJ/jLT2/w4w9UPq9eY4CKp294QlkvGXwo67wLhGTahYyKvnD9FvIrGtTKso9fvCV8qIKohG48fIHO2UvwzO4lgNppwdoQnl2FgtJqfPadGWS08JaPeYMKbGifPt1qhhMyriaU/2FADLbuPAJjS2dWWEn9qc0Ql6kO7wsfn6LFcvcNU0n/vWW5XrFQMamI5G8hOW1EzcQTRl/tPAwja0n5QIVFZSQBYynJfJxIYAVS8XhS7QREJiElr4T2pVD1cAVGJyGIqiWA2+BoGVGczmOp8ItKgU94Enyj0uATmczPG4HT1pawNjHAccLnyPHjOHnaljCJYMPQSntZhbr6MgwOduHq9Yt48uwOlpcGkZ4agIhwB55nrwHHZieOSw+Vwx54BZlQCdsiMukkGy5j+McbUrFY0x6ykmew0Uo3RQwtTWLuaSTmnUIqbVR2qQsiCAJRHTJ6ODnHEqkF1sgvc1BbUTxBMlo5kTChbXKL2Qtf3pcSOHYM34fTQTsVgKxDd8EicAesAvg4dCdcYvYROofUqGWvpIMISqOykQGGBE+gKKiME4jINFPxJIklRWSYEjyffYJjx/bA1t4cRka7ERZ8HCW5PpgbbcTSVD+WpwewOjuCFRlISLu1MDWAJaqhpZlRPi/HJYcPFQ4tmDZKWcBBW0R4aBZrWgWYJa6jlA7hIkVsmFJFch6LxG8+BJVptWjfROkIeBbU3K+R92tWzYwPYZpldmKYamcQ44SMLNqnUrEO96tFCUX5SBymraURuTlZqKfyaW1uQERMpOq2FtvVXFupYjrdSs20sDSx1NNS1avR0OW1hQRALnJKMtgiRCM6zYfe3JY38RHeaEfhEXYAXlGHeHMdhHvYTrhF7KDsZCsQcRze0QeVlQpMYKuUeJhSlH+IZNhPOEbLZEQ4WRM+dnxsgaQsT8rtYFqzGCqnbLTQzq2fW8bN2zeRkpSG5ZUl5OTnISUlBWl5uTh88CiMTU+qkc3+/kFIT0lDelIigcv/ZvU8svPLkJaWjcToKISHhsHAwFAtN+3p5o6RnnbcvLyC4c4KdNalo6M+B2cmejBA0N66vIZnD2/j3YuHeHL3Mvpbs1Gebkv42KIhx5kAcsFQazLu3ThDAD3H929fYXxyGkNjU3j26g2e0YI9eSkAeqVAdPfxc1qv6yisakTXIOFE6KiyESMSCN18+BIVfUtwSutCRLYoyFp8/p0FfvupEb7bb4eTjqEEfLFSNVoCc1qfyER8S8VjctJZAUdBh6BIIzRkgF9Ecg78qGoMjG0IjAi4+oQiPquElUtTNFJSaKdE1cSk5uHz7Ydg7RKIRL6HlKSNotYOzy7ltaS7OwG5hGJ+cQWiElIQEBHP/zMVYfGZSkWFxHEbn6VKcJyooHQExWbQVvAxtzKPytbKGJYmhirVrxP/C7+QcNqhXAyN92NpaQojffUYH6xFR2cZEpP8qfxceA5tmdtRWDnvh4WTZAE8jPDkU7wPrWkTj8Mt6Bhi0k8jItUK/mzQ/FOOq0oeI8m5VGDYnOrMErFUG2FphgglBGKpdmQksTyOFntFdRKSYqACwr5ULX60Sh60Vj6EiSf3ZYqEI1WOgyidiH2wCNkG84BtcAjdA5fIvXCK3gM3vi4o7QSis4ypto4iPNOQFovQoYIK5THp1QrJNEY4P09klgW2/P53v8ef//wJDI2Owc7RFEEBhvD3OoL0OGeMdtdidrwDs2O0VsNdGOtrxfRIF0ZpN0a6ZUJpE8Z5bHKggwqJgCKA1s7IXK1ppWIEFDK6eG2ZCkfSRYi92igCHlE7Ah3NTk2qrepOV7CZVHZKVI5cR9b8mp0cwZmpsY3Hmr2S5XnEYknRFuXTlE9DdZWaxtDR0YqcrAzUEDwtDbUoZMVOyUyCvasdqmiT6qtL0dxcia7uJpRU5qC0qgBJhEw8FU1Eqg98w63gE3Yczr674RSwHe78sQU0skyHazh/cP4RrhG74RK6HU5B2+Aatpdy9DBb1wNwC5Mu8f3w5rl+omriqHpiJRmUGbxiKJ9jQwmdZDXi2tnDB96BYQiNTkBHawtusuUTyJ4/exHZBSW8+SNQ3diIxcVFJMTEw8XFA77+wbyJrWBjY4sgPx8kJ8RRCdng6LET+Oab72DEbV1JLnolDtXahM7mOrQ3VKG1tlzFuEZZhgmippoStNaXo6ulBotUlD+8foof3jzBm+cPcW5hAK2lIShJtUE+7WNlhi1qCaHZgTK8fXEXL58/wvXr1/Du7fd4zSLJ4J9T+Wijn9/g0bOXKKttQXv/KM5epv16+FRBRwClwUd6tN5g6eJtNQK4pLKelTwV0ckFtGgNbKVrVJHBeAIeSYoeQBvz5faDMLZyVCOSE3NKWPkzVO4ZybbnQ3UjK4yYWDrCg+CJSMohlHTgSC+UZpeSCRZRKJ8RPKc8Q5GQTwuVV64SaUWn5iOSQAmLy1DTHEJi0tgwFCIju4jwL0FsWh5tGi0WFY2AJyIlj+o3l/vZ/Ozc0pb5h1NZ+/jjtK0D/5eTMDM+BmdHe0REhCEg2A/e/n4IigpDDRXP4Gg38nJjERXtBp9AW9oqB7j4mMHcbjcsnfbBwecI3EOonmNOwDvyKBs67kfKGlVm8E00REDKCRVj8U86phJuBbOEymC/NMl5zJJ6jLAx4PNs/AiZWAkgS48WASSw8aFF8k88puIzXrT+zry3nQkVGyqa07znHXjPC3TMA7bCjMWW97Y7G1cvGe6RzAaW7yG2Kp6Ak2sG0K75UwH5pwoMjxFiBnwPmUIhYLLElt/+9rf4058+xtdffwVLGzMcN9mHfQc+Zav6GeJCPVFNW1FekIaB9jpMDXVgtK8FPbxBu/hjtTdUoKu5Sk0qnezvwOIUrdn8BOGhwWeJdkz1dFHNnF2hpVr60FMlsR8VTGZRoCFgVKCY+2pQIqGj1I4cZ5kXi7WheCSmIxM3BTwy0E+ta96vrX0utkoWhqsoKyZQGtDW0YL0jBSUlxerxFslpYWora9EbGo8MnJSEZ8WSyUTQfvji7AUd0poW974xvAKp8QMOQjv0H28keldw/bBiX+CE5WNJ+HiLlAJ2wP7sO18jsdCdsKDUtQjhDI4mq1OkglvKlqs8KOITLFDTLIbUnMjEJUYjv3H9uOY+QlYOTrB7LQdXL28cczYErv3HsaOPUfx5dc7ERAUhOa6Kv7ubbh68aLKxPd//uu/8OTJUzTVNaCyvBTGRkb49NPP8IeP/oi9u3ahviwLRblpiAwLRVpyMmrKy9Wk3/HuBjUJeJCqTnJp90tgnKqqj6WDv0lbYw06WNqbatBSX42x/k7cv3kZP717QQC9wMM7lzHYyUoXa0EAnURl2mnUZjlioDEFNy5M4cd3z9TI7B9//AHvvtcAJFMvdAVUXteCsdlFXL/7AOuXrqr0GzIZ9clzvXv+jUpEllVYjpKqemTTPuWV1iK3RIqsmEn4cJvNY7KCgjety1fbD+DQCWuqzzhVRH1EJGerrnDJdyMpJ0xPOqnBg4k55RpwBDbcKkUjwWGCx8k7DF/uOgo7rzCEJ1GxiF2ifQqKTiZsUqmukqlqMpBCGMUkZSKESscnOAZufpFq5U1JVxFKKya5vH3YELi5e8HMxEwl6T9+5AAOH9iDE8eOwNLCDG5uTggM9EVoiB98fJzh4emoBv2Vs8EbnehAVIw3vIOke/wEPAKs4BpoxvcwhnPgcQWY4ASCIsmMivoIXMIOsyIbwSfOUI2f8Ug4DE+W4HQj7u+nnTpCGB2hCjEgeGjxCQLp6g6izQpLMUS4hAGoxAVEkohd8iIHEjy+bCB9Ew1gRztl7vctrGmt7Kh0HGWGueTSYUNqS9sljz0lTkmghdFS+asJpccIOKoqKh/JzxOaagyf5GPwoxJLyLTh/2JPMNkjKscaW7755hv8/vd/UPDZtXs7bOytcejIdliY74afjzmiwz2QEOlPZdNImd6klr2RGI/ARHWps4zyRh2nClpfGMfZZYnjTGJd0qeuaGBR87kWpnF+hSqHakfslfSESVFBYxkcKMAR5SPxIonviNoR1SPQkTE6G8CZGddiO7JssFisYSocWZpY1sRqbqwjYEpQVFKIgvwc1NVW8Vgt8vKykJ2XQQuSgYS0OESlRCI2PZw3qzO8Q0zhHHAI9gGUjP4Eh89u3thUMiF72bKQ/qR8QDjJzscO9LSuhItL8HY1N8onlPDh80G0W2KjYnkjxCaaoKXCDFlp1sjIT0JppYyirsQwP++8KMFzi7R6gThubISjBMdnX2/Dn774luAxwyd//hL7j5hgz0ETGJqcRgYVTFddMQoy0zA8IHOqWuDm4Q0ri5OoLcpEdXkR4mNjkJaShGq+TxchMtZVq1Kb9FHpSbxrqKdDqZrBnlb1P430UhF283G3PN+sbGY7lVBXUz3hU03w1FL51BNMTZifGMKLR7fV6OvXL57g1tVVdNanoyzdHlVUPk05rugo8cNcfyleP7mKv/3lLf7y8/cE0PdqKoTMx3pG9VNe34LpxVUV/xGVc+32fRWAluTzKijN47fuPUJGbjGKaGcENvll9RvwIXAIm5S8MsI8G/5RSbB28MLX2w/juLkd/8cC3tAVVDRaV7ka/CeAyS2FCRWRm1+EAo9MzFT2iSWB+3E5xQpUXoERcPMMgpd/pEqeJaOIQ+MIMSqoUAInglZJYjyF5by3qupQVFGrVvR08Y2kCo6Co5s/TpqZwtTwOLcmOGVpqYqJ4VEc3MdKe/okvLy84EdF6uHpBC8fFwSHeCAuyhs5maGoKIlHU20S6urj+RkscMr+EExsdsLcUe4zKgmqTG/CxSPakBbIBAG8x6IzrFQR2LhRnTjFHoZ99F4V1PVPJ2wyCZA0qu7k/Qo+/sm8P2WkO6EQlHRUxRj9CArPOAIrlvc3YSTxR4n7yNaLELKP2ouTYTtwMnwnHGi1HAg3Z0LHne/nQYXjRWXlzWv4EnAhmTIamZCRnlgej8wwRQhtVkSGBa93QgW3E6RLP9cWGSVeiM6xwZZt27bjk0/+jI/Yan711ecwZ0ucEOeJjCRb5KQ7Ij/bB+X50QRLPSQh/JWLK7h0YUWBQgLAks3v7NqiWl5lbW4UF2X+1cIUzhI8aqTzoiydIwAhrOZlpQoNMgIdPQ6kB6eV5eI5ApwzAqJZCSiP016NqrjODCuCrCGuwDM8oILIQwOsSFQ6VRVlKCzIQ0VpCWorK1QgtbK6HIUlBbxxQhCXGoPwRF/4U9HY+e2Hne82lm9gF7gVjgHfwZnqxYeqxlPsU/gueEZRepLqPpH74MHHAZGH4R5BBUTgBEezZYnlnxlNNZNgRticQnSSE/IL49HaU4OZsSKUlSeit78LV29cxJ2bF3F+bQ6P71xRcZSMlBQcO2qIr77dBivKcFNrJ0LIgkrTAAcPHYWHbxC++nov9u87rFaj6KO6lOkatqdP4zRLakqygsR4Ty0GpcettVGNN5LeuMEewoW/hwIyfx8pgzLQkfZzqK9TqcJxKkRRihMsw30dClI9fH1fRzNVbD06Wxp4/Vq0Uf10UzFdu7CKn7+X6R8v8fbVEyzP9aCh0B/tBV5oy3NDa64buspCcWN9FH/94Rn+5Zc3+Omnt1Q/P1D5vEVlcxsW1s7TfskEVJaXb1Vv18Vrt7By8TKu33+kZsPLHKvCsmrkCGwkHw5hE52Sq2AjweEAAkBgIHGbz787yN/NRQFHH2Ws78t8qoSsEhwzsyNYYhCTUaxShcbSJkkOm7CYFATRBvmHxSCQ24DwBAUXgYzEfGJps2JpnWQ/ijYtMjEbYVRCUbHJyMothH9oFBudOIKK1i4oFrZ2bjhx5BDMDA1UXm35j9w9PODl7YmAQD94+noQOs60WN5ITw+lxU/gb5tE4MSjtDgQcSnWajBoUDRtShQVTRAVSDQhQNB4Rx+DExu+U8F74BhxAM68B52jtK5tyeTnFHcAtpG74Eq75J9BEGRSwWQchWe6Bh73pH3KYgWL6iGEAggHSVMhsRuZ3uDKa3qx0XSM2AUXwsYlVuI4O2HHeuBE2EjiLumpCpQVJCRATCUTQFsVkmWKCFnGhpYtPN2YgCEYWaTXSiAUmmqEkGSJH1khLvMkorKsaJddkV7mgcR8B2z5mi3u1q3b8Mc//hF/+vgjqp4dcHM9jagIS6Ql2SAuzhQFOR4qD82UmuEtGQmXsE71cp5bWdbm4vk1NfdKEpevzVP1LGojnldYVgkTWa1i6cyk2kpvmIBHIKOCySyiclQXOYvWVc4i8KFNkxw/Ah4Zn6MFlYeV2hmTXitZVLCvm/apCMWETn42bSHVTimVQFp2OpLSUnkD8QaJcOeNawQH76046fMVTvp9g5O+X8DK+3PYcGvnT/hQVrr4fwvHoG/gGPItIbMXXoSPN2kfRC8bJoP9Yo0QFmmMOEI5lqDx9LPBaQdL5BIK7VQPFy6vY/38Kh49vYf/+b/+E29ZWZcFtNNDaKKS6KDtCw8PhbmFBZKTUwl5S3r6eDg5UZ6b28DO1hFenl7YsX0HPvrjn1Q2QWdHF3Q1VGG4g69vqqU6qaciaUR3q4CiBeMDApQuVQQqAhxV9GM6gKTnjyAc6u1QVkoWbhyRrQTlaVMFTNLLJ1NLBGStBI9MExG718L3l6EUzx7cxC8/vlZzzp49uIXZwVq0FPihs8iHxRvdpf6Y6c7HwxuL+PmHp/jrX36g8nmHhrYulePnxWuxYFRBr7RxQM8IIRnzs3blukrPkV3IxqO0EpHJmQiKTSFoqD7i09VCd0k5kvdGCyQHEEKfETzWDt5UN5LJT8oH+KTSRsWkFeKIkQ2cPEN4rTRIDCgwKhGBtErBkQkIobIJkwRcCZkqQBxJNRVH9SQlVhJsZRQq8MSzhEbEwcXJFfYOjnBydoG7J61SQCj8qJAEWIFRKfDyC4WNlTXMTxyFk6MdIqJCkZIcheyMaDaGaQQNG5DWXCrLLDTWJKOuKopW34kNmiFt+iF+FjMkUUVGJpoTlJYITzFnxTWBh+Qspt23Y6PoEM77kfdhYLIpfBKOqYF77glHEJhxAu4CmWTCI2UX1c5BeLC4Je2FL2GjTcw0UDZLFIpM6vSIOQCX6H0qBYYDIWPtvwMOIfIe0o0uCmcv3BMJuvh98KZdEgsXmWNCqBgSNmYIUo/NEZlprFJfBErgOtMUUdmWSClyoLqxpuWSOJI1knIlbzO/TwLhmmJKEJ3Clh279uGLL7/Gd999h9/+9nf45tuvYXCEH9zrFEJDSV3+KMERBijNC8LYQDMGBiXguYKLZ5cJnkVckn1WtsuEz9LcOBamBlUPmIr1EEKydI7EemSpZIGOmmpBlSNBZLFZonZ0xaPiO9yq/Q2LJWOFBDpTYwMsg5gieMZlnXeJ6bAiSbL0sqICpKUm8o+OR052BpJSU5HIEp0YBHvvQ7By2gNb929wyuVTmLt+Aku3z3Da5wtaq28oZ7+DS8hO2FP5uNFCeVPdeNFC+YZR2UTxB+V3T872RU1jPgorMlmyUV5TQkmfBzsnewxPjOL5yxe4eesGleAaFheXaHvqkJCcAhOCJTM9DY0VJSqJWkV5KX/LUOTkZyoLmZGWjAA/SQxvzt9/F/7whz9iB7cZSYkqIF5EmJaXFKGzuRH9bQ0qkK+tfqopFw02AhmtCDwksC5beV6UzgBtlqz4KuOSZJySgEfWEBtmGSV8JKmbDCXo65LhBG1ob6TiEfA01Cj4yIjtZoKnubYcPVQ/F1fP4Oe3z5QCevPyMdXQPDqqYtFc6IXWfA80ZrugjfZrcaIeP7x+qLreZaneW3fu4c277/H6jTYCWpLCPyOERP2I/bp4/RbVjnSnVynwJOcJaGSCpixnU6uKJEeXALRPUAz+/N0BOHmFqFnkKTp8uJ8sNiqziOo2E26+4eocj6AopZpkFU4JEofHZSCKKiYubQM0BJsoK9lPIHBkLS/JGCBLMZnTEhtSzRw3oPr19UZgoL82t8/bFwHBoQii+hH4yLIzco1q2srhvjZ01OVjrKMEo21FGO8qw2BbPvpa2EA1pqCkOIANF21ItAH8Iw2omk0JHFPEZ1gjnFAJJXCCko3hn3QCblTddqG8f3lPusYawI8qIq/GCw2dkciv9SQUjhA2VOIZh+GauBvOid/BM2U//Gi5PHncK1Vy4RA6aVQ9qceVrfJJPEybxdfEHVGDAE/67YSt/x64R9G6sZG1j9pNpbNbjURWeXZoqQJkPiDhEpJB8NGOhdCWRYjqkQC12KlsC6oqI9VrlagyixKetFoRqRaEkyXLSdo7Q4LvBMKSjLHlyBFDfP3Ndny3bRt27dqF3//ht9i58zuYWRjCP+gk3PmBAiLo57xM0VicjKWZISwvzRI+SzgraS9knA7LRQJIQDQz3k8pL8saD1HtCHymMEsYSe+WrEaqVmOQyaTyOhVsnuExiQNpY3e0OVhisbQudIGO9GZJkTXXlUUY1lb8nBgZRC4tVUpSPOKiw5FLxZOYnIbkDLaWwQ6wcdqGU05bYee6Cw4e38KJasfVexscqXDsue8evA0uQdvgEbiL0NmFsCj6YBllHGyEqARPJKaHwS/MC4lpcWjr6EBXfy86WYmfUNEsLy5gYHgEUVG0cLGJKKhvpd2rouXsxc0bN1BUXo2uvn6sXTyPtdVV1BTnYby7BY9uX8Gdq+sqv1FpXhbCg/1hZGSMLz7/AgcOUC77+aOmPA/DXWKhaHkIneE+LXAuPXY6cDYDZljt87hSNNwXayWDIQmSoe4OAoj7VEeDLP0dVEptzeiWQps23t2EiV4el2Azn2+ur1Hg6ab1ktiPKCyZoyYQ6uB+Nz/T5GA3v8dV/OWHl/jxzXO8enYfc2OtqM/zRX22M5pyXdFa6Imu6mhcXB7EL++e0H69w19++RE//PgTVZAWgH799gelgkT53Lr/GBW1Taiqa0JeWS3yKxuQq3q16tRYHZk1LuomjWrG3j2I4DkEZ79ILYNfdglVSiGikvMQTvUSomZ8Jypl5B+h9XS5B0XDNSCKgGCDREAIbPQi2QNlsml8ag68vPxgbW6O3d99g/07tmLvzm+xi8Xw+FFapXAEB/kjPCSMDYY/vH0kduOL+PgEDA7049yF87hx6xpu3LiEyxdWsDDWifHOSgy0FaOrOZvqMQFZGbRcUYRLtDHvKxskZ55GVoEzkrNsEUboSEoJsSmhtDb+iVRDVDzOEfuUtZKxMnZRhET4DjjRXjlzX2aKOyeI5doJh9jt8EjicRZRO65xMqjvAGFhzK2ksCBwaJtkDpWrpCEV1RO5VwHIjereOXKPeh8P2jAZe+bN9/Pi+aKSfJJ5HZmdnshjMmM9iTCTGe1UPMEEUaRMvUiX6RVGKh9PtCidQgf+Zy5IznFATLYNre4pwolqKZXgkYXbDY4aYffu/ThqcAR//PhP+PSzP+HAQX4Bl5OwsjOA8cmtsLbbheQYZ+RnBWBhQZYDblcrSahcyywCD7FeklOnr7NRpUpdX6RymRpTs91XJSBNRSQVTtaQOkvgSPxHWa9Z6bWaUFsZsyNFYjsSF5KpEDINQ43jERBNEERiuUb70E8IhMVGISTAj9YlGTEJSUhOI3QCreHi/h3s3b6GvSftkyMVjM9eBFKu+pPwflGH6O3pW6OOsPXjDxZDS5noi8z8eGTmpqK6oRptrLAT/Ew5tG42tqdoOROQnpOH4PBIREdEUgXU0Q7OYHFlHdfu3sebH1ihvv8BPR3tOENAvnj6UC3Mf//+XZyZmyNkMlFfWoi2qmKU5GaoWMCenbsRHehN+V2pJqF2t7cQNgRDZytGqEwEKn2d7YTtAPc16OhbZa8IGVE1KlhMyMhgSRkAKYFjGQw5ROBIL9ZYUwOGSsrRXViM4coqjFTXok9iOYRJb0sDRgifuaFW2rZWKp1aBSx5vaggGWApE2MFRAKkDukpbJReTZlQPIq3zx/g53ev8PblE9y5to7+liyUZziiJtsBVZm2qMlyVr1f964v4m9/eY2//fV7/L/tvWV3XFmWtZsFyekkpxnEksVgMTMzhihYUoSYWSFmZjDJzJSGdNrOzMqs7qqurK6qrnfcj+/9LfPOtUOu7l9wP7XH2CNC4VDA0dnPmXPttdb++9/+E3/5639SAdkD0L/Qdj15/gqDo5MYGpnkROxBQ5cNVkJH7JUEi2WYqWbMjT3wCojCN6c9VUV4bqlejTyOwjIqGoJFVqMKqUJUUl91DTKKqnjRKUFMGhVwegHtlVUthwt0Cmm9MrLyFGz8zrni9NGvcYrDkdDxcDwJH84DLzcH+Hu6Ij01EVFhQYgID0VVZQUaG+owM9pDRdNP2zmKu5wX927wQkpVeOfudbx4/hAPbl/A/EQzWppzYNBHw1IXh9bWFJhqw2itImjnqAbM51FMC1JEa1JSG8RJ7Y18nTfK6oJQYg5Etp4QMMjytKcCTTFVRmq1A8FyBukGKheTO+L1DkjQCnxOIEV3FmnVbvw/N1oibwWcPFotaeSVzsdlyTyf9imLrytL57LUna0T0Ej1uT3hVXJwMvROyDK4qPam0mlQwUYUkyzJi7WqoeohbGRbm0JCqIRAKeL3qKDCqbSGQWsNRxlBI98nj0qnlN8zx0hYGYLwXmB4Ijy9/OHF4eLsAoezZ/HRxx/g8JHPER0TgKSMaARFOfKP/Q18g04jNdMfUwtj0FQVES4TeEyyS3/hd3tLffvgNsZ4ZZwY7MWVnRVcXF/EPSqk2xLv4biyJ10M5w9ab+xAWmtIa1TZf/3S9pJqMi9dBRVwJG/n4P67n1XSIKEje7rLikyepojqpgBVOiOs9c3IK4hEVqYDsvNOITv7NDIpI3My3VFcxD9YiTMKSr15ZUuC2VpIVVKHCU46GyfTChXUDkH37Nlj/PLzD/jrr3/C40d3MEzAVBI6SRkZOO3qqVahzvkH2eEz0KNsouy99PDxE6yub8FKi9dg0qLdWkv1tgezuQZJSak8cX0w3GnFYHcbCijXk5NTUFpSTK/fg81FynO18mRXLnbbZAfL3OT4AXjs8Rp5XJ63Iu05pkS52JXKCiGxRuAIpG/duIHdbalnu0xVuIYJcx3qohNhyMjDIu1EfWEFMuNT0dXYgBlbP1Zn+R60B/L3nLF1Y2NuTKkmAeDC9BjmqYZmJmyYJqSmRm2YnxzE7e1BXFqRvfVn8JpX+H9Kj6H/+CP+/Y9vOdl2MdheoHJ/BqmAxpoyVCzowlI3/vzzc/w///wr/vGPv+HXXwkfqp4/ET4Pnz7H2NS82iU1MjQa1aYGBRtDYycVTSf01k4FCimsjEnOUcWfGfkVyOB3kV44Enguqq5VS98aY4MaYqc0+gaVh5Oap0E8wRMSk4Y42q/kjHzkF5aogLDr2ZPwdD7D2+M4/s0XOHniG5w+dRTeHs4I9PHAOQ9H1a4iMSEGZYXpqNUV87j38rj3YG6UFmq4AUsjHLy9sTuD63s877cXcH2fKn19CCZTLEHogyr9eZiocnSEjbY2FPmVnMQVnlQ2frQvYq0IHE7mfE5i6VdcZPBTk1YURxohIPVO+QSJWJxUnSPSCYR0vSstlgty+XgygZNOUOTI0rnZDdk1spxOkFCpyPK69MXJIWRk5EvdFN9DLaUTUHl8Tn6NF99LYCV1Vp6qy2CuyUMVe4rKEVtVVuenlspLxFYROhWWIBVclp1Ey2rPo0JKNQgeQ1MUqqwhBzDyQ46Wr8/vWVZD+8XnvNc+Mqd6/ErSmbuHJw+yOxycHfH7D34LR8cjiIwJRExKGAIjTiK9gAejJBBdPW1Ip8qwGMrw/P5lvHp+X8Hj1v4ubl3ew/37tzAyKE3RZ3H3yhbBs6v6Nd/a38blnWWVcLjBSbK9OI3d5RlcpS27tLmkdtS8qtSNvbWFQEaqziW4bI/1SCGoXQHtbS5SIdh4QqWisKQQBlMd9Dp6+Wx3SmEPVFRItb0XYXMO440BaK0MRqNFi+YWK0Y5gW7dv8Mr0gv8+PMf8frND/j5h7f44c1LWqhL2N5cVYpibpKTcqId3S3NtJ0FSOaVMTk3H5nSjjKnEK0WPaxGHXIzM3kM/eDg5IIvvvgKOSlRGB9o41WuEamyfXBxKXo7u6gubPy+svo0cWCVaJ8OVp42BDgHsZt3wWEZC1NUIgSPqBD76tOYskqLsgpF8Eh1vIBohrCfHOrBzWtXUF9fj8mxCTyjirh15wHGh8ZhSstGjd95jGeXojwxCwXJ2ejTmTHT343J4T4Vv9lbHsJMVzWurg5jc2aMFoHvQeCsTvM4zNiopAg4Aml9YRI3Nobw5kYfLq4OYZkK9wr/Zv/xy1v8/a9/VsFnaROyMteFVmMshhpTaL/SYbMkY7KtCI9urBJUv6iOjP/4+19pv/6Kew8fY3p+CV3dfUiJS4WupgVVtEBltE7Z2cVqSOJgTnElcmidMmmd8qlwCkXhSH8cA0FDqyU2SoLCskIl8RwBVfnBsnlcSg4SMouplMqU8gkOCVX71Xu4nIWbw3F4OBzDmRNfw9XlDHy83ODh7gAfH1oPKv/2xmqMDjZjbrwNsyPNtK4dPGat/Js2YWqgBjMDtVgdb8DKpJXWtxPriz0YGaICN8ehQhdMVebJz+MHjZZWo4ITnGo7o0JycURlEARUGGKJcggXiZMYZNODzmhVdiB9j5MrHTnp/VHdHKbybGLLTyGs7DhiKs8gk7+fafamGhJb5K5Aks0hO0RIXo00YU/WOqj4TmolVUwVQaOXxEJCpNZPtSeVxu0CqXwFG+k46ERwEWg1dqWVa/aC7BxaIkvuVEsCmvKaAJRToZXSXpUY/VBJqJRT1VTWSnA8EAVaH+RJ9wVDALS0lOamOFhbk1Hfkor3nr/9gTK0GOe8/AgeHzg5ucHNzVWtcH166EP4+LsihaonOtkHkYln+Ed3R093MTSVeYiOO4+J/ib8+OohvuNV79tHt/GnP7zGv/EEXFhdQ7PZhKvbi7h+YU21UL24saC6G67N0xLwxJbA5g6Vyx4fk8znW5cIp4PAsizdi9US4EhWs3qM4JGfpQj1+sUtlb1cbjBAazCiztqI4tJETnIeDE0s9IYsGE1laK+vQZ9Wg97qSvTQi091d+PZ04dYX1uHUVuD4ZERFPDKlxCfQPXRpWIqI1JYSsUmtzND7byiWdHT3szn0eOXVCIhKRuh4XEI9PVBrbaMEjwF7u4eBLULIiJioK0ox/JED5anaGWkfcbMpILMxvKCKrAVtba1Msv78/a4DYfcyuqSQEilCRBMy7RZUyPDym4t0ILN8bPNTVKVUAWt8bX2r93BFY57959ia+siJidmaIMmMTgwjMpKHYYGRxEeFY/QkEgM0GrVZufCGkL7k5COQr8gBBw9gfKsFKrTDswNt+PKjBmDOa7YbG7CIm3ZVkcX1ts7cH99GN9fHcDNbVo2+Vy0b2Ln1qgWl2epuGZGlTLa4EXk+dP7KvHwb//xb/jrn/6Iuzf2MNRRhj5rMu1XCqY7ijDSnIuFIT3ePr+B//OPf8c///EXPHz4EIvLq2jr6kN4fDaSsyWvRoucgkqkno9EgKM70vJKVQFmTpmeKqaWcKGikeVubf0BdJrsq1M1rdDVNqti2YS4OMRGhMHXzRm+59yQkp6L3BIp6tQpeMXEJqvHAwiZSF83hHm7ItCTE4+waTYXYWmiFWuEzPpcJ9VeBxYm27BM2MyPNmJ6yIKlyWasTPHnEQv/Xo1oaUqHwUyFo/Hl5/dElSGccyUAOlMEFRgnJMEjvXGK9bRVRrFXASrjt6RBiimDCRo/VDeGobE7HuXN/ihsoBqSlSRO+or6IJUcGK91RLTmhOoCKAWXopKSCB3ZFUI1Z6+jIqEKkZ0f0nVuChyqLQUtliQI5knZjtHeEbCU4BHlIkWjsjQuS+4ZekdkmWSXCaongiiLaidLxws6X1NiOaVUMQVGqi+DFypk5cpMJWSUxnPnUV1H60jo5FfTXlXTjtFWGRriaSvjUGWMhLYmgao2D+/9+ddfsbl/W/WmFfC4uHnBwcGZ8HHG79//Hb76+hCCznsgMSsOrj4n4Bf6NbKKHCkboxFFJZTFx188uIa//fpH/FXaef7pZ9WF78rVfXTyJGoyaLHGE3NDIMMTc3d1DptLU9haklIMaSZvz++5KvEcwuc6b6/LcjoBI5ZLICMJhnYY2cEjtkuW1rfWFmCss1L1FKC9oxPXb1zFo8f3cfvOPZ7EK3j46AF217agyypCdVImsnxCEOMdiKbaGti62tHX1QOdsY4naT0WN3Zw5fIlDPe0oLOpHh3N9ehqbUJvR4vacWOyvxm1VDfent74+ONDeP+Dj/HVV0dRUVyA1akBjI30Y0KsCG3b9PiIiotsUtlJTo0s/W+vLeLO5SU8v7WMR1cI2zUeg5UFVeQqOUmy3K1sFCf20hxtlNicqXGV0Nff04s6WraO9n7YRpc5VjAxsYS1rcuEawM6W3vw6OFLrK7tocZgwQDVVQ+Px9LCIj/TDFpaO/mcTkz2ddICtSI9IhKnPvsMhz87RHtxBtnJsVgaa8H2RD1WO7RoDI1BZWYuOisNiOLxSoiKga3Tgu35QZUrND8zjvnpUdWvSGJBc7wVeyirZhvLc9jfXefF6CnB8zN+/bef8ctPr3H98goGWwsw3lUFW4sGU+15WBqqxrWdcULqJ/z65z/g7evvMDk9i1prMxqau2AkPPIJHwkSJ2WVEDiyvF6n6qJKdGKjGnnh4SB0KmsIHoMVeVSjaelZiAgNpr31gLebI7xcz8Dd4QS8qWQEQJJdLFAqLjcRQpLB3kYrOQ5jYQb6zfmYainBUk8VNsatVLytWBoliHk7R+U3Q2slkJkequW5oqf64XOmm9DfWQI950Ry9lkkZlNdlFPVlHpQcQXBZImB2RKL2oYEGHhbZgpBMaEjBZ1ldeepNKR1hOTJcOJS0WgaAlHdFoo8SQSkEtG3R8PUEoMsicdQ7WRILMbkTXVEoEjLWyoeaTkh1eGZtEqSHCjFnbEa2S74rMrPyaikXatwU9Xm6VWuVC3SfJ3QkaCwheqE6qic4Cu1BqkVLIFVHl83r+bd8ODnFQXli1LCMq+KqofAMdRHwGANp70Khs4aSktM0JoIV0MgSo3BCrAaAy0Y7WWFKQw6SxxHPN77+3/9E3/6y19hbh+Aq6c/nNy84ejsBhcXF3z55Rf43e9/ixMnv0ZYVCASc5NxwvULhCYeVge4uCgKSXFhuLI9j59ef4s3r1+o5uh6vQ51FguKyyqQnpyEoTYrVijHpffN4uSwWkFZoITfWJzE7jrhc3mHJ+YOLktDd4JJAtD7F2Rli2rn4o4Cz7tVLnlMVroEOhe3V2Btb0O5jifA7BRP2ins7O2o3TilLktW0fYJE2uRBiXJaXBwPYdPvxTv7o32ulpO0FY8unNHrao8f/0jFpbX0WXVoq+ljuBpgLacSongkU31xob6aQ/7UWvWISUxEQV5+ejqaKNN4WSctGF7acy+ZC0rSgd2SZSLDMmV2dlYxqWtBdUw/8LGEvb4s3z37ZVFpXJU0Ji/szI/i51NfscLe1hbXaKKGaeCq0RETDytQRTqGwfRM7AAS9MA0tPzMUAb1dzahysXr9FmFqK8WIOx0SlOhC4Mclj0Rj5ewIkYgZhgf058M6Z661FDFViYk4ZOft/VyV7sSuLjQg/mh7uQExKG+oAQVMcm8XzwQXBEFHQFxVji31ZW0JYk2EwFtrVizxFqa7SioqQIlSXFiA2jv9eU8XvN89jewN9pu/7265/U9jk/vn5GpdTD9yzA4lgdru/N4MfvH+Evf/oJ//j13/GXP/+MP/z4WjVwf/bsGe7evYvdvT3MLi5jeGKOJ2yryumRBuvlRnuSn5bWKjO3kAo0HF7urvB0dYY7rZO780n4uDvBw+kUzp78Ch6OtFIcYqliI8Kh15owP7+glvq/e/ktfnzzDH/4/inu7vKiMNGI3bF6bHIsDVn5vS3Ymuvj32UWN66u8e9GhTfRgtEBM4a6q2CpS6ISc0YaL8hSZpNTSutE8BRW+SC3/BxKtAHQW6JR35aCmsZ4aK3StkLaVfBYNUaroHKhwR9tfblo6EohfIKRWeNKm0N70xoJY0ecUhFVTeEoprUpqAlCZXOkivGk6JygdvGsswd4CwgHaTuqkgMrnZFaReul90EGLU8a1U6StLCgbcuS/B4zLZqsdFEtybJ8AaHyLs4kcSVZ0crSU/XoCTKxbny+dFsoMvpCUyMdDYOhrQtFbXMs6lpiYWmJh7EhBlX14fbldON5fu5QwoefuYqWThsIbS0dAUH83o8//xv+/s9/4sVPf8T5mHSeaF5wdrXbBkdHR3zw4Ye8ur8PB6eTiE6MgluAC044fYozjp8hLtob9boqTFv4x+HVuqbWgraOHrS096JvcAxavRlBlPRZKWkY723B/NiAKkzcWZ2HVJXLcrpMwM3VGVwiRDYWZ7A+O4abUvlO1SOrWwIlyQMSiNgTCddVBvOuxIQubeLJkwe4wOdOEWijk5O82uTjyFlXePgEUCm0Y2GkE+bSUmR6eKLYPwwl3mGo9otCMydSo0mHphojJ+oEsnKL4XbOB2dOnsVAUxUtZCsGqIoGZTfPvm7VHnV6uB97KzbMjvHKR1XzzkIpyBA2yibxvoDnnYUS6Ehpxw5VjdSW2bOvF3F1cwLP9m24d3FUlXsoSPH5Tx8/wu6FK7h6/RZevf0Fl2/cgdXahKTEDDg6eeP0WXfensPvfvchDn3+NQzV1ai3NGF6ch6vv/0OA/2TqNY1o7ephfaqHmlJcTj89dc4cYxXfE8/lBWVqAb2i2N9WJkcxNxoPy0c4cmLwbrEalaGsTDaBVN2DmrcPDGZUIzhpHy0hsahO6eQ4FzFGhXOSGcTkuNi4HDmDD6nepLx8Ucf4f33f8/38SKEp3Bxa0315P7h1TPVSlXqvn4hWB7c28ef//iG4y3+nbb8zXeP8PTBDTx9eBvf0gY/5jEQ63X37m2Om4TDQ7wkHJ6/eI7t7W3YbKO01eWqoZaPhwtOHvuaKv0EnAkVp9PH4HzmKDx5vno7noS/82kEunG4n0KIpxOig71gKM/B9sIwXt7bw3cPr+C7J7fw9uV9vHlxB99/extP717ChcVB7E61YUtiOv01WJ/qpoodwL1bO7xIDKO3vQpd7cWorA5FZglVRPFZ5FJRlHCSl6v4hjdyK88ht8oTpbzq6+oiODnjUNecwMkXQWUQRbvigyKDjyo6LiZ4dI18vJmjjf/Hya+xhsHUnYICKy2QbJAnuzhQneTSjknujAAhpcKRlimAEJD2pL7IpBVLKrPXFCZXOKkl8vQqD9UjOVH6ePP/MwmTTKMz1RKfW+WI+GoHxFadVTtMFEgMhypIVrWkOj2D6kjbSPA1hNh7L1PtmFvjVS5OZW0odFQ8OqocozUS1RYqn5pQgiUCFRLnoeop1Acgu4JAJHxLjbKCF8XvGo73Xr79URX2/fq3v2NwZhXOHv5wFfhQ9Uhez2mO3/z2t7RcnyPwvBeSs+LhH+6KyFgH+AadgC//mCtUBKu0Is0t7TDXNdLP1qOoqBTZ2dnw8w1Q/Y0rC/KxNNKjmslf3uHJK5CRvajmJ1WcR5baBSxSNb3LK6kkF8ryur1q3b7kLlnMMnFVPs+aXG2n8eTeNdy4dQNGox6DnFCzy4u0IHt4/vIVfv3Pf6Cn3oTJ3jpYKstRzytjSVQ8Itx94eniilAfTzTXaJGdlQlPTpbg85SGhYXoa2+ij6ent3Wp7N1xqp36GjOtzxhW5yYIE/ty9jtVI7EbySuyF6vaVYBUy0tm9ebquyLWOdpLAnd9CTcvLuHB5Uk8vL6JNy+f4ocfflD7Qd28cR2LvArbBofR0daDmZkVFFbokZ1XBJO5joonGoe/OYNPPjqETw99SSv8EW1QGHqba1Trj3pTHTIyixAYHAVPNw9+51wqmHbayia0WWtQKjtYFkv7TD63vgNmoxVtTU0E6ZBaWp8ZGSKIBrA1O4CduUG0mvRIPeeLnoRkFHv5Yqy9gzb63/DHX37E1Y01NOgrcfzIN/jtb36D33AcOXoETk5OiAmPQkVeHnqsFtyUvx//bq+eP1L9qH/54QVe7ffil/vb+Pefv8P25S30jQ9ia30W927sEUC38OTRPTy4fwc3b13DVV6c7t67qer05iZoNduMaDEVoFFfgPzUCEQGesLl7HFeJE/gnOtp+BAyvu4ncd7jDAJdT8HP5STig8+hMjcGbTW5WBg2YHXEQBtlwsaoHlcX23Bjw4b7V1bx6NYeHt++gOf3LuLVkyt4dH0NewTQ3GAdj2MDVaQRfd16Wu4sFBWHIDPfW2UeZ2moCsrdkVrsqLoWZJQ6c7K5I5v3ZVnc2BQDE5WATEQN7UcVJ6XGJAFZX+RRhRQQPmVmfxXAre1NgY62SqyVkaCqrA9TiX+q6NLiB11bhGqoVdnE12mUdhfBqCR0ygidHIMLUqocqGockEyYSTmEJAWqVqUVVECElMR9MgieDAJIAtECm5RqFyRpqdb4eBqtW4n1PF83lK/H72aQhEFaQaqhioYwe58pC6GiWqfyIl4Xhgqqn3IOieWYGxOoTKNU5rWGECqj4ik1iPoJI3DCUKTn9yGs3/v2+zd4+9Mf8Ld//BPf//QLUvKr4OLqBSeC59Spszjr4IDPDn2GDz74gCfVGYREBCCzIAH+wcfhf/4w4uLPUvXkYM5SiZzkBPT0DSI+ORURURHw4mSOiogkfAIRGR4JTV42Fc0wNpenOGmneVUcwwZvd9cXaK02VH6P7M9+UXYp3bdXt6txUER6WXb/3JI6LZnUMvmnVMnAd8/u49rNa4SeEduby7h58zau37iN6YVlhIRR4pZnq3auWWnp+OrTz/DFIU7cTw8hyNcfo90WTAy1Y4jQkjEy0EubNqC6F24u2LCscmOm0d3WQnjMKNjIeAcXAY5SM+v2ankZO7wvsFldlI3+ZJmcg/c3+HtSH7Une9IToP/280+QHUs3llfw//7f/6v29F5bWUd/Vydkq+WbN+5idXMP1oZW9PUOos1iQn5eIY4eO64q0n/7299TzXwDTU4yZkZ70dRgga+PD44ePY7w4BA00RauTfTg4iInbE8rUlMy4OMXiNDIBOQWVsHNMxB+58PR2tiEKUJnSpIER4cwPy4rWUPYWxhCg6EKMUFBVBKOqNIZsH91H3/7+1+pVH5CFa3VkUNf4Ozxk7QxTvB2doHXmbPwPHEK3sdOojQhAdepZLf4d7q1f4GQfURFcQdrvbW4tbOE+1dnMbPUg/sPb+JbDikyvrA+R0s+ipnJUVy9chGXeAG6IHabv7881oV5/m5vfRG66/Iw3FqGDlMWz79M1FTloTQzFnmJwYg/74a0SG/awzgMt5RjeViL/ZkaXJg2YXmoHLMDpVgfqaaa0ePSbAO2Z1uwSXWzPduDHYLm1qVlPHtwEU/vSQnQIi8UM7TZHWiyZCMu2R1xqeeQkHEOoQlOiM9xRGa5KyHjiQyNNHSTq7sPJ10gSgiXYqM/r/JBKDcTOnyslLApU9DxJoT8OCmlipvPs1D9UNnU9CRRuQSi0hKMivpQVLVE01bRuhAGBVYfVDYEEEJSNuGmij8zCI4snasKAEuvY7FXMSVnESO2r4xgkbouKa2Q9qRaqdGSFqWSSCjBY3dV6JlO5STL85kGV2SYpJqdCqo2WCUw5svnp5IpItyKagNoEyMhuUaltFKiarQWKp26cLVqVd+ZR9dhxfhkEwZsWgI2GpmSkFvuTxCFI6cyEFmlAWjt1uE9qRR+8fpHVUX8t3/8F+48fQl/ymoXZw9VpHjmjCNOn5Z0/g/x6WefwsubJE2PQkikD9zcv4G7x1ec3KfRq82lx3bH2bMOOHz4MI4dOwI3N3d6bg/ExSXyah3OEz8V1upK+uN+7KzIRJzG9vIs9ndl1WtZ1TTdEmt1YZOwkdYaB4WkUs8lu0zwBJQAs/TgWRMI8IRelr4yi5M8UW5h9/IFVSqRlVcAD/dz+JyTwtnJFeXFhVidoIIZ7sJgbzf6aJ9kz/IxWz8maZ/WZgawSNsxSwuxMG1v4i6xmnd5NaJWxgYGscnbLQHNut02yVVYLKP8/K4Z2SbVz+rCHBbnZhQ8ZuX15vh6/JxSvrDK24u8uu9vzGFisAevv3tOm7iM/v5hZFCRGWqtuLi3p/J7Bnt6YNFqkZyUgsS4BKTHRqDZWIqgQH98/dVXyM5MV9X3Y8O9+PG7B/j5zSNahge4d30Hs+O9qtXF3KhYJ1rc6W7V3iSGF4SzZ5wQGh5L9VPFY1WC+NgE9LZYMD9pwxwtlwwJHgsA9lYnMT41C3PfIpr6Z9A5NIDERCqg/AK+fzYcDn0ONw5Xgtydw5VKzO2rI3D/5gSSqSB3RcHy73NzmxeX2X5cWZa9ynpRmJZCNWpGg9mk8rNk77Y7l9ZxaWtWWdGdNR7L+XG7xSZ8btzYx0Mqn/0NKs2xVizbrJjt0WNpyEj1UocLM/XYHDVgnZDZHTNjZ8KAi7N63FqowcUpLVYGirA6XoG10UraJiMvLFos8naBz12Zbsb2XDvWJxtV69edxT5aymGeg3O8EM5SpdvQ3pqL/HJpU+GHrJIA6IyxtFBBSBE1oXFSwWJNbTitlTchRItV7clbD0LJ/WB3zXP8f2lH4aP6aUtrCtUGV9rhGmVbXz+YetIwvGCm2ghTzbsqrMEwtcWjfbQAdV1xqG6iwiGcNPWyQ6cXUkXdaKQ9qQtiS6Q16WlVXhFf7KzquhLK3RBfLtvQSItSVyRUnKXi4X0qHSlvkBiSVLTLPlf5BF9eLe0hrVYGlZd0HcyhXSxviKC1SqGqCVcV8frmWFQRNhUETa0kQjbEobYlUQGp0hqL+vZctHUUoqkth3YsBIXGUBQTOlmVfsirDMPAcBNWKRzee/z8leqT+/2bH/Gf//g7dm/dQ1hyDtxcval8CB9nd6V8jhw5Cundc/zkYURG+qOcMj4zJwbh0Q6ISXJBQX4wfCl733//A1Xz9cXnXyA4MBjubt5I4okaHhmLuJgEZKVmYLK/k7Zjklf+RRVsvsiTTOBzXWI7HLepcm4RMneuXlTdCqV3j6pcl2r1PVE9KwTPrFrWlcksrUo3CbFnT+9inQqisFyD0mLaE720HOjFBCfgxHCfshAznKSTVDRyhZcq7HnaJ1kaXufksIPhv3NpZKVJgCJjYXqG7zHPSUH5LcDZWMUG1cvC3DTmZ2dokWaxMDOlYDPYP4Sujh7YhoapVAbQ3dmlqsflc6rm8TMTuLAyqVaJlqdtag+uv/z6F9y7cxfPn7/ga2/SlnaikzDISk2Cw5lT+OTjz+Dt6Q+dRoP2xnp0N9fTPpnRVKdDXHQYsqk2JVnz7rU9/PTdI6WqJlSBp3z3ARWf2p7rx+xIBwppg6p4jKwGLXKzMvj7UVRNqZiztWBpxsbvepCYyM88u7AE8+AatEPb0LTPo757DF1UX1ZrC1KS03Hk/Q/h+uGnBM8XcPr8azgcPoJvvvgSjmcccPLIMbhTOeelpeEy7fQsVdfWQBvhM4PJoV61MWJLfT1qDSZ0NFpx+8Ii5kYa0dtajsFOLe1NMy6vjePZo5sqAPzm7Sv88OY7PHt4C1f4+HSPjqCpwc6YBVdmGnBrsRE3Fxpxdc6CC1N6XJyhlZoj2Hi7N6PD6mQVLz5lvBqXYGS4AvMzJv79zbSadViYbOB5YcYkbdXCiBXTAwIlq6qtam3KQEl1MEETgQpjDEqqQgmhAKRp3FSTc9kGJleGNOLiyNRxcpc7UWUQSqVnkUPbpaFVkv3O8qk48vkcGQV6L+TpBDy+VDIRqOlOQ9dIKcrqaVOoespq/VHXEYO69jg0dMarnsgVdZKQJ6ULtHaVjkgsO40srWQge6lG7JH5hE+RA8KLziK88CwieT++jM+TglCqnDQ1pNrcE3kWqhHCRpISi6xUYdYAtb2N1FNJOUQOP5+svBkaEzEwWg6TxKcsETA2J6GptxCm1iSquWBCNIh2T+I60Sg38f8b+ThvC/Wh/KxhKNDJilYKhka7sLa+hCVenN97SPA8FtXz/Vu8+eUXXHr4FHlaC5zdfVWQWeDj5OhK5eCCo4TPZ59/BP9AHrzCBBSUpiAi0QkpeTzQ+e5IoASNjAhBXKzkjoQhlyd4QAAlWmExWpub0dXWqib6+sI47dQ89repHHhC7hAi1/c2cF3FcXj141DbJNPf25vFHxSSHgScZXVLWmOIEpGiR1nGlcmyTft199Z15JVXqP3Nh3o7Mc7Jt8grt6T8L06PYHtxjM+XcgKpxhYbZG8ZIbBR8RoFG6qaA9u0S8DsSF3YGkHD50h8aXN1HksETdfAEMwNLWjo7kd91wBqmtpRqTWq7+5PG1daWILW1g6UlpSjtKCQJ/eoqnuSsUQltEf43r4ktW3TuHn5Iq+2U+jtGYCmrAKJERFYGWmhPWjBlDUTXY0WFBWUIic7l8e1EBpNFYqLyqHJz8ZAsxmZyYkI9ffBKtVaVlqqKjwt5vEX8Cj4UBlJo6/lyR6sT/egudaA2MgwnDxxAl8TFg5nXaDVlNFeSouNYZWpLLVigzyGXQNTCE6Shln+OOHkhzpLC1o7+nkOlOKLTz7Dlx99go9+/4FKnvztb3+LDwiib46coOL15OcIRVRkDHRlpVRUwzyG85jtrMeluWHsUO3Ojw1hfKAbEwNdeHH3Aq5ujhGqpTBVpcBYkYpOSwFmBsy4vTeP7188wU8/vcVPf3iLH95+h6d3L+PCPNXzRDOuLnRge5TqZrIO1xYbsE5LtTdtwN5sDRVXHVWNnsdfRwhXoKe/FCNj1RgdqcL0RA2mJuqo8howM9aISRvvj9VitLcCZlMcqjh5TJZYGGpioOEEKtNy8uvDaKuoZDgxZUiWcS4VjdgdWd7ONLgh3+SNPJMXMqsdUWByp30hbKg8sgiktFJHlBn8VRtcAU85lU2FKJymYCoZf058vpbO3b4PFRWStjEI1fVSB+WFbIFalSOy+V4COPuKk6darYohbBIPWpSGFp9GYN5xROadpvo5i1iJ+xA68rnKCZlS2fnB4qtak5bU+6OAiqfQ4o90Ake2LpbgtbyutiEK1S0EX28WLK3JKK8JhY5gaR4soloLRJEhiPYygFAOpaohFPXBfDwCRVQ6RcZw5FeHQG/Jxcz86L+gM8EL9XvSlPvRy1d48vJ7PPv+B9x59p1qmORyLpAnjrc6eVzdPeHg4AIfH198dfhzjk8QRB+dlZeCqNTzCIs7g5iUU8gvcsdovx4b8yPY31vDkK0Pd/e3cY9X4Ud3LuPBrYu4sr1EWb2MGxdWVGq5lE9IcPnixqIKMEvpxBX+rlSz2/ftskPH3o9ZqtglmVD2TZfey/ZldYGHJOqpwkaqmOiEBHS1NCrwSGHjLB+TvBrJj5HnSnxG4i1S4S5qZu/ANqm2G7ROdgslbTjWFIA2KQ3XVpaVahHQScyms6uTfj9NLTWHx8SitqMLeo5mWiZpY+rj5QNfb1+4uHjgo48/x+dffAMTVYYoCQVBfl5Zmr7E73/34gombF2o5MR3dHCCq7MLKsuKMD3UhkeXp9BWHoW89GSEBIfA18+fKvIchy/t7ClO9i+RT9ViLMlRvXu6WuqpLGORkZoKc0WpUj1yDCap8KQeTFTeClWWxDLmxvrR1tyI5norRmihJK4iABdVNn9w293eDE15NVx943HaIw7fnDwHkyTnlVYhPiENn332FX7zm9+qFh4BQeH4mMrs2GkvRMTlIzIsAX7+EQgIiUVqUjLq9FVYHB/CSEcTLs8P4+HWNJ7vr+P5rV18K43tb9Fe786go74IjeZc9LVQnTQVo1GXjDZTOuaHLPj+2X389ONr/CjjB47XBNDty7i+ZsP1pU5cn2/B5pgRu9M12Jqp5TGux/KMhUrUiBFbBfoGNOgeqMDguB422rJhm4GPmzE2RAANW6i0yqkGo1FRGYlaayK6e3LR1JyCltZUWJvioKuldTDQ6phoHaSGqloyjz1Rag7gLUFDG5Mnq04WP05c2VPcFTmqDYUjn++q2owWc1IXqRag0gdZdvEMUrVPEkSWFhbZVDPys4avU07gSJe/XCncJGwk+zijygXpBwWeyeWOiKLNkv458Zr/bk96vuAYYgkcaX8hvXcyjHxdWqtSvl51vfTVsZdRqCX0GjskMyRHyCAZzYEq81gKVnVNMbRVEXxMyiHCqGZiYGxNgI7qp5RqptQQhgpzBJVOOBWaNJuXMokQAonHySx2jBccuom19RUs8qIzOTON4YlJvPeEaucxofOQwHn26i1evHmDus4+uHqdVye3u5uPak7l7OKOE8dP4PDXX/Dkeh9nHY8iLjEY2YWpcPQ4Bv+Q48gt5lWz2h8rE+3KSgz2deDC8jjuX93Gg+t7eHDjAu5e3cG13RVc3pQ92ZdorySuI5nIonjWVUW7wEeSBCWwLLt0ygrXv1poHNiuna11Xi1HcWnHDgeBydLMJGy2QfiFB6OjqYEQlDhJB4Z5K+BRK0tULwKWi/x92QhQcoIu7UjjeHszeVUPJkv2BM/u2jJW+Ts2KpGWriE0tstOE2OYmZ6mjRpEXkExopLS4O0fhODIaORqKhESHoNjJ86q5upBfNz5rDN8/UNUZnh4QCCGezpp7ewxpCUCTALWqona3hz21TFZxP7WPL/vBVy6eEllWG+tr2FyfAwV5eWqvsidFwInRzekEnC5+SUwGWuRl5WLrJR4ZCXwc2QkIyEuBm7OrkiMjsFAZ5tq9DV30GtHEv4WCZXVOcJlikDmcZMVO6n5kgRB1TJjRVIB5JhOEIhVyC/T4bOvTsLHl9/Fk1D1DaQaPocPPzqETz75Al98eQRHj53B4SNncNIlEuGpLUjLKIHB3IS+wXGMdLdhursOV1cmcG1zAXd44dlfn8KN5VHcWeMtx529BVzbmMRAWyXaLHloNuWjzZyFRi0hWh4HW2sJdud78PLhdbXR4M8//4Cff/kDb3/Ey8e38GB3EtcXO2irmrFMFbM8Vc+LTh1Vr44gJVwIm+ExHXqGq9BP6NjG9ASxFeO2GowNmtHZlod6awpqLalUdQlUOVGqgrzKcB5lsgGjlraEKqBY7Ikk7UmQtsqVwwWlRh+1lYxkB4takOXodEIpocIRccWnkFbhSmh40BbR5hAeYmWkCFSgI8vhRVQiKrirc1ZtREv4/2LPCmmrsgRYUiXO98ulQkqlokmrciNYziAs/5hqTxrNxxJo6aR5V5zGCWGFDkggiCRHR8BVJKtefF/JTC7hZ5OezJL/k2OQtqhi3WTX0CC1HXGlJRLlBKy2Pho6SzRh6cfvfJ5qyY/fn4pMy9/XBdEqBlAByeaA4ai2RlFJRarWrEVUQiWGcLT31GCR5/bq+jLmCJ3xqUmMEDq2kTG8J5XVtx48wqWr17G+tYmxqQk0dXTCgyeYK+2Wu4cv3Ny9CB4PHKFn//zzQ6qI9KOPfw8fP3fEJpxHTEY0AqNcEJt2Ehoe7N72QqxOdaOHV+CVCVE9mwTPBQWex3eu4B4hdJNwube/ox4XRXTvxkVCZ8euemRpnXbrEpXPPu9LcqF0MRSrpZbWqYb2+dhFqVYXcBwkFu5uLFM+2xAaHobu1mZM8yo/MtCHge4uZZdkKV612JCdKjhUpTt/lt+3D8KOYHvw4C7u372DDYJn2GZDQ3M7YhJSYG3pQtvQJJp7bOigbWy01qGsQkvoUA04uOHTz77Eb377ERXA+6ryvKgoH4e/OowPP/gY77//IY4fPY3Y8AhlmySVYHedSm9tBpfFdnIy7m8t4NYlfrb1BaVAqqv0vBr348LFixgbHUetuQZd7a2q9is4OBQ5Ofmq0bszFZK7iysGO1qQnJSII98cIRCoPI45IDQ0Ck11vPLPipqxV5nPC2BoySZ4fGTVTaym6lxIBSgBcqUIOUQNbtAG9/d0w5GgE8h4ePjhi6+OUvWewomTLoSPL6EaDDfPEMTEpfHCY8LW7j5u3X2Kp99+h+evfsCt+09UwPwSv+vtnRVsU3Zf4YVp0daJzYkeXObFaXdxAhvTA1gb76Qi0qO7oYQKpx6rowRDZwW66vIw2FSEvvo8bM924vtH+3hD9SOW6w8CIMJHElgf37qEC0sjfK0unnsE7ngD+mmb5ibNhE4VhkeqCcIqHoNGKhwzbP2EUHc5v2MJFU4cLPWJMNdFodJIGFR7o0wfiIIqL9oImfxUN5ygApwMSbpT8RIqfyqbnCpnROQeQ2DmN4imvUkgCFIr3RFd7IBEAiFde47P5+/QeklhZqZYJE54ZdFozXKplKT/cT5/ltakkt+TWS1ZxpKH40S1ZO+NLMFoySyWSvMYgie44CQiyxwQV+6i2pNKWwvpjZzE18+iipHPJsqrmDZKdqDI1slreFNNBfE9ZXVMClSljUUIzFQx+rYk1LSlotJKFUOFU6j3U4ApNPH5OoLQSPDwuJSbZSUrFlV14UoJaWojqN5CUWIKQVVNAjr76rC6sYT5pQVMz85idGICI+MThL0MKp7JmSkMDvagn+qkp7sJvT31aG23EjxBPKk8CR0fBR9RPU7O7vjqq6/xzTcir3+DL7/8HO5ejsgpSEBGYQSCY48iI9eNMjUQs8M1GB5sw/JkL+5e28bDm5zQNwkeyuJHhM/Ny5tq+VQgdF/Ac3WXY09VsUti4L6Ah5bs8u6yffscgkbquG7wVoGHj+2LLaNSkiH3BVZjYyNUYtGqsfmarCTRGsnWNu+gI4CR570b6mfp+bO1gkf3buAHKr67sivn9Ru4dv06bt97gNzsPCQkpiE5LRveARFq4ond6e9uRVNDnQKAj08gDn1yCO/95nf43e9+j08+/hQRoecREnQehw8fQVBoJHSmBvQOTtAOjlL+D6sG+VcIm2t7y7jG7yq1bJdVdrNkA9ejwVKr7Fe1wQx3zwBERsWrfsjD/W2oLK9EenSCirF8/dU3vCB8jeSYKCzRRg3bBtDZ2QHb4ADfa0SpFqmNk4RHUVoCGGUh6bftzfOlGHddxbNUbhKHAEispgyxp+PDQ6gxmpDFYyG1bd28OC3Qq0/NLKKpdw7apnGqwWlMjY5QJa6grq4euTwuOzsX8PbHn1VP5QuEjySMihXfWRwhbMYxNdiKheEOgncOO3x8erABLeY8dNTRbukz1dJ5ryUfvdY8wicLnbVZGGguxrXVfry4tYXvHlzDqxePab3ecvyAV69e4tnT+zy31rE23Upb2YKB/mpC10qracbEmBnjI2YCqR4Tg3o0NaWhWh8BY20MqnTBvI1Atfk8ssoJDiqHEloOsRflpmBe5X3VpCvQUnVonWiLqH6oVjRW2hdzIOLzXOCfcoygcCNA/JBT7YkkAkG68FXXR6pJn6Wl7aqWMgcP1eJC2l3IkrgUdor1kSB1msZZtatIr3ZBSgUVTCEtFT9LXOlppNA6pRB4MZoztFinCRsnJBBo8QSfWCWpbJfMY+mLrHbytPqjrJ62zmqvC8sm2DTWIJQQRPlS50XbKK03qi2h/IzhqOtKRU0HLyCNUSjjdy8iaEqNoSgzEkKEsRR8SlKgxhwGPUFtsMTwfighJWqHt4YEipcerG0uY3ZhjtZqRgFnYGREKR3b6ASGeBF9r6eznhOoAYO9jRg4GJ0dVvryCDhTSksyocc5P17pfHllPUcLcRZHVYP43+PQ5x/j5OmjCAr2Rkl1DjyD3envP4Cn3+fQV0didKiNAOokaC7iPqGjwHP3Ch7cvoSHBNB9KiBRO3dlTy6CRG4fXLugoCQtNS5tLaqiUrkvMJLtcwQ8Eue5SnsmykgUz0WxSnyOZDOb6mqQnBKHrWUpxJxTdVCznOhK0SjYEFQX7EPAc5FAkhqx3VW52s9heWkJzfWNeP3qFdZoc5pb29DW3o7CwkKqnlREpxUiPqtE1QplZ+Xwqt2q4kmF+flwp/L4vQRZD30Jl9OOCPULQFZiIsapuqZnF9Ue2vPLm9i8dh9Lm5eoNGSroElCUlbWJg8m/Bz2VmdwZZ1euLcNdSYtlpYWMTRCJdrYDE1hASb4NxrqaUM0bdTXXx8h2I7h8DcnqEo9UZiTxav5sOqlI3EkUTaqovwgniUBc7Gbkmsk2zTL8REISUBdAvZ2tbOA9WVZ1bPnKknb1uryUoQHn6fFc0K9xapym2YlUzylAFmFWpi6llFRP4baxgG0NrWoOrgxXtn0BhNam1uh15twzoMKolSjguvrMzasTw5gbrAJ61NdGKcN6zDTNpYkw1xK1aFJQl1lChp1GTAWx2GgoQijbRqMtJRipL0cK2NN2JpswsOLc3h6ZxfPn9zBdy+e4O3bV1RAP1IJvcLj+1cI1yHaqFpM80I42q/F4iSBM6SlrcqGsS4atfUJ0NaEoaTKlyonCBWmAORXU8FwiKJJp1WKLTiOmIIzSKaKkfhOGpVIDCEgikPyZjRmfyQXy/72TlRJgbRBVDeVVBtVnoTHOSRVuVNlcNJT9WRQOcmqkvTKkRwaqYkqqPGmDXJX9qfELK0wzhEwTogvPYuEUgckUzFFlzggIOMoovIJnGKxVmcRx88mvZZjqyUp8BwhaG9HKkHjkvogSEvUSkk2lPorgii/lhBRjdgD1C6i5fVhtFYEk5RuNBE00qSL37+g5jxVSzghw+fy52Jz8EHeTigfj1BlEDoCp4Kqp8wQgoJqwkgXippmnt9Lw1jhnJ1bpMqZnMDw+DhBM2Yfw2MYJHwGhkfx3mBvE4b6OPrto7fTguLcOHj7esNZAssSYKblcnP3g6url1rlkqX1jz/+EJ989gHvf46AAJI9NRxRiREIi/aBl/8RBIcfg16Xh9YaLRXNFkFzieqGquYa7dUNqhxC5+HNS0rt3JbtcETVULXIz3epfqRfj713D6+8HNKrR2JA1/n4NYJJdroQAC3Pz3JyzPJKyucRPA2tjciTyUdLIZNte2VJ5Y0IlFRzMSk+pS1T0CGwJJFvn7eyz7o0ztrfWsWLb5/i+bOXaO+3oa2zB1epfoaoHgoLixEQHIGTZ5xx5OgpQuYjxIf4YsHWDJOuCn5+Pjh77DjKqUyMSemwGa0YkSLOSiPSElOQlpGNjLR0lFbqEHA+GnFRMdial90epLWFJBtK5be9PenO8hT2VsbR3VKPmqpK5GVkwN/XDy5UnYG8nRuRZMdu5GTnIDAoFFFRlMk6A4Zp0dRqHV9LLJRARIDzblcOWbVT/ar5uOQsya1SPwc1YwI/OW4S5xEbJqUPmuJihIVG4Nw5L0I9AzqDFdbGbtQ1tKNMZ6XlDkdWvhaRKWU47uCJ+OQ01JlNaLJykk/OormlAwmSy8XPWVVRxWNpX9mbH+3GYKMW7eZiVOREIzU2CJmxoQRNCgGUgBZDJpq0GdAXxaPPUoiZHi1sTSWY7KrG4kgjNmZo1aY7aa0GcX9/GS8fXVNL7W9ef4cffvger7+n9Xp4G3vbc1iaasWkTY+GhhRUaqls6iJRJROIE0l6AacXuyCPsCjUneMVXZSHKwqkZahJVAqhQkUhO2vKjrCy51Rs8Vn4ph9FSPYJ9XN8/lmEZp4knM4hlbCJLZYKTogCAAAjd0lEQVTAL5WIxlE1Z0/USIc/RxUUlkQ+WTGSHTbFAqndHfhexbUS9/GnMvFTiX4JVDkxJRLHOQu3uMPwTTxJEHrx9VwRUXYK0RWnFMDyav0UeNRWMxK/qfVSDddlu5mKeoKH8BEVVKySAP1Qbg2BqTUelY2RKLUSMLXnUV4XhlJzkMpWzqXKKaaqyZfYDoEpWyNrzCGqV3IlbVU1j121JVqpnDITrZY5Bs1dlVikZV5YnsY0z7/RiUkMjY2jf2QY/cPDCjz9thGOUT5OqzXY14hBAQ/HQG8DegierNQI+Pp5wYFWy5lWy4XQcaPqOcfh7u6FM2elT/NX+PKrT3h1/wCOZ44iOjYQpWVZKCxKRklRHC0Xr27aEPS0GgibTdy7ucNxAbuSv7IwTIWzodSN9OmR3BNpFC+qRzoV3pMtcqRnMy2U9Oi5vL1M6yW7l64SWHtKMT2+JwllV7EpcR1bLxamZBfGGbS0N0NbqeHEpZ3glV01MqedlJUwAY+9w6GAR2JD9nGRsLm8uYhLm7O0JFRH6wt4+/IJ9tbWMDBAi1FTh9LCItULOSYmVuUpvffeb/Db331A23kS5opibC/aMD/Wgy5rLTSxiciIiERrQRnas8ugSclGfFQsMjIyoTVZ0NwzqFp1SmvPga429bsL01LpLZ3/pg4SGGXDvQnsLU/AYtIhMDCQ1vYbHPriMJydPFBfU4PNJQkES0U7PzfVy/JBwqOCjVI19mRHVc5xABsBi4IPx9yUtLI4qBPjEJslwBIISqLj1jLV0sIkSgpyER0ZTbVSgSDCo1JbiypjEwo1BqrbcHj5RsDLJwKuflE45RmE6JR8DNpkRawVzY2NsBprUJSegvCQIJQXZaFWW8W/mQ0jtISi3Lqa9DBVFqM4MxGG4gxo8xMJojh0GLNQX5GI8swQtBqyMdZRjcGmMgy36zDcYcBYTw2tmRWztkasTbTizsUZPLop59ounn17H6/fPMfLl49w48YWv2sjai0JKNZyMlVz0DblVZxDnsYTmSVUNqWSfUwLRDVTwglbKIFgqfzWuSCh5AStl5uyHTlGb4KG8KhwQ1yeA6JyHJFKRZKpOYdkKZXQeUM1S6dFiq+QnRocCSw3tdwdWXoCMeWnaKOk+bq9oNO+m6e0DfVT8Zh0yS6m2oouOoVIWqnwvBMIzDiOuCIPDmcqHUfEVBBIB8mAGbRtyVVi2aRLoavdsund+Vqym4TAzA9V9VQstYFQWxtbgvhYABWQN7QN0TA0J8DUlEC4hEFD5VdgPE9g0VKpTOtgqi9+TrFY2iAF6jIJtOull3IEoSQ/x6K9U08lP06VI9Z7mtAZx+AYATNOlTNGhUOb1cuLTT/PCdvYFMan5/HeQE8DZIjasQ00Kwg1WmVv8WS4nPOFE+Wxi4cPXGWc81cxHydnD5yg5fr80Gf48vMP8flnH+L02aOISwpHeVUhyktSkZLkjcIyP06aXJ74XbhzdRlPaLNuX5d2p9v8mSCSwDKH7MkuW+KoJvG8L0NUj8BIHrtKSLx4dBsvH9/Eyyc38OJgPHtyHU8f38DszCTlfB0mRntgra+FUQpXh/sIHVk1mqXqWbDHg5TFene7ruJIV6h2LssupRsEz/osrmxI9fUIZkYk/2UIJbzaB/oRvM6OyEuOxuRgJ5qtZlSW5cHa0IzJ+Q3sXb+HtQvXMDm3jAlOptoyDWoS02BMTEVZYjoSeFtRUILmKj1KS8qgqzSoZlQxqQUICk1AYXoqdhali+C4As7/7EQoWw7LZ9omVCdpGWeoUtYICdkpQjoF7i3Z1H7oG7SW7wLCe4SN1ITtbkg+Eq0Uf34HIKV6FIDmVZBZ7UlG4Kzx/VT9mVJJhNPSNBXXhFp5EqhXlZfj7FlHBVpnp3M4Q2Xzu4++wOEzToiIT0dwRDqMHROwDm3TUvQiNd+Eib52wrgPIecD8M3hr+B05jB2e71gzPKHXqtFH5VoG21qvbEQfa0m9LfUoqNWg4qsGJSkRaJFlw1bczl6agrRbS3GVG8dRrpqMNxlxiihM9lfh5mhBiqnFsyPNGFhtBHz401UNy1Yne3A0lwHOrpKkV8agrxyTnJCp4D2J4eKIUNj36Qxh8Ao1PJc1Xvziu+DYhNhRNsjS9diqaRGKpeTWlpRlHJCSulBYjHBofGj3ZZ2D6Eo0Psio8oNibQ/kiUcV3YGEbRnYYXHEVV2kqqHiqictklzGimEkSgesVSSfSwZzLqGEJRbAiENtiL5e5IEGFvkgDiqpvC80wjNOaFWqBIJxmi+VpzEefh5cqhwkrQOSCUgM0zuat9yafyVI6UUagWL34tgK5LVK9q5XLOvytEpqiVEGqj4mmLUKK8LVe9dWBNIKIXwu9Oq0XZW024ZG+OobiKgo8qRlS7pIlhoCkaRIYwXzxQMjrdimfNmbpHAmRzDCFXO0Ogo+nhh6R8eIXSG0Ttk4+04RiZ5Ds/OY2ZhCe/Z+psJnBYFHftowfBAK6p4VXJxI3hot1yoclwJIVfPAHh4+dv79tByHT9mX17/8MP3abs+hG+AB2V2MMr1eUjL9kd2sTeKypJRRY8oja6f3NrF47v7vCJJk/ctqpot3CNw7lH5yK4Usi3OdQk6H4DnPh8XNSS26v6tq3j1lD7+21tqvHp2W92+lGriR7cwMNSLiTGeyM0W5GZmwFxdju7Weoz0darG53bFI3Edu8oRqyX1YQKfy/zZHlOinaPlurq1qJaWNZpSuLl5wNvbj1fkAqyPtuHa9rSKT4z0NENTqkFyaiYyswvgTBv62aEvVRbwJO1Oi84IU3gS6sPjURwagyhPf5w7foavU4nYmHg4unjj40+/xNffnICffwhs3W0qxUA23XvXfdBeFyZKZEbFrCTuIvtgiSW8sT2Fb6+M4PmVIdy9MEGwEDprdtsk6QICHVnlk505lJUicAQ69lspaJUOjuNqXzKpfZMA8xoBLdCRRMztZXnPKVxcneLxmMRwbys83NyV3XL3oOXzDUdibiGVQiVyS3QoK9MhKjIONY2diEgtxzm/WJwPCMPyeAc/g/QFGkVPWwMWW+OQE+2N7PQ01FQXw0o7bizlBMgPp4UyYX9pAFM9Rkx0GTHQUIru2iL01WsUaAbb9Biggh7uFKjVKrWzONaKOYJHrNTiqL1B19wEVbwkANYQYNJTm4CQXRxKqn1RUC3b/9I2FTsjs8yFIKJFoTUqNtKKcILmSuxFJ5ZKOu95qexhAcr5zKOIzXZGbK4TVRMnXiUVgSWMCscXSVQ4GRI0pj2TuE9UqTRkP43ECskYPqOKNiWfRuJGBZLrU8X7fH5ulX1kURFl8v9kj/LIIqqcgjNqL62UclnJCiCUQpVyiiG8YgmfmEpnFFj9kG8hRC3nkFVDe8fPnU345MjOoRZfZakyCZ+KhuB/bUejdvXkd5SN9UosfLwxChUc0kWw0OhD++dNhedD8EqwORyG+lgO/r+sVlHxZFV7I63Cm58/gEDKxsxsD+aodGRrpykq9bGJCdhoqUTh9HAOdA8MEjpDGByZwOgUoTM3r1qc2MFzABsbYfM/R2NrA5zVUrpYLW9ltTy8AnDOOxDnOIk8+Lirqzvl/5c49Pmn+Ojj93H0+NcIjfRFaWUGYZOL5rZylGqzkJDpgsqqaKxOd6mEwge3LhEstFYEjMR3bhMu13hfQefaLi3VugKRQEeC0HduXMLM6jru3b2B75/dUdD5/jkHb+0Auo17tF3a+nLEZ/ugsalSJb5JGn5/B0/K6THV6+eKQEbAo5bg13CV4JGcoXfW6/LuKmR7npsX+H9bMgmlen4U3z66T/jxs9y9iVvXr6iVnilbPwy8asclpRLKQfj9+x/jgw8+wrFjx1BrqlF1YK11ViT48HgdPo7DH32Kz97/BK4OLmizWtDR3g6TyawC12I7xBLurUknRtn/yq541CCA/tXjh0NUzQ5BIUvvV7eohKT0hMAR0Egl/LtsawHOu2RICRrbHz/IxOatBJUXCeTLF/bw5OlzPPr2Ba7duIm9HWmytqx6BsmyvvRHukD4XN+awvRQBzLT0mm3vRFBoGp0ddCaW3j1l109ONEN1bRiwXBy9UNoeDQ0lVUY6O/G6Egf+npa0dFsorLRotNSBGtlClpNWTCUpaCqMB66QmkOX4zVoVosSDC414zZgTpM9tVhrLsOo901HGbY2o20WLWYoNoR8MyPNmOWsJGGXDM2qt4hEzrbC1FY7ot8qhyNluCp9ueg2qmgjaGKyOJtHoEjGzYW8+peYPCy77IpOTPSeU+2hZGJrPdCcrELwrMIg3QHRGcRELI9tS4IeZyEkr8jOzVIJ8D4SqqUMloiWiABRIbUZ5l8kVLK/5Mtk7SuKmiczVtpPZotAWw+J00jr0GrdxAXiiB0gnNPqv3Ko2QvLY0zX99ZWSt57SgqnjSxgTW0WXXOahO/dI6sWn52sxvypV9yLb9LnR/yLP6QDfbyJKeI750huUa0VxXWcH62QOTq/AhESUikeqrmMTD503rForY1EXpLpBp1zXGqY6I0LyukCirWhsLaWkylP4T5lUnMzBMqk8MYprXqoUPoGuTf2jakFI9AR6zWGKEzPb+ooCMlONNzC+/AI0OAIwCyj7b2Rnj4BMGdwFE2i8Od4PEgeGR4yX2xYo6u8PDwwMlTJ/D5V4dw4tQRJCSHolpfiGpjMYKj3RGRdBKx6Y7IzQnBlc1ZtcJ1l4C5QcWzz0l+g9C5eXVPrUxJjEd6M6udKQgi6df8hFB59fYtbj54gieP7uC1QOf5HTVeC4QIo5cclwmohLwYpBf4YH3VhrFRKhMqoamRfqzxAEnxoQIMASTL59ID6LJYLrUcT/t1oH4uceLJ8u7l1Qme2APoaa5HQV4OGmqN2N3e5uSUmMEEetvboNMZqPKykZJZxJO9ChVGCwzWTmhKKjDU3Y6crMx/5dUcPnISfoEhaDQZqFpGsUhrJZNf4ioSY5G4i3QlFCsl8RqJ9UjcRwWJ+biolG0qFlmREohsEziSgCj9jaSb4/7uIq7t8XsdJEHaEyIlSVKU3hauXJRscElJkFyoHazzNcd4Nerv6iN8nuHWnfvo7+tXoJK/ifwNJL4m/bCvbC7g5u4sViZ7kUdFGXo+BEkJScjLL8Gps64qxys7LUU1hF9cWsDgYC9Gh7qpnlvQ12HEUFslWsyZHFloqEpGQ0UytHmRKMoKowrMQrO+AH3WEoy2VWDRZsHMgIVwqaWtMsJGezXZL13/rBhs11HtiMWyYGWCMn+qDXPj9ehpKaZ9i0BldSDKq31QRvuUke+M7CKqkUIHyDbUORy5klPDyZxd4Up75UX7REDJEna1E7KNVBJUDDmiHMznqEAkMOyiVqcEOLInfnYVYaQ5i+RKJ6QbOZmlTILqKJW/H6s5RWVCS8Uhr5dv8kAZlVSO1g3JZaeVnSumqshR7TLs5RaqOlxH1aP3pCVzoT07gzAp9iR00iqlt3GYWmmSmFCa3h1F9f5q65o0Mz+b8TQyzFRvtW6Ip0pL0VPB0V6JbUrj66bws8mWOKJ2JJkxg7Aso5UqsdjtVFYV1Y1BLJ4/KqSFBVVhmYFwIZRqG2LR2JLEc9neO6jSFI5qUxSaO6qwuEKVsziO8ZlhQmUE/SOcIzYqnEHe9vWgu7cXPYP9KqA8Nm2HzhyhM78k4FnA7NzcfyseOUHU7aD9fmenFb7nI+Dh6Qc3T9osgsdDrJb3eZzzlREET17NPaVrobMrHBwdcOiLQwo+Lu4kd3QQolJi4BJwAp7nj8Pd7zBiYtx48jSqjOX712VDv02e4JtUP5KVvEP1sYULnEAS87lN+FwjlG5KEJqg+sNPb/Htd2+xu38Lzx4TOC/uqvFGbg8U0HeEz8beBhLyg5GWew5b6zxAY7I5XT+mx4ZUzEe6Fkqm8hWlelZVDo+A6B2QJHdIJrHESK5x0l2khWltbERXkxU93T3oIWzCQ8NV7kyAjz8tUivqLLUIj4hBRlYhYgihk47ncOKEA9rrKjE+2A2TuUbVX40MDWKBIJGg7h598drChILKOzUjQ+6rFS4Otbwu/XzUOIAOlYpARwplxUrJPmPXdubx/PoM3tyZwvMb9hYj7wLp0lJE9q+/o7Yhuop7N/ZVrO3J3av211xbwbBtAnU19QgIisCnXxxDekYOba/94iDgV0F+Hh/JOL+9x9dfHeN300NbVoKSomL4BwTz7+8GaVImq3YD3QIbAwY7NBjmaK/JRldNDsppp0qyo6ErioelMh26/Eg06lPR3yxL5BUY50m9MdVOlWPBCNXN9FA9pm0NhE8NRgigGZsVvc3VCkbzo/VYnmjApM2IjtY8WOpiUVjECU2FUkolU1JFhaGhuil1QHaZI9WPQMfVDhyqi0KtJwp4tVf2yixJdrQ/Zk+kc7ImVzmoLn1heScQV+SCFIIika8XXyGxFVekUulITCWh6iySOOLKCZxyqhqdN5KrXSHd/2QpPrPaBfli2Qi2TKocaXxeyAmfr/Ok8iHcJCBM1SM9bySgHFVCRVN8FhGFAi9aNz5uaI9D53A2zK1RSNVSXREwGSY3pGgJP91JtXOobNqXbiT8ZIcIqVqX3CACLp3vm3oQaC6oo8IxB9nLIvjdc0WxVfogs5xqqMwDUmlfZrQrm+KaEJgaY2FtSYCRANLWRVP5ZFLFEPhLw1hYmSFQRqhmxEbRThE6vbZBDAwNq8LogcEhWq5x2MYnMDE9qxSOKJ35xSWqnkWCaN4OHgWdfrvdegee3p5m+FMuu0tMh8ONgHEVCInV8g3mCIGnf4hSQc5uXjj8zVF6fw988NFH+OyLT+DocgZxyTGISI9ESLQTkihVdfowNNXloL/TgtHBLpXgJ1fTC2tzWCQ5p6TDHye6wObhDYKJJ7xUrEuQ+Zef3uA//vKfCj57V67SXv1P+NzDG6V+7uD5t3extLWk4KPVx2OXKmdseFDVLMnryxLxhXVpPM/35Xtf3CRcOIklv0f6Pj+7uYpvry/gCieZ2I19gmhuehTWGqOKF3W2d8DTywdR0bHISstCVkwY4dMMfXU1Tp88g48/+Zy283N8dugIvNw9MdBkglS/S9BYlrnflUpMTYyruikBj6xI2ZfTp/6lfAQK6pYqR2IyEhjeVqtUBA4ViWzlLJZPrNT+ziKu70j7Bn5uqkYBz3Ueswc3aQ9v7dOuXseju7fw9OFdPH98H8+f3McrHifpBNDT3qReb54nR06hVu0/ZWrowtX9i3h+3w6pZw+u45lsY0RFeYcq6O6lFSqgGQz0dCM7Jw8RkbFISEhBdlYCBtp06KzPR011FHoastCiT4E2Nwp1ZYmwlKegtlxao2TTZuWjszYPEz06TEpMR6zVYD2HFeMEz/RgHZbHWnhbj7E+Qkiqxkcb0E/FM9JrwPiADnWmJJRq/FFMZVDKyaThJBboFJVR5RScRnrRGQ7ZFdYJRZJLw1HEyV5KVVDMCZhNmyR9caQrn+TWpGidqVp43nIkE1DJnPxJBIIUV2ZSndih5ELLcwYJFac5+Nzy03yOLJ0TcDofJFBNSTZzIm1RaoWTKpFI5f9l0C6pPsdmX0jrUFlxypLsZSqTbFE8hGFquQSonfkeVDBUTTF8j2iqqJiyU4gn3GRL4WSjC2IqacUqjiJeexKJer6/jpaMCkvAlG3yQlKlM+FDiArY+PoZBE9ubQCBRejxVuqzpO1FEt8vo4wKSReA6tpwBZ4K3tY0JqG2OQG1jXHQWePQ2F6KLlrZ+dVJTCyMwDYxoKDTZ+vnoMqhuhF7NTA8jJGRcYyNT2Jyxg6cGSocGaJ05pZE+SxiYpaKZ+hfwWW71RrikCTCjhYTAsPDqHACVNas2Cs3b0KIP/v4hXCEwds/DJ5+wYSPn2oS7+nljWMnj+KTQx/h2OkjOB8aSImbhrS880hIO4vcIg9Ukazd7QVYmxu0By/XF+yrWZwo0vhduhPubPBKvDijgr07q3NYnx3Fi8d31QZ5svvkrcfPcPnqVVquBwo6bwU8B+pHbNcLQmmU1io9P0TV31ygshnlwRke6MLUaD92qHwub9hf/yJtlV0FSdnFBu5fWcPbuyu4s28HksDnMiezLNVPT41DX1GGmKhIKj1P1YTrm69PICkqAsO9HWhva+PVPwSnzrhyMsbBYDTT5g2o330XLLaDhgBamrcXbPJne+xmQa0wiaWS8a5SXtkvBR1ZmbIHjKUlhz1ew/ubsofTKi7wO8j3EKsocaub+7t4dPsK4XGNx06OySO8ev4Yr18+xdvvvlWdD+9cu0wgXYNsK31xdwuvXr3C/WffY2X3GobHZ6gwOvHdw8v48eUjfPf0Lp4+uInb/J3d7Q2sEoYCT9kaZ3KgiSqkGm2WdCz1V6HZkIwmAsdQEo3qgjA0ViWhw5iNoSYNJjoqsS5N1EfqsMKTeXG4ETOEzeRAHa1VDWZpp6Q1hSiaxbFm1SZjrN/Eoecx1qK9qRgN1nRkF1C18GpdpuNkqnRFMZVGAUGSS+hk0qpkljois4SKh2qnQGI5Wg+leNL5cw4ndgEnfR5tSD6BlccJqoop+TppohKoHqJKpAzBDiIBiYApRnPSnjgolopQSKo6jdjS42pnz/iSM6onjuz6Kfk30mpUGrPn8D1SCSgJKgtoUqmCUkUV8TWlZELBh+DJN/igpCaI9z2VfbOvTLlD2xZFePD9CZcM2Sur9hzi9Y6I1Z9CbNUxxPEzxFGJSbtS6S6YIK1PqwkwvmYyoSlWK5fKKcvsx9fzpSqzq52CmkDClCDUU+FUB0Cj1E4QdPUx9l0h6mNhsiQRJmZMzg1hdm0Co9M22CaHMEzodA72oGugG120Vp3S42poiKrHxvPGrnJmJKYzT4Uzv0Cls4gFDnu91gyfMymrWi1qCb2z1QyrqQRVpSnISw1FdnIgzp8ndAgaD99AeIm98jkPd7FXhI1fQBj8A8PhFxgFHyofTz7v6ImTnHTH8emXvOJ/9QntGaVoWhg0+hxk5PoiIdUJhSV+aLCkYVW2DJkfxerMqGr4JOUTj+5cUvVcUr8leTz3r++qALPK4SE8/vjT92oL3D/86Vc8ePYar9+8xvcv7uOHl3fxlkPUz9sDFfTy+T30j/cjNsOFQCjAxto8xmx9mBkdxPXNEfzxzjDu7Y0RLosHk/agOp2wkSV2sWEXOYllMitFRHsoCYfng4Lw2Wef47e/+xAffPwFTpxygTftZ73JgOXZCbXPlfToWeQQZSNQWV+226h3SX1qEEJLBJk9ac+eRyP3340tKp13yue/wWMf0u1Qbtf5fwtzM5ifmcYqwSUrd1JaIqkJsseZrB5+S7Xy9tk9/PjqCX78/hl+fP0cP719iZ/ffofbVy8TSrfxy5tvce/6RUwO9fN9NlBX36JW6jLTM3Hj0g5ePL2HWzeuYe/CDnZ3NrBN4G0sjOPC4jBurRGsNjNWe6uwM6zFTGsRmmXHWW0KeiwF6DLlYWVAi+vzzdgeq8NstxarwxZsjDdhbshC6DRiakAUjoXwkZWqOiocEy0WZT2fZ+Pze9rLaN8qYa3LRnqWD+LTHGihCIpi2o4STsZyWh9aqlSOrDLCp5yQ0dA+lTijkFd2ifdIt78iTkBpvpVHZSStRmWrlyQqouCcbxCRf4YQ8EJipRNCCqgmKhxorzjBCZ6o4tMIzT1B5UFrQwuWRHUhMRypvZLkweCsY3Z7RUWVo/NS8R8BiDRDz+f75R5UsQuIRFWl0/6kEQj2WioqL4JPyhFyBDq0Scla2bbmHPJrCCNrIO0dFYyJakfvjEQpr+DvpegJN9kx1OCMBGlnSmWTRvuXyPtiB9P4nDTCVlbb8qlwxM4lU1Vl8j0kObGI75er9yeEfal0glFlDkUpH5N2pZW1EQo84xN6zCx2YGGd6nayn9bJRrj0orO/Cx19XQQO4cPR0z+AftswhgidcVE6hI6AZ45jfnEBi8vLBM8CJnie2sbHMWAbwXuGqmwU5kQjO+k8sqXaPCkYWcm8nxKMyIjzcJUtjv3Ow4sqR1ksvyB4+gbBh+DxDYzgbSThE0H1w+e6n+Mk9EYYFcFnX3+Or49+haBgT5Ro0mh7MlFcFoiSMj+eQPFork3ExlwvLm3M4SptzZ2r2yq7Wa7SDzhhHty4qFa8FIQk5nNpC49pG/7jT3/EX//+D/zHf/4X/vTr3/D9q+eqUbcA591485K2i+B59u096Bt0iEw5RyC0YImTXbbfnSeQnl4cwstrQ9hZm+Zkk/2+JGi7QNvxP4pJCRqBkgITlZHYQoGJqaYOIeGxiE9MhdFYi5Ehm1InsrOCWgJfprLhkOVvlSND9fYulqMUDSGxwselMlyAI+AR2Py3tbIPZa8k90bGwWNba3yc0NniqJdSBEMtWrv6YW3rQt/goCorUUW3Ny+qzPDHd/bxinD58aV0KHxK4BA8r5+pAkvp9Pjs/nX8RCj9+w8vFXClIDQjK1dtkLi0toUbN2/i5o2buHzhgmrbKnVkN/cWVVrBbG8N1vsNmGvX4OpUPXZteky1FKLHnIaJ1lLsTdRh3abDbEcx1gf0WB+uxdJgLdaoZFZpo+ZtTQQNFQ1t1nC3AVM2KxbGGmmlTJgaqqXKMWCgoxwmfRJyC4MRleqMgmpOlgp3qheCp+Ss6nWcXOzA+87IpHXIqeAVnqOYV/Wiai9odP4oN0jwNJAgkPR/2XrXX00+Wc0JyjqK0LyTyiKJwogvP4NIqphI2pvQ4iOIKTmhehXL4xLLiSmjzaJ1yqRqyeTvp9BOJRURJqJwOLHTNFRVVFiylYwUWErP5XR+XqmxkuV2US6y5bCsNGWZJcM4AMaWSNT1xKjeOLIsLitl0i6jqjFUJSxG0M4F8bOESx4QP7esUMmWNtIfOZ3KKI1Dxad0LrRo/PwcKVRSYgtl19ASkyQ+Em61gVQ/3silysvXEziG81Q8UklOq1UXDkNdFAEUrror2oarsbHaqwLJo1Mj6KGy7T5QOQKdnv5e+xjoRz/PfxtVjEBn8sBezXHMLyypbaYWlpYwwwuklFDIUvvA6CjeS0vwQ1qiPzISgpDJkZ7gj5L8eFSXSxZyjlI3XgSOt38o4cPhH8zHCB/CSKyWT4DAR8DD+3zcy9MX8fEJcPf1xVfHv8IZ51O0HQGoqdXAbC2g/w6GpS4BZrNsMleC9ekBXOTkv315UwWcZT92tdx+3V7DdePSBqSVhsR5bl5cx/OHN/Hrr38mfP4LfxH40HqJhXirlA8B9PLAej2XoPM9fPvkNvSNWiTneWBnc1DthiEdCGV3hc2FCZUoJxvRSatNsTICIan/UoHm3Q0FITt4CCD+/yV5zgbtj3quAGGJMFkkQOxZwf89CBTZskZZKan8tmcMy+N2xTOPuYkRBSP5Wf2/qB15jhp2iL17Lbm/S9V2fXeet4sqxlPf2ILEpDSqkxzkFGsQFhmLjKQkVXf28O4NPKGN+pb2SFTNmxcEz/dUPQTy9/xZWktcoGe/f2Udf3zzgmryDRXRc7x88QxXrl7Dg/sPcPPadVq3LewuzeAaleH+2gwu0OPPDDTwb2fEQJcBQ70GWBpKVQ7Vpq0Gt5ZacG3WimtTdbi/0oLLM7W4Od+I/elGbE62Yp7KZqzLjIneWqV0JgfrYesyYpyPT9jk5zoOKiC+1nBvBfS6aEQmOSIiwxlRGWeQlE8VXcCRfxKptDZZ5a5UPK7KMhUQNCVagkXPUe2DonLCp8oLWtlWl+CpNAeijBNarvqpVCHp1RLc9UYCFUp4yUkVT4ksO8GJzvuEjIzI0mOIrTiJWKqdWNqsJI0bogtOqfhNCi1VvMSRKj1UYWgC7Zl9aZxWp9yJaoifUyOZy9K8S5SNNwrr/FAgeTb1gSi0cMI3hcHaFYuyFn/kW+2JfhqLZBr7I7WKr0GFI8voYt3yqdKK689T+fC1CC3ZIVSAks/XSTVSvVEZieJJ4O9JgmE8raLEkspE2VBVyf7lOUbaU0sQqiySqRwMjTXCvtWOMUglWRpM8eilQp2d78Hk4gBGpgbRO9LHMYCuQQJnsF/Zqy4Cp5tDfh4em8Tw1BShM6eCxwKdBQEPgSPwmZ6Zwxhted/woMpoHhij4vnff//773///e+//3//vffe/wcinKJbEUDRUwAAAABJRU5ErkJggg==" width="286" height="177" alt="Vista aérea de una ciudad

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<span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: Nuevo Laredo, Tamaulipas</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">ABR: 46,521 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Fecha de adquisición: agosto 2021</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El Portafolio Industrial T-MEC III, en Nuevo Laredo, está conformado por 6 naves industriales con ocupación al 100% y el total de sus ingresos dolarizados. Está ocupado por 6 inquilinos con contratos de largo plazo dedicados principalmente a la industria manufacturera. Nuevo Laredo es una ciudad en la frontera que colinda con Laredo, Texas. La economía de la ciudad depende de las exportaciones e importaciones de Estados Unidos, pues cerca del 36% del comercio nacional pasa por esta </span><span style="font-family:'Times New Roman'; font-size:10pt">ciudad, que tiene 4 cruces comerciales al país vecino y un aeropuerto internacional. La tasa de vacancia se encuentra en un nivel históricamente bajo de 1.95%, con una fuerza laboral fuerte y estable. La antigüedad promedio de las naves es de 23 años. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">GT </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Plastics</span>
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<img 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" width="289" height="162" alt="Vista de calle con edificios de fondo

Descripción generada automáticamente con confianza media" style="margin:0pt 9pt; -aw-left-pos:0.15pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: Saltillo, Coahuila</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">ABR: 4,564 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Fecha de adquisición: diciembre 2022</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Portafolio Industrial GT </span><span style="font-family:'Times New Roman'; font-size:10pt">Plastics</span><span style="font-family:'Times New Roman'; font-size:10pt"> se encuentra ocupado al 100%, por un único inquilino, que es una empresa trasnacional.</span>
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<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold">En el 4T21, se agregó el portafolio de Fibra HD</span>
</p>
<p style="margin:0pt; text-align:justify">
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" width="287" height="185" alt="cantera 4" style="margin:0pt 9pt; -aw-left-pos:3.6pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:9.4pt; -aw-wrap-type:square; float:left" />
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<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold">PLAZA LA CANTERA (COMERCIAL)</span>
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<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:normal">Ubicación: Tepic, Nayarit</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">ABR: 6,799 m</span><span style="font-family:'Calibri Light'; font-size:6pt; vertical-align:super">2</span>
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" width="287" height="185" alt="carmen center 1" style="margin:0pt 9pt; -aw-left-pos:7.5pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:6.8pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold">PLAZA CARMEN CENTER (</span><span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold; color:#7f7f7f">COMERCIAL)</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">Ubicación: Ciudad del Carmen, Campeche</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">ABR: 15,091 m</span><span style="font-family:'Calibri Light'; font-size:6pt; vertical-align:super">2</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">Terminación de obra: 2006</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">Uno de los principales Centros Comerciales por su ubicación en Ciudad del Carmen. Entre sus principales inquilinos se encuentran: Sanborns, HSBC, Office Max, Santander y Big Bola.</span>
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<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold">PLAZA LOMAS VERDES</span><img 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" width="287" height="190" alt="Plaza Lomas Verdes" style="margin:0pt 9pt; -aw-left-pos:7.5pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:5pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold"> (</span><span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold; color:#7f7f7f">COMERCIAL)</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">Ubicación: Naucalpan, Estado de México</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">ABR: 5,863 m</span><span style="font-family:'Calibri Light'; font-size:6pt; vertical-align:super">2</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">Terminación de obra: 2013</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">Ubicado en una de las zonas de mayor dinamismo en Lomas Verdes muy bien comunicado y con facilidad de accesos y cómodo estacionamiento. Entre sus principales inquilinos se encuentran: Camarón </span><span style="font-family:'Calibri Light'; font-size:9pt">Guasaveño</span><span style="font-family:'Calibri Light'; font-size:9pt">, </span><span style="font-family:'Calibri Light'; font-size:9pt">Barezzito</span><span style="font-family:'Calibri Light'; font-size:9pt"> y la Vid Argentina. </span>
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P4La58bfih8Q9M+F+j+GNDudd8QQ3qJdTLqtnFBZ2Wk33iLUrw/Z4r+5udvh7S9TvItN0+yuNR1UwpaWFnd3csEEn7o+G/h7+0H4C07SvDmn+KPjHY61pOgwQ6PPb+J/EOmaloWgm1SK/wBOTwsL690D4XaJNsfybrx/qmm3jWxV00OAbYT4OLWPxNabxuKniJVqkq9KOJnRcaMZzvy0fZ07xgnGShzptRSfM3dv7fKMHl+Xxh/Z+DjSjTw1DCVXQVWTrexUHCrVc5Sg6ju+aUFG99b2VvEP23LUp8WZbi8TxNBqFxYw2k1p4sfw5aatYvZ6ZozR20fg/wAJtJpfgHTAt1jS/B0ry3+l2WwX5F7JLXxFfafAfD3iO5ub2O3a1snuIAbjSklndEn8mKC21PV9MnupmlESGLTlvJo0Z5GhBEaS/XHxz8M6yW0C/vtUn1DyU1G0jt9Ua2S10+3QWM8963jefQvB2k+KDezSK11q1vZz20RhihGqXxBeP5tm8OQ3EOqW149q1zpET3OrWEEssl9YrE8qh4pLn+ztEu8SIsc0MGsyyI08SeS1wkkMfo4HH06GPwtJuMq1PDxlKjRnGdXk9j7L2qpXhzRu1zP3Uuutk/Kz7CRxGWYxe0pwi69GpCpXnKlTpyp4ylVcak5JqLfLyxulzSlGKeuvA2FhPrF5a6VC0ENxqd1bWVrNdTbYEluZ1gikuZY0fyYw86l5FifbGGYRnGK+Sf2trXXPDev6D8HoNR07XL7UJLDV71dJ/tiFZmnuXtdAsLm21zSdE1O2FzdJJqbxXmnQk2cNpdqvlOklfYUyra6cdWtPB3ijVdJsNNu9Tn1fVFks7CGx0+C2vZ7jUrPT4A0Ntb2cj3WotbeIf3UDtsu4TD9qb5W+D3gXxj4qs/iz+2FrH9ieHPCvgufVDpVxqiXEsFz4int9OsrLQtAtru21uSa70ux1fRdD0ue+u4vs97fPN/agurKWeP0csnWoUcRGFJ1I1FTcGk1L2vwpRuraq8nK6sl1TLx2Dw+IxWDxU6kebCxqK3uy5nJQlzNqXNfRtJwfM2nf3UePf8M0eIP+htT/AMBTRXX/APC5/wBqT+98RP8AwS6z/wDGqK39jj/+f9P/AMDfl5/8P/28w9vS/k/D/geS+4/1HNmxSRz0IOcMOO46AZzzg/nipk4x7Hrjhjn6DOAM9qYQwyAvYYyd3Tpn1OOuO2cgU5M4GRjB9eSTwWzjB7Y6+gx3/eG3Z83d/Naf5H4vOL6q610tbppo97P/AIYtpycA4P6YI4xj2759OAM1YVgq7QMHIJPGe/A7ZPpnpjNUt4B5BJPHPT8O498jHf2NlDkDqBjAHoBjBz9CDjng85rFvXvt5X0MUntZ7aadPLuPMhBzjJ/Tp+ffPuaaZSykYzuORxyOuOvQjriopTkn7wwevXpkcZwBnGOBn1PSokyTkA8nLHr2GfbH4fyrVRjo1/X/AAf1+VlLnj039b/1/mticgleAcnGR3PHB+nXn9M1KkbEg888E8dT9foc85qKIfOv5dwPrj+XNaUYBHbjGOD044+vHXPX9c5zcLpWXZW9P6/pGSjfe6s10+f9eoxYiMAjnOORzz3Ptj3qd4CqkgZPqORjjGO/r+fPWrCru5K4569eeo5GfbPFWUViDxjJPzBeT+HPAP3cjk471w1JtNtPp8r7dn/XY6qNOLclayt06tW6/wBf5/5mX7Tsyj4x/FsSHO34i+Ns8k5YeJNSGO3J4Bz6e5I+K9WkBkZs5OccHkYA7DPPUHOOPTNfXP7S97DffFj4o38O0xXnj7xdcxYIKlZvEOoSKw9QVYHqR0A5HPx5qLYkYdQOM4I+Ynn8cdenGMHrjw+IJXxLbt8MfOzUY3t9+v6n2GVL9xzWtdJW+S6f15Cx2zJb6bep/wAvd9cWqo7Ajz7JrSTcoATYjR30AAZnO+OSQyhXCR/vv4Q+Duu33hDw/qOheP77w7d6xpGm3H2bwt8Q/HMP9mXV9Zw3Nzo8MZ8c6zbeZazTT27RGFnDK2+MnJH8/FtdzzG0sGmXyLW/aaFVVS0cl4bdJpHP3m3ra2+1WyB5ZKgEnP8ASR8J/hp4S1L4VeCpNX0DS768Tw/aiW4nsoJJGuIUaF5C0kRkDkoSG4bkg+lcuUYRYupVcY35FFtuTjutfsvTR2/4Zn594m8RVuH8NlU1iK1D6xiMVBqjRw9ZzjGNLkU6eIjJNLm0aSer1aKmofA/4z6annad4/8AG89qNM0hrF/Emo6FrzxTPpttLcxT3PiL4eanNPbQzyNaQRtOTHFbhJCzFgn5bftd6J4v8P8Aj/SrTxn4nHibU5vB9pd27pouiaEukWU3iDxODpRtfD9pp+nXOy+jvtRF8tpay3A1JRLbxNH5Y/YXUvhZ4We8a9tbGfSrybSfD1tNdaRf3ul3MsVnoGl2kMb3Gnz2srIkcCCNWcqgHAOM1+TH7clp/Z/xH8MWKXV7em2+H1vC8+o3t1f3knl+N/HawpLeXs9xcyiC2EFrBvlcQ20MMKbIo0Rds4wLw+F9onNqU4Rs6rnFOzfwtXvo1e7+88Tw/wCJnm3EeMwkqsKjo4WtKTeV4XC1YqFahBXxNCbnNapOLhre97HwPfyNuYZbvg5PXn1JHrnPPAGa+/v+Cc3i9/D/AMZrATeFfD/iz7Zout6JbWfi6LVrjRLVNS1Xw8J57SDSdW0pv7SnaaWB57o3MItpXC27TRwPB+fl6vzkdOMgYHPXjgED2zlunOcivv8A/wCCePhvUtb+LmjHS7DULx7Np9Qv5LK0mufsdmut+HYFurkxJIltb+bHBBvm2RGRkjD+ZIoPylGCqSlCTcKbj7zT5eX4Xvp13/A/UuKsTLC5HjqsKanUjQvFSi5qbt8LgtZJ2s1Z3V1uz+imHXfBd+mkad4q+HGq6RpP9qWAuYdF8QWXjPwxIj3m6VJvBHim10fTY4ZizsZZbnVHtnnkuEiklhXz/Kn+E/7NPxGiMemeLvDGn30w2l9WttY8BanE7ErCTM4Hw5VyINwit9PuF3zqhPmMEr1C6s5rLVPDUMzyOtz4n0WIo67eGv4ODk4O/JxjHzA/SvJfF3hXR4vDWs3baZbfarbTbyaC6SJY5Y5Y7eRo2WVQr7gVDAhshueMCvRp5RCrC9ONOvbkSlKEU1eW6mkmrdXfqfh+B4/xeHw+GvXxuElPEYqm1hsRPktGnhfddGv7Wm03UVo+z5VrZbnN3v7Jfjh9OmfTPEWteJ/C1iHhhazstC+J3g9oJJ53t7t5JdV0/Sra23LcSx/ZdM1OZGglvrOSW5xAvz34y+G/inSbiHw1qmi+HfEllJ4Vt1W20iHU/DVvZaa/inxNBFKI7zT/AA5HYahDqyayJZ3sJNNFjPBIHM2yWL6j0HwPpL6XoWr21vJpmrz6XZXD6ppc02nakJJ7BPMljv7KS3ulkkR3jdxLlg5ViQzA5uvah8RbDxLpF14c8U6pqOvxeBLeC51PxRfr4ivbjSP+Fl/El/7MnuvFFh4laW3WdbZ7dXi3WsUZgtpYoN0TZ4rKoUvYeylWp81eEGqNaTSerlPkm5e/zQsrTtY+n4e8QsVj1mscT9VxDweV4rFxeMwlOg37GpRio1MThZQvTcaji4/VuZtp83utP84fDfwq0LwF4q0rxOsPj/T7bQLtNUm2Lp/iyKZbGIX0tst/Yp4ZitQnkfbJp5Lq6ezsIszWt0pa5EPiX4i/GS6sVtNI+Lc/inQGkmNv4U+J81z470i4Q3Vjd26v4Z8eaR4u8F2c09zFFdzhryezkjtIWubxmSKAfpE/j/x5cTaXpnjv4ceBvENlcappsE+rQ6JHBrcDtc28UV1aajaatZ6bZTLcE3LSf8IjcqflVI7cqa4TxBrvw/1hrpvE3wK8W6QgnneSTRdftvGCSOw2m6t9L1TTPD1hazztGkTBZzIkJ8s3c6BkdVoZjGopPFwrSjpH63g21y7r3qPvNq++jvbXR29TB8YZVUo+0q5Q4+0qcreVZvSlGEkqcnKNPMVhElrdxTe2j1R+CP7X2v8AjG8vfBVxrdhYPcafpWq2M134O0PRtN0KK1trjTZIp3tfCttaaBpwnvr+6iiSC002KVyoitU3KX+AtR8XvOskMU10jyK6ITEwIbaQHBBIBDEZzjG01/RlD+1Z4r/Zz+JutXPwSi8DnQ9WvLFtS0z4reCLFriAw6Pc+fDBp+i+JvD8Fi8RS7s7l9EuJo5La7DNIJHmMvI6r/wUQ+FnxQs9ZT45fsRfs26vJcaZqQ1HxN4QstU8O38uqXkyRLq/9hxWOr3uu3EEfmOltdeKrS5aRS8Gtxu0dtL4OYKlluAxWaZjSnUhQjXry+pUJ4irVcKjapUMO260qlSajTpU5NOUmruKba/T8Bm0K1PC0MLKpGMqGHSjiXCNSKqUqcoqrKEnS50n+89nKUVK6XMtH+BenQyNpOmgq7E5U5yzM5lcvnJGWJY8nLevNfsh/wAEjLLSp/jlr9hrGnxX1jqPgS8tZY57prPy2h1TS9RSSCZNpWZpLMQopDCRZZIgu9lZZBqn7N9p44uvEvgj4Q6N4Qhs4rXULRtF1zUpDBFqR+02mlaTp+reJ9VuNNaCx0+7h13XLPQ7vUNIe7uL2x1S7kgsrmX3Dwf8cZ/D+o2tz8NfDoGs69qRlkv7jSbT7dqCLDNZ6kumQ6d5cWnWV28Npd3k9raadeX9zDHPqd08Sxyz/wAy5/8ASC+p45YXAcAZzmGA9lSrVq2NzTA5JXhGUo1ZQ9g1i4QjLDyVSDqV6daXwvDwpqVWHt4zKa2Oy7FUaWOw2GxFWjOlS56P1qMZVocsZzhLSpFT92zpyW1m9T902+G3w4ea2a80HVoIrS/0u8uzLq+nvBa2keoWsvmzfaPDwkt7ZdoV2muFQqxbzlYfP414lsfgBd65P4chutS8S6o/2tzaaL4F0zXLCF4yFCSayfEEOkQB5X+zKLq5trmSZJEt7aYxyhPz3i+Onj6S8tH8WeEbzV1tpku7fTPLuEvLpZ7S4uNK1CDSHvtfluYLyWa/3yRlFhkbR7ma+truCzjh9BsPi3qfiHStP8SeCZWuV1HSY7LxXbWl1cRy6HqErnTYPB3iK+vZYJrGLSxefadZ8Ranpr2rvBErTWCzWMkHzmJ+lJkWBhUpZn4f8SZfUjKjHCrDZnk+Y4apUqKbnDFYutGlLLZRhQqSpSq4WvGvPlpXpTnL2fyGE8Ms4nanUzPKcapSnOVT6pjMB7B8tNQ5KWAqUniVZrniq2HjBXk+eMGnz1p8M4fhn+0h4V+MXhy6tfDv2aaWy1G1u4vFtnpPguGT4WeJPDsl34mTwho7xahb6vbz3FhEnhLxhBqNvdaxbxF3gtJ1vPefH/xW1DWdJ8RaZoyNqXgrR7C2vtX0/wAOiy8D6XYXd5cQypqXh/wz4QuFWCe7sTOb+68R3Xje/i00C41HWPMn1OOb5cv4/HOva/qGi6N/xNGhNvoni6KwsorPSLTT767mj8SzWMetXWnahq11cw6lbXN5cLp19Bp1lewRpNbx3dpCO6svC+qeH/BvjTUjpOpa7ZeJdC1LVdetdP0TQtA1zwy11YWWo212dH8PRpJfaIZlS2sJYrO50+0sB9onuLAvdzRfJf8AEV838R85yuUcFn+X8MV6rpV8LwtiG84qXhTqxdbNcP8AVIUqdOlVhV+qUIYSvWo1YVqWMnGMHL9cweHxGU4D6nGWGlUpUqEZ1JUqtOlKVOnCkp06datiJe/KHvS5qig3qlJuK7HV/hOPF0Fh4ljuo4ZdZs9EgW6hvby2ks7IW8d/e/btQ06PSr6/+3aDBNcXdrKxhfU9VuWgMdtDaJa+26T4B8DeH7iSTS/BWiDVIvJFxPcWgvNRvBbS3v2Y2ut6m+pavELhdPjuJUmvP3cTQLLNMEIPUfDXwze69oehaXZKq6pbeHdFS/S6WWBYY7zw7e3NiNbtrhN0KSxPFdXEwMhVJrO2eNbiWGQ+7RfA27vYZf7R1e0trOb7Q4t7aA36xrcvqUs81pcSm08h5zewuHWKVYUt0jR5T5VxF/VXBGS8EZRPG4jhvFfXcVdYbH1qua1s7xdLEUbKtGriMTiMRXpVZe5KtTc4wneFSFOMZXfh4x4qtBe3TcXytJ0oRg2rTT5FGzSaTT1vZrS1l+Iv/BTjxnc6Z8NPDPhbQ3juNf8AiDrZ8IWw4h1qTR57WwXVo2iAYTf2vNpthpVy7Ofl1Bon2Apb2vCa18J1nuv2bP2I9KOnRaD4U0q2+LHxyvrGa7uLDUr6yu5oG03WY0iEinXfFt3PYmK5hWQWupaVdRRJDYxLH9SfE/4Z+Gfi3/wU68DeCdZ1oP4A/Zk+FUfxO8aXOtXlvaRxeJtT1GTWNMt0voprRLGJf7W8DajA77Z4bfR7p/PKmEro/sv/AB8/ZU8O+If2hv2ivij8Y/hB4b8QfFP4nahofgzQNX8YeHpvFGj/AAq+H0svhrwxIPD4vrjxBbHXL631S+vLg6bHFqaW2n6l5kguEY/o9SslBOGrhTi1B6PmqRVlpdx5ad2+qk4q19DzqkZxSs5WiuaTX2m4xjs38KWyur9bH0P/AGj4Z/556F/4K4P/AJBorI/4ef8A7DH/AEV3Tf8AwndW/wDlVRXH7Sp/z77fZX93+55fL/t0xvL+Z9PsVP7vn5/1dH9aOcDv6jptB56YPGenv0r5C/ae/bF8Efsy/wBl6brWiax4i8Ua9p8upaRpdi1vZad9linktml1DVZ2lktw00MgSCz0+/unVCfJVSjH69YjnqRwevQdOAABwMYz/jX4H/8ABUa9kb446HCja3eLpXwf0y+uLPQbAyz2Fpc+JvGCX17d6kUlTT7KSGGCK8doWPlNH8yLIGX+g+HsNhswzWjh8VCrVoezq1alOk3CUuWK5Itxu1GU2uZtrlW8otpn5Rmsq9HBzqYeVOFXmjGM6jXJBSd5N81lflTUdJSbtaMtj9HvhX+2VofjHw5omt+LvCmreGTq1jBO95p4l1vSIp5MrKu+OOK9jiikV082e3XcEZ2CMNlfWnhnxt4S8WwC58N+ItL1hCoOyzu4jMgIBxLbMVuIznA2yQowYEbR0r8t/gJoMc3wb8Azum15tF85gcA5lup3XedvXBAzkE49zhfF3h54bpbjS2l0vU0KtDqmmTy6ffRMGDBkubRopSeCMlsjPy46j89xXEVXD47E0vZRdCOKrwppaONNVJKCvJ30jZXbvfe59DSy+jWpUdZRqezp88opSi5SjFzfLK9r6tWatppufrl/EOB9M5yfw4H+end5RRgAEDrn+nfjk89OK/M/4YfGD4y6NoNneT+IbXxVAJ72BrDxNbMz+VaX09qiQapbD7Yh8qEBTMLgBjnlcAfRWiftVeFFKW/jvSNT8IT52vfKo1fQyckeZ9tswbmBBwc3FmgwGJIOAfQw+fYGs+R1PZzva9S6i3omk+/m7K2u5yVcvqU9V78b6cr1surTS/C59XwxKPXPUHknHfr+PcD09ry4OOPu459eOuMevfj+lcd4X8ZeF/GFqLzwt4h0jXbUqrGTTL63u2jDAEeakbmSEkZ+WVEYHI25BrtoADyTk5B55xwOvXJHfn09ePRlWjON41FK9rNPTp+hxPDu63Wr0t00+7fTpvsW4I1YHjqOvzfNyM46fUHj2NXVQDKjHQ4z83bABPXI6cD19eWwr9D3/DpjoOnarjBYwXIG1fmYnsq8scjtjk5HTnivPr1UlLW73XyfXt+vqdmGw8k1f4VrfbXTbdX63v8AM/yv/iheyX2savezOHkvL67uJGycM80skr9eQctgjjntjp836jIdznHIY8DOD1Ax0APPU9+Ce49s+IFxm4u8u5/fSAZJ6BzkjqOQRnHsR6V4LeS5bGc5GctzgnBxyPp/SvJzuopYqWq0aVlrtGN+vW/f/g/RZZF+wSv1ut+iivO1+j7FzQIPN1jSFlty0d3qmnDDzwWKzwm7WFgL27K2kMbvvj+1Tv8AZrZg7ynYjY/pD0j4w+HPAvw7bTLD4efETxPe+FdO0e1h0fwT4i+F3xJ1nWf7Rm8u8k0qPwp4sWbVTo0krfb3tbAIscLzrJ5AMw/ni8CLY6j4k+H+lzokwuPGOm21/CUYB7a+1jS4hE7qqlg8QkUYOQGIBBJr+uL4e/Cz4d2ISysPBPhW0tTYujwQaFpaLKJgvmicC0/ftKQDK029pGGXLGpyrFzwbq+zV3OMZX0soxV2tU9ddvLe589xRwxlnEqwizbDqtRwc6vs4c1WE+adSjBTUqUqTS5Y6Xk7NLmUtj5tsvjF4X1XxP4k8LJ4L+NtnceFdA0LV9Q1q6+E2q3Hhq4tryy8NQpaaRqOh6lrN3qmp2I1q2XVbC30/wAyxe01Yt5tvp81yfyS/bnu4bz4u2U1pNJPZP4O02W0nmsr/TJXgn1vxFdp5mn6paWeo2sqm5Ilgu7WKVJVkUrs2sf6Q4Ph/wDD61vLkR+B/CkbiSEvIvhzSY5HNtEkVuzOLUMWhjCxwnOURAq7VCBYdf8Agh8CPHF6upeNfhR8PPEupmBbRtU1nwnomo6l9kUyMkCX91ZSXiQxmWRo0jnAjZ2aPB5rrx+Nq43DKhOKVpxknZJWjdLZXT19NfQ8rh/g7JeHs2xOZ5fTnRq4nDzpVozq16qftJ0qra9pUkovmprZdbX3R/GheffYgNknpzwB0Prg8kgHgfga/RD/AIJ0/ETUfh38Tp9Y07QfE+syL4fu7bUpvD/izxL4KfQrK48SaEsGrtrXhm2vnMcty7Whj1ayv9NUxu8tnLKISP3tuv2E/wBjLW1KXvwL8IqJdyu+nXGt6TMFc4IWbStYs5kIGFQxvGVVdqFN7BvTfhF/wT4/Y88Lal4g1Twt4N1X4ebNGQXGvaH8QPGcNzZIs81zJc/adf1/WLOFY2RLlpJYWjiNrEGAgV42+cqweHo1aqo+05Y35Ofk5ldKzkrNO1+jvs3Zn2WKjTx9P6sq7w7np7Z0VW9n7rtJU5Pllq0rSdtb62s+c8GftHeHvGfiLQINZ8QeNtStXWW0t7HxRbfCn4w2iasuhz2mi6o/jeXS/DHjPRTaa95Os3EtrpWpTOlk9sqhL2SKPmPFvirw/qnhbWra4t/A2qI2mX/ntpPirU/h3qmJLe9lZZNU+IcUfhJD5PlxRJpmm3Kwv9niJnuJdr/SPif9ga506f8AtfwT8aNdWaRwltN8SPCXhz4hTQK7vYuLDXdRtoL3TpYrYC0juLAR3MUsbskqEbI/mzxV+wT8dGs7yyhn8G+KNKnjmjkXSPGfifT9cugXkeQEeOLXXNG04XHmCGAacyRRJGqJDaQhNpgs1hRSvh8VRi1C/s06qTTeq9nOElq1urO26dkfDZtwFjMd9WaxmT450Kk5J1qLwlRwn7H4XUp4ujzJUuW8eTSyi42PbNI0DwidP07QrPR/iW0eleGNKZ9T0Xw5pHxJ0VbiDRrSe6spb/wbrU2qpc2zOkXly+HYJ7r57iO2W1QzV4Zq2i2Om+P9M8rxBY3ulX/wnGrWepX9lrPhNTb2nxf+J2jXEV3p3jfTPDuq6fqVvqNrc2bWc9mv2p4kl0+S9tZ7eebmdf8AhP8AEHRb6a48Y/s8fEq0uNsatqvg248OePmEcFpGj+SdFutIuQrx264Zrp1Mh8osX2KPKfEPjLVtK8RQXl/rHxG8JNY+DYPD/wBs+JHhrXhe3qN4p8Wa4+g3VvqMfiRGskt9Y06e0+0TtYJcwFoZIpIImdzzGinh2sSlL6xTlKNeLg4x9/V88YvTmWiba01bsedh+DJYb+3V/q7isKq+V43DRr5fi4Y36wp1aMlTpUoV6vLXmopxi8OnZSbtzKK+kNT8Jarc/wBmXGn6fLq1qNX0tnudHKatb7LbVLcXTefprXUey2wRcOH2QEMsxRgVrkPFNrb6DZahd6siWNpaQXFzczXa7FjgiVnd3MgztUdwCScYUtivIU+Leu299o2o2N58IfFzaHrmh3ttb/2Z4a8NTwx6dewXMcX2bwJc+CNTura2Ytf4vmuYL2+jI1Br1C9u35d/Fv8Aay+L1w2oaJrPgv4reE5PE+q6fqd5NpXxF+JFj4Ohutc14edeXPhjxtF4ysZLe+jDWEFpY3+jxRaeY7WCR0CNF6FTHxnBuE6FWUY7RnG7bcdlzzf3p+mp8zl/h88dR9nCvmmWOniZSccwy+rGo1NUr3vDCuy5Xreonazv15n47/C7xz8aviLYz/DPwNr+v2uppqF9FfeXZaRpcVrNcW0VvPqWrahOlrYNKLeZ4NPupLbVJYgwNtE4XPX/AA4/4J66hN4y8LeHfit4uXTbTXvDfijxBNo3w8CrNHF4f1DwnYG0ufEOp2M8tyt1/wAJOyzxx6RdwW8lt/os10ZA0f6u/CHRDe+FPCSWUMt1NN4a0KSK3hiEkkm/TbUsREiSZXZJJt2x/ZpCSn2WedSx9gtPgF8RNa+Lfw/12PRzYeGLDwF8TNK1jUr66t1W2ufEGq/DG50W2lsRdSX8st5FoWryoGtJFt/sPlXV6kU9tZj4itiPb1K3NJRhL2rinLVt3fKop8ju3Ze7vbu2f0hluUwy3A4LCpOssNh8NR9o01zQpQpw57NtpyV2/ff5JfDniT9iP4faPougp8L9BstK1TTb2dNam1zVdWvm1LzbS1tItW1LVb7Vis7aNPbQazZFZl0oLDMlvZrY3MllB8w/CS88N+BfG9pDo3hWLxD4ylsLGw8G6lC2uXl3HbNr/idLjxLq9jFZqmo29paw6bexyWmn6fDJZaZJNLZWN5p97qV3/Qlrvgf4cfDDwzrXjL4heJEtdI0Sxn1DU7m4uRpdmz20L3atCkEj382oS+QTa21jdfbL2bbtjuLw+YfyF/Zw+JHwhm+L/jDXrXwPda/rH9rax4X8F/Dm70tFbwvYSeJdeiglk1yy1mC1udD0/S75IfEFvrPhvWyby80Bf7Zgks4LbR/wnjbKcjwmb5bmEqtDD1K1ZPGU5/vHVSWHoUalPCxbUXHWmpcklCoqVWChXpqtT9qmudqFNJTk7qXK7KMOWXvNpNTulto2lfmVkfOvxZ8PfEzwV4/tLln8V6X4q1LwxqfirWWSP+xdY0fwhr2pS6N5l5oRtl0/Rbq90uO7Gr2dtJ5j6XBcahPd3dva6xPJQuvin4m8OaK/2eIzHS7zwtt8PXMFnqGua3deL9PN/CbzUVi0+78TvpEXh+PSpzLJ/ZSWmoWV5arYav8AYNS1XX/aX+Jvjf4tv4i8UahqfiO112OeLw/Boml+Dr7Q9H1DwydBa6n1bS/EV9o2n3lvbRyizstO0SRpn1DTtU1TVLCe8dLq7vOT+HXgrwnL4Vl1r4ieJda8NwXOn6XNbeKbiLSb3TJLWXQrQX80VrqNwt++kaZrEjeHBNpmm6qkdtdNqUcjaHcaimj/AM8cZ8JZFjc3tTy/B4ulKtClh6dSFJeyfPL2MsZKMowpWXtrTSlVpxqRqUYupUq1Knq4SrXg6jpynOUo+9JNtJezSk4tRk072tdx1VrNNl//AIS29uvEdo3g/Thaahqd9Z2V3q9zEp0q6v8AXrbVl8TaD5/iW6ktrawWTUhpkVnPJoKQtFaxX8+lGexR/sbwb4o/aPjg0bwbp+sXFt4s1jQvEt5o+mR6no897d2JuY9J1S5uodR07X7x9Mju7Uxyv4W1C5UfZoNS0jVbyVrs2/5r/BfxLprzpfW8vh/Q7DUNB1OHW7LV7q2TUbQ2U9q09xo/iC10iyNtqF8tjLp1hIyw3TmSaVLkefMlfXU/7SGoeHNW8Na54JieX/hHtTu9S8NWOt3U/iW+vbHSdJ1aOz0zW9rWE+qXdpp9rb6kzrc2lpBtk+yXd7OLu5l+fWTZVlmY08tzGGY4OEuSjiZ5fLExqxhVlOl/tKqVa6xFBUqV1GFSnh3LDRhG1NP2fsYXB5hVXtIxjaLTSruMYTV017NWfK227NJWlK75j6kbwB8X9K8aR6L4oXXHPinQr+SXTtAvL2+Xw34c0qPS1fXdWvn1yc2UErXt5GLR4Lu4n/s25s7W2MsJs4/QtB+Nur/C/X7GHxL43k8Q6Z/a2l+D9Sjv9WvIIdD16/bU5tN0zUrXUdLg1TSLWBg73DavqGr6jbw3ej2l/wDZ47uBF/M/xD+2h8UvFniLXLzUdW1UeJvEOlT+E2sfCVlbR2ZtFuJb270m2sBDf6m0r3Rsbf7Rp2rw3cdhb7Zn1BZmE3ivjPxT8RZYk8a6jD4llnGoX3jCKae8Rz4bvtQuDHrElzpk09zqElldWy6CIdT1ZoLeOWI6ZKpuHU2nVmXBGE4ezvDSyKvVy+OGxNCfDeLq47K8LiquLXsMRhMXSwlLDQ9pGnVwdTD1sPWeIo4ihUalhquIm/aew8HWlh7V5UZOTl7eEPaVLU3dyTbk7Np88rK/MklZW5fD/wBuP4V+Nfiz8av2pPjwfE3gPRfDOk/Fmbwho2h+I/E09l4y8Vx6L/wj/hfStS8GeFFsLq71nShb3NjMNYLWmlM1vqsVldTzWM1vXhvjr9lf4eeBfBGq65e/tDWPivxHY6cyWPh/wZ8NvEv9mXuqyyJBY2sviPxff+FpoorieQRTTx+HrlopCBBHdxnevqPxptNTGkeE9etPGo8caF4r+Jera9fq+rz6hdeH/EQv9R1+/wBIuYLux04xW18ml22qxQWNo1pbrKLJpCkdpdXngnjLxDe6nN4f02SQBLjXre5kj3ZVk0m3uNTG5cE8yWsZK/KSfkB+YCv7O4X4zx+fZRl+NhLCxlJ16eKjTp1r06uFqOnVpShiadKrCrzUpKfPThGalCdPnoyp1JeHUyPAw5pSdaTnCm6eqjBSqKNr2jJS5U0vd5X1bu0il/wzh4T/AOh58S/+CfRf/lvRWv8A2zcf892/74f/AAor2v7azTT349P+XdL+7/c8vy7sr+xMD/e/8Dn/AF1X3n+qtJGyhs4zjg449FJ7ZPr2/n/Pz/wUN1S5X45/E63hurWGdPh74ct9MkuL3WInNxp/hbxBqWpWC2mmQGyuAmlazc3lqdZvLezh1W+00x293NdCMf0MNbTSLlY3YKQOEYgAg9MYPHTIPB6c1/NT+33dWzftFftDafJfz3Xn3Xw3hm0aPWNchlgaz+H3gVdNuoNE09RpV9C2rXF4upXWuTfZbKG2/wBGjN9cWob+puE8RGeZ4jW/ssFOXu6ys8RhFdpWVkndqXuzXu3Taa/nHPsPOlhKTcGoTrRgm01G/saj9y696Ttstvieiue8fCX4j6po/g/w7p8Xim0s2i062WDQ/EmmKtkY5IhOE0+83aTdyRFpGEcqXN6pfASAood/RdU+KkULLL4g0d4Udo7Zb7RbkarZtPcusFufIljs9RiWSR1A221woOAZTuGcnw74Yt7jwR4YhlgjlQ+HNHyssauhP9nQsAyOCuQCBz75FeF674I0y48RWGlTGSDT5tXsPPtI7iSGzK/ao1YyWwP2cLgnJ2BsZ5r8Wx1X2mIrSalyupOfMkrJuV9JJRk1ey97mt32Z9ZhqcYulBe7zeyg3Fb/AAx1ve7f66ao+7/h1aRy+BdFnaF0N3HfXQWaJ0lVbnUrydA6SAMhKyAlSARnA5GK8/8AiDp0EweJhlWVs4JwQSc5G4duRnPvXx74e+OOoeFbD7fa+IfEMWmW+nxzW+l6FBF4jEssuk6drUMdroWpXFvYIqaNfNqdxcMjRpbWF5bRi5ufIt5vQLz48R6rFazX9lBfw3losiz2Bn0jULYXFut0ser6bdjU0i1CATLDdWKPp628yPC8hkiYzePUxOKpKNSpQqQjKcoxqJLum77WfVXSXo7JezUyGcqk44XE0cVypS5HLkmrtaJS9y2qWkk23orXtu/DvSpNO1WwvNNvdS0y4fw/JdpcaXf3mnzRT/2jEscqvbSxncIyyc7k2kgqQa+tNJ/aS+Knw+RVvr+z8babAg/0TxDEYNT8tVORHrNiqu8h2na93aXJ3Y3EgFa+Tfh7428Hx3tklzq4s4YNEtdKin1S2ltFa4Ny00stzPGbnTrK3jjjTzZbrUI0BlTaWjWWRPT/ABabS6tPtllNb3tnKq+XdWssdxbSK2VBWeAvC/KSKMMfmVl6ggVSzzEUqsXDEVIc2tr6N3Ts0l2k7Pv+Hn4rLa9HTEYZqzWrheKuktJ2tv2en5fbfw7/AG8vhD4nlTT/ABTDq/gLUvmWQ6pb/wBoaRuhkWG4ZdT05JJFihmkiWSa5sYIY/OiLyAtgfYE/ivwjq3w58T+NdB8SaX4i0vSvDGu6u8+h39nfwKlhpd5d7ZLi1knEcm2E5R1EgIIZAFIr+dGwhRtTt1Qj95H4uZj/wBc9b0+ADOR/EhznuK+X/2nb/xf4S8Iaxe+BPFfiLwfqt432SW/8M6zf6JPLb3MMsN3bXTafPbi7tbq3aWG5tLnzbe4hd4rmKSJ2WvV/t3FYydPDRrRpucoL2i1bjezTd3q97bmVJYbCNzq0fbx5NIN8sVLSzTk+XR99Gfyz+N9Q8+8uGQ5VppWznghnYj1P4HnnA6HPjt5OC5xztOB/tA56DGfTP8AKvsvxR8D7zVYLq+sojbzRWmmXkhtN8cUv9p2n2wOYG823UCNgghgSzXIVtylzXyH4n8N6noN08N2oyu4jePKkIXJJK5dGPBO1JXbg/KAM17OKrutU5m7vW99ZXutbvV6Wb26dzTBzpuChDS1rppLs9LNrdW08jT+G+p2+nfEDwTfX0hjsrTxj4YuZjGjvJFbW+s2UtwwXOZmRAzqqqpbiP8A2j/TLpP7a/hbR7oTWPhq6vrby1jjN5rNvpVwQFAVnghsdVjTkDKLcSYJZd7YDV/L/oFjKmoaJrLL5tjFeR3MrM0SNDJavuk2xee8sio6ArIEVmIBEQOBX0za/FGKWNGXUIyu0EfvgMccnJwcgZA4XJBB54r4/Pc0zLDVqFPLsSsPaMvbWp0qknJuCgm6kZpWjFt2V3fskfb5FleWYmFapmWDeJTlD2KdWtTjyf8ALya9lUg2+ZJauye29z985/26dDnu7i4k8J7VlcMog19S6qqqvIOl7ZG2hmJ2xbsDIXtp2P7c3w/lZEvNJ1mxO3JcS29wqlcZjGxU3bR0Y7Q3PIyu78B4/iEjtIy3oO7AChxtxwd0e07mU9TktkgjoOY5fHjtKirdcAMXA8w5UZwA4O2NgxBIYsWGQFxlq8GOfcUJ6ZldW+3hMK+3upqlG2666dz3ZZFwtP4sqcZarmhi8Wm1p0lXkpX/AMOndH9H+jftmfCm9ZUbVL+y3AHNzDbcNjkHbclieMEbfoT2928P/tPfDHVPCPjbQovF+nWd/wCJ9Bm0fS7nUrW4vLCOS7intnkvbazljlkihWfzGhWeAyBRGkquc1/KHL49uEGVuCOQNzOxHXJGBjIODjrk9c9aYPidqUBPk388aqDkLI6c9T0YdMEndjrx2NaVM/4mnSdN1sHNSspe0wmrtKLu3CpHrfZaLyOf/VrhlT540cdRXTkxd1F2STtUpzur23e17NXVv649E/aC8VyWl5p1i/gHytd8aXU91r/gTxzN4Y1i2svFOneNdDn1O10PUtEu9ZaTw/e+NYfFVtBN46dBqejW8kRgnE13J7dYfG7XtF+H/hTXL+38ZWFxL8S9bXU/OttM8X383h3UfGOsXkFoYtGTxXcy6FbeHptNsNPvIbEXtkV802NnAPIh/jK034/eLdL2taa/qKY6N9qlYD04JK4GBzjjAx0xXbad+2b8V9DDf2d4svoJF/1chd2Mc4AWOZQHQPJGeVzyHAB4yDvh89ziCaq4GhVd1JulVlRjuv8Al3KnO7vr8baWiffjxPDmVyadHH1afaNahCq3K1nepCpTstf5EtNb6W/rb179rewOnT3GjavpEd5Ba/FLVLi38Z+HPF3g6bS4fD/ie/1PwnYXeoa5ZaLoF7Fc+C5dP066uNIvNQkt9WEFyy3sb3wg9A039oHT77SLB7rTvDniXULjXNQ0o6Z4a8UafrLX2nxeHdQ1C1v9Os3szNdGfU/D/ifS5rVgYvI062vrO7vHuZrO1/km0z/gpR8Z9LhSO68QtqKpGYWN5snRk3+a42XHmIpd9zyEKATlgFHy13/gr/gox49+I0HxB1W40TwJdv8AD+08MeL7W41Lwnp13HqevTeN9C09HujbC0n8i0S5kntrqC4gvEvmWeC5REAuPoMBmOJx81S+pVacpaS53RdGCVvtKSl73RSgrrzufP47KsPgKM631ulOMbJKn7aNWbdknyzhGmlG6d1Ue1tLo/qn1jQ/2e/Hmmm41z4Q+CJ5J9M8TahM+q+EPCFzqlrZeGLuwtdVk+06Sb6/jn36tYGG0heO8uBciWGGW2ZLmT8wP2jPgD+zfqfiDw5eeDPC+i6Hc6L4h0vXtV0+01bVdOMqpqSR2TwaBfXqQXunfadLv4bs6fYSQRGJRKVMyb/ye0//AIKA6xpthEkngfRdKmZNWivW8DeK/HXhaLbq95DqEtzDaHX9UtpdUs7q3jNleypH5UW9UiXzJg/L2/8AwUs0Wy1nTbzxd4f8c3K6WL+1vIpPEml+Io2sL3WV8Uq1vPqGmadqMt1Jqs1xNJGbizRTcSGWS8VLdYuypgK9PERrzw8IU6SlZxlGSlJxa91LVN3Ur6rRa7s8+ljKMqLo069STm4Jqadl70G7yd01a6spX+5H9Uvw68G+FvA/h3StB8NadFaabpOm2NhZhnM9zLBYWcFlBJe3kpe5vbpooIhPd3Ms08z7nld3Yk+kzalbWFrcXsjqsdpA9xO2BxFbo0j46DIRG2gn5jkZ4YD+ZT4kf8FuvEtrq134M+Enwo0/RtRguI7C31jxxqEut3cl03l+UqaLocttbI05faA2oTgEbGWIv5lvzvjn9rT4wa/JcWnxK+Id143hS3ng1jwr4X1WXT9Cu/EMrXtxp2m21p4Ou7F7TSbrTUjm+0v4mvVmVLhPtkd2rw2v45x3xvS4Kw+GWJweKxOPzL231LAYd0pYmtCi6Ua2JnzzjClSpyr0kp1pUozqSSUkoylD6OisNiJtKteMFFzlTjJwi7KKSk2lK7Vmo8zXVLruftTfHHX/AIxeFvE/jW/8SHQPA2o/E20vf+EBl8VWt5qevW7XEY05PsC6xbW8dl4d0hRc2d7/AGVCkOrXa6Vd2M0vmaonz7pX7Ytx8LvBen+B/hJ8O/C/h7V/7TtL/UviXeWv9veLNQ1r+zNS0ywltr8+XaaWNMttUN/BY2iXL6Nrsd/qH2yea+uA3xL4RBuf7SvvFGm65q2k6hqK2ipcXl/b6nrV0xe2sLy2s4vs+o3su94Ira+uLiWzhurjyLie+vLlI6+vPDFpPOl1ZXXgfwtHoFtpOgJr/hPVdSuTLq2i3NjPqthotnJbQwXtxeajp8k+mwteW3iW/wD7Z1SO5s7e9v5mng/AOK83hw1jfZRccybp+2r4jnw2GoyqYyWGxmIUac6lWbxNCrXSqpUYJV5051q8J1bE4VVMS+aDcH8F2pTleL5YSlJU48sZctoxV/tdEjynxd8ffiRqWkXfhZ/FfiOTQrSSe1t9O0JtJtdJvrmDUb/VLfUbi6gmsI4xp+pTWsekre2k5MVzdrYT2MDqi+V+IPGPjG48MTan4p/ty58Oz6tNpM15bSRPptvqlisV9NZ29zpzXcHneTcW4mjtgY7G4uk83yvtUM917R8QfiT4Z8FQIsPgzwde6Fqkq2d3Z2/hvUvDjWzaZ9psT5F5dahJBe3wsNJsdbt4NN0q4t54ZrZIPsUkV3bQ+D+LvEfgfVfGegWXwzsdSv8AwtdyeH9V1/TJdMbxHp2kZtIReo63EFrJq0eiXEt9HbpdL9kktbm1SXU7m/uJTFhkOY5jjPq+IxGS4unheapiPreJq+0pSw2HjGWIw06nOng8ROdS1Km6M6NRxtCTg/Zw9CjU+rKbk5TulFwhUnTV9LuSScakXzPmppJ2veWzOn+FfiGzv7q1vSh1bQ3utQ1efQo4208x39y109jYxS3c9pLPZw3UcskzwXGbW2sr2dFLWqLcr4h8c+F/Dvii9n0jVPFuj6NFfiwWKT+zZPE1lIlvcpexwLcw21ukdxM0MjSXdtY3SiOOAySy2KySeO+PPED/AA5tLDxD4FktG0m9W6t7i1n0/U4r0rG+hi7142k1vcWEOnX940GkTXmn6xfPb3Vzd6JL9mUDzsey+Feva/4LvfiNNLo+lxS6hqsv/CF3N/qllqphgk8yZNE0rUrdtRfTrGL+0BDqFxqMsd22j6tZxXV1eaPe/a/qMDkmCxM55xmmOr4PJ83msBhMFV5VXqYj2tWX1fEYecJUqdahJxVKsqL54zksQpXSPquHsJi8yrwwWDrQ9rPkcnipuEKbn/Dppx5pe8k7QSu2t7NJ9dafHTxd4f14a3pWu3VzJDqd3qljdLcXEF5aveCMXMKwvNFZNFdNCsktswEGDEjm5eCF4/oT4ZftMR+KvE2oaX4u8N6T4g8KXOkanZXUWv2Fhea/bwXVyl7ZEalbw6Xrs9p/bUWlad5ljqCtoeiPEttPJe2WnTyfD9/o8Gm31nAkljdRXNvZSRTW6sGZDBC0yyxXEUV7FLG8rwSNPEsVzJA09nJdWpt7l+mimdWVxLK5GwZeWV9oSMRRgLIxAKRBY0wPlUBR8uM+vn3B/CObYeM4ZXCGMlgnh8JmMFPDYnC8tSMqden7CVGpHE0J886MuaCp1nKbg+acJfvPC/g5m2MTqYviHD4ehzw9pTw2Eq4p1ItJuKliJ4azV+W0qbaV73PffjB4K0DwX4t8N+H/AA/41m1rwqthHreoWx8YaT4oXTNQuLbUpDpN5rPh6C30zUryxnvZ4bW5GmrcRpfZnhjm+1QRey/Dbx3+wTB4u+HureO/hB8ZtU0vwvo3iF/HGiL400rXI/FOuzah4PttEGl39kvw8l03Tv7Mg8Z3GoI8auk1xpVpHJeqJrqL4mubsx288rMSVjOcvzu+VQBgc8lcEfyxWFpsnk2l3dMdpI4ByMhEyCSSB8zOO4OQBng59/KqeIwuTYfB1sbiK9bDUFhZ46LWHr4yrW0qVq6ouMJVeWVlPllNcqlzuV5P79+CPC2HxeHhiMXmGNjVhPEYik506FOFOhGPKoKlT9pBScWn+9dk2rK1z9uv+GuP+CUH/SPXxZ/4djX/AP5rqK/CD7ZN6p+Zorp/sl/9DDMv/DjjfL/p/wCn3+hr/wAQx4B/6Flfp/zMsV/d/v8Ar+PY/wBff7QduACCpGSOBgc4GDjPc8Hn1JzX8q/7a/iKZP2i/j1Zy61oCJr3xb8P6dZ6dG2rjxRff2HbeCYdRtZfsVk2jy6NDbyRSQf25fJJBJa3sOlxrJe3SXX9Ssk5XgHnAwfr0/H8yenev5D/ANqTxheyfHn4yxQW801vdftL+Jbe7iN/4cEM9pa/EF7Gx8RLp7b/ABRLJBJpx8NQX/2caLYQx3sUEk97c3VvH/ZvBDjSxeaVpRuo5a18VnFvEUJp3lGV0nSvZLmlaylG7cf8v+LXOvhMuoxbXNjI68qSa9lKNrxtupNN35Ve7VtD9aNExD4V0KP5V8rQtKi6dfK06Bec4Izg/jz6180ePppZL+9kgOySBJrgyKwGxLYG4lkLEjBSGKRidw2gcHmqWj/FHWItLtIT4u0K6mjt0jOn63pa2MyJEEiVFktL20mb5ACjtYM0iAO0as3kxedap44u7rW4rO6s7RG1eO/sku7C/wDtEKGTTrrdJ9muoLW62+W7Y2B1VuHYFTX5Piq/K60rKKjzN73a00Sa3t637HoYelUqYnCxS1lWoq2mj54ddFp5vRaas8xtPCEtz4K+Et1os5N1rGnaFa6kkZP7y6/4QmwhMZ8vAJm03X9NiJA5ihKcYTKvfDTrzxlq13PEqz6zpniC1Ri3l/2dr3irSfC1/CoZo0EgGgXMalniijlnIkZULmuVuvhl4u8GFIfBPxE1eKTSbjTrvTbTU5pbvTrG702FLUSWlpqX9p6dbyXNvb2EbGOyjTy7SGGQvCkQTkddt/GuleHfEV/4yu7aPTdI0q0j0/ULRLa1u7v7Z4ztvEbR3M4vYrJFt9Su7xlm+yWqwLcIwEkMPlyc2IzjCYqlKEJKSqyUI30muecIq0WlraTd7dOqPvaOU4mhVjNLSCU5dlypSd2m01eKXnru1r774H+LvhqLXdC0u00m51y21PxOun2d26WUthqsOoxW0MVxYsb54buyghnima4MkMrlmms4buFLV7n0XxLcXei+LNW/sp5tLUSWcUS2lzPauIHtreRVSSGWOTGNsg/ebQyIykFE2/n74d+N+nafHps5nP8AaXhzTtP/AOEevJRb6pbwpYaVqliE/tyBw93ezQJbm/lurvb9puFsbhJ7hkEHV6Z8d7aNdU1LXfFUerIlzqlrpypMIr2U2L6dZWc8qXtwYpow1vqElykMiw2NtLCxmmtk+3P89jMO0uahFrljyz5neUpNxScbaJ2S962r5raHt4apDSFe0k/eUklyJWT95SvzPW2r0vokmfbnh7U9V1DVXECaXNPbWt8Fa5S4gVUv7m3muBGlnLDbl5Ly3S4M0kEjpmdVwsw2fJH7XPxY8B6R4YvtP1DxDp/9t2uq/YL3SLB5dTu9NuEiAZtRjgtk+yLturK4hRg8zW97DI0aoNzdp4E+K76zc38ul21tBJaXC2Mk7XieXdwI7STXKyhmViq7CxCBQZPK3usYll/CX48/EWfxt4/+J+uyaldypc+IXmuIEYx2MVxLa6DEC9qMwuBaxXNqSojYS226SSVzG0byGNX68nVqSjHDypOaVpXnUkuVSbTsrJvza6Pfzs+y7L6uFdSGHpqrVUmqlP8Ady9xe87Q91v1T7dDsLf4z+F9PsLiyg0y6v7rULfQbFY5rizsAP7O8N20M0yB5LqR91xBdQRJ5Slpo1jby2kQD4/+I1/b6/qLzNYWyJJLdMnkiSR8fYrth5jybd2UZZExGrEZJCsu0cxqfiGwF1CbzUYooFv4hdPC24qC0YnkjijdvnCsZWiC7Y5CVZSHYHznUvFIdgLW/l2RjbEzW4Pm/OyyYeS5AjXY7LsEZcKzDbGXdm+6rYlQqcqg5OW9nfotL3vfXo192p8vhcnpxSkqiTilpUTbaVuu19bNNavZWVi5r+ljTbGLWbCHyJbXVIra6zHaGJoZbF2EkSM7meSOSSM7ZLVo13KwZ2LmH9Lv2Hf+Cfmk/tjfCrX/ABxcfEOXwJqek/Hn4K/BnTbeDwzDremzWHxHvPserazdhtX027n1e0a5tdRsYYLmK1H2K9tpwgv7N7L8zheah4sspNKsII0n09r7XL6aWVYN1vaWDXF0YI0RwgW1suMSujyPgsikqPsz9jn/AIKBfFP9kjwvrXw78IeHPB3iTwxq/wAWfhf8Zbm28SWmpDVxq3wuvG1Sz0rTNX03UrWOz0/WV+z2eptc6fqTRDTYXtPKH26K89nBZZDN8oxFNYPC1MdHFL2M68KSn7O8JSi6ri3bku4J9909Y9n1ipl+Jhy16kaLp+8oSlySmopJ8qteze9uy2R9C63/AMEf/wBqWxvNLtNI8JC61vW/2jfGnwD8LaDq1tq3hPVNbsfB3hq68VJ8YN/iKxtNItvhzrmjabqN9Y6j/a08qpbpa2g1K7uUiPz98R/+Cc37WXw1+MHh/wCCt78L9b8WePfGmkzeIfBa/D6SPxhofibQ7JYzrGq6ZrmktJZR2OhyzW8Gryao+nS6e81ncTxCy1LTLm8+6Pgb/wAFm/i5d3Wi6Z8QPBWofEnVtM+PXxg+N+tTaz8SfEGoXNx8L/HfgLWtC1v4LeBbDXrbVLvRP+EOttT1bWfAssWvx6ZaiwtNGGhxhrq6uv0K/ZD/AGuv2Yfiz8Pviz8NfglpHxo/Z8+BH7LX7IHxknk+LPiLVLbVvjd4Ptvi38QtI8Q+L9a8My+GNU8R3kVr4TvLCy1XSBYajPqUl5siW1szZWsknlYzhqnQniFWwcE6CjzfVatV+zhiZ1aeHqyjKvOd51I0vZUIUpOrFV06salOSXqxxuZ08Jg8dNT+qYypiKWGxFalBwrVcEsPLF0VOCUfaUYV6Uqyk1OnGrSnyOFam5fyv/En4ceOvhN4o1XwR8SND8R+CPGGjz/Z9U8M+JNNvtD1qzkZg0TPZahFBIY54njngmhDxXNvLHcW7SwSo7Vx8IvjJceH9M8VWfw8+JFx4Z1c3X9leJYPCfiOfw5qkdpJIl19h1qPTm0+98h4JkkNtcSiN45EcjY6j7q/4KjfH/4X/tAfFX4PXvwk1/xv8S9F+Gn7P/gn4Xap8afHOiXWk+JfjRrXhLUdfXVvHV/Df29vrFzI0l2LK51DWIxe3OoWmpys80CwXV1+8f7C3xF074efsT/s92qaxo8XiK98CyajZ6NexX0z6hYT+MdfE05t9LsdSvXSD7PeNhbO8iSa3huhbSSW99a3nn5rw7lmWZZhMyxOawy2NepGlUeZ18NRw9OrJzgoSq1Z4dU25wa5Zyc6crxnHmVn6WWTz/NMxlleByDHZpjvY/WaeEy3BYuvi54Z0oYiNaOGpUq1WVF0JxqqrGCg6clWTUJJn8e0ltq9vI6O9wgAVDGyspiZS3mFi4+/kNlTzwQSAKxZW1LMrCR2BZsfKobggDO1QSeNpJB2hQDwcV/cbq/xB+G3xLEVl44+G/ws8UrqElw2r2PiDwxYyTQQaYsdxa2l7aa619ouuWsjwXUFzdLFqtjZW8cE6M7I8UXxd8Uf2KP2ZPiL4n1nWtJ+FfhbwxaX0FvE0/gaC30zwxavfPBKLpIdAu/7DsLv7RqsVsVtbeKEz2wt/wCzxFEEHhzw2HcJTy/N8nzdxdnTyrM8Hi6iVlJycKVWb5YxfM5XWlrRd0dmOwGdZdyvOeG8+yKE+VRxGbZTj8FRcpNxhCM6+HpqU6jjNRUb83LLbW38hXih9UW1zFcMFkkSGeIDDOsgbIyUDYbhWAIBUFcFCQffvgLrUPgr4ZftCazd6VZa5JN4I8GRra30moC3VW+K/gyJgn9nX+mTNOglSRZBfLAHBR0YI4b+oDxD/wAEgf2O/GK32mWmn+L/AAydVh+wW0Xh/wARWkk8V3cE7L2J/Eek63crcwfN5ccU8NuYywuFkQkDzH4m/wDBGz4QfDbwfrvhmy8c/FbWIvGnhTw54ZtbD+2vhdB4ge50zxf4d1G1m02yngsJ9dlt5NP0+3n0nTdOmudRe7CWtxa3E0SV7Kr0cmoRnj69PDpShafPH3m3G3M1d2vzW5rJtct7s+OxMJY9y+rYfE4jmTiqdHD4jEVGowcpONOhTqt2iuaVr2j70kkfzPp8ZtAvPNGo+EbCwJgjW3OjaprduGdVKPNdjVNQ8ReZIw2MtvAbSND96bAMY8v8Y+K/B+tagZbPT/EFlatCgYPrVhfyPcKqIC2PD2mJGiKoUqBcbuQs/Ir90dY/4Ii+A9SubOLwv+1NqOn6pe3aaJ/wjPiH4UwalrkHiSaC2ng0O5XRPH8LJdSfarcxfZ7G8jureRLvT3v7YrK/xP8AEj/glB8XfCN3dwaZ8Qfh9rsGnvdi8upjrmkbTaMwxAi6bqSziURkgtJEiMcGRhlh69OtUzCMvq0niOSEZv2dpOMZK8G1Ft6rZ7u11oeJyUMPyTlJU7+5FNJXknFuMk0mpRT1i9U9HZnHWngz/hDvG03xDTTLmbxZruoa63ha1vdbggXTrC50WO0ttWm8PRaZbardTagNQmvNHvbfVG0mOyQXF032iMxDzn4v/EJLKfTdE8G+I5ddn1Fxf+ItI0Bru3vLDVBEsPiDTLjULWzttLlhi1E38NrJ4fD6akUkrRTzy/Z72rnjbWpYY5JNRu4YYdHkubEXtlBd318t1pSL4dOnWWoLLDpti7PbXqKbq2lSONWMVxtku7CX5s03XfDel20dv4b0XXLy4u9UlW4fW59PfUbmSeOMMkI06G0cWMbW8MsUNxdXii6e4wyLIZT/ADqsizHNsyxPGObqGJzDDYqtl2HyvktRowoYqq6VCtXqOapUsDGqpclF0qvtoVqtWSnVu/ahUjChLD4eNouFOam5JSbduZrl11atK/2baKx6ppHiHV7PTbW2udS1i9tYJ5r7T4tXu5pRBPJdLc7YEMsogBjgsnkMd1MZ5o18qcxsET6V+LGg6l4Y1qwtNV1WbUV8T/D34Z+KrzU7i8urm7ig8Y+A9G8SiGea5e8mnSOHWXM8ELzyEJCzyR7VRfna0u/EEdyl3ptv9ieGOC50+dfKXUIDbTwtazQtOQssLJDG8BQ3Iby4rwsDbw3Ces/Grx7YeMr3w1cpqN3rFrpvhfwpFf6xe6vNqWq3uvXPh3SU8WW1xDNBHfMLDW4dQis3y8EOFW2mngminm+Wzb6pjqVKpGhg/rtfHVa2MrUq9GdakpwvGEaPLeUpVFapaes6cW6dWPNy92WYj6qsRJyVNwoRVJSdopyqJSk43ftHCLbUbXacveinc7zwNpHwj8WfY7LxhDqtzda3qcUVtHqmq3J0MXXh/SrqG3vrex09I72e7nVoEs57yeRbC+iJuhBpUstnF7f4dsfDPhrUJ9B+GPgO2W3vtE1CDQZJmtPD/iu9t0txbalqlrceL10yOddNvV1EG5kuDqN1bwzwadHG1uor4Cm+I15pH9iz+H5bnSpdBJ+wTSzpcu9+Aj3VzNHeK9vLAEEdtDaMjQw2sKeYmJbppdnR/HHiS8vrefUL/WbqwWyW0TWNKeO7Fos6fbViv72Ca2vGhsDCtxd3s+pz3FvbwWMNtD5VvGK+To8KYTEZjh62d47PMXw6vZvHZTTx86FWpGnNXjgqLnLCxqujTo04VaiqWbqzjB1HFLKti8xxGExCwawv9pKEoYCWIo1K1Gb0UZVYwlRqSjpzOlGa0vGM/tR474h3Wn614ZvbeZ5rG+8P+KdZEdq83iC4fMzWUMulXj3yx2ckYksIdRju5YE1Ka8kCXkEEdqXGj8LfGlzq2ntpV9qOpLJaahb6le6w2speXNla2Xkw3VxdaTfy/Zr21j0xpbDT49REFnC9zdxtqKwy3VqZvEj+Abu0uL3WhrX2fxR4o16zj8YXesTWcWj6rcR6Y+oz69on9k6vr13baPdXmk3nkFhc3VtcaqbGG9vZLaVvEbDwTrel32rWtj4nsb7w9frNBd6vpGoyW1ldQ2DG5he6jvI7e6RGUHy1aHErSSWkbSSGWI/pdSGT5hluIwdD6zgsPTxdSvlVXMIPmUJVVGo1OFSr+/SU5VcLXnaVaCg6dSldn2/DOc/2PQw9avCisdNxnOM5VFSVS0Ye448smocs+T2ianH3pRtNxXpWu+JYJ9eIv8AV7aWDTTdWOmfLHZQw6ZDd3AtYrW3IjdLZWklaFXMhQMI/M2RhEtW+t6XLyuo2ZycYNxGOoUjbg5xweMcYOAK86+KnhPUZtT0PUNMddSjv/DFlePK2o2tzcX181/eJdJaKt1JLqF2Gmhkmt4TLexmRhLAjIwryy/8JeJbF7hZNNvLmK0tbS/u7zTFbULC2stQgWezupr2xE9vElxE2UaWZCrrJC4SWOVE9bDYDLcThMLJY2FFujGMad6Ss1OMH7jcNZTkrqyvKaSSP6DybxkrYGjTp0cpwlSl7rXJiKsI+6oRkk5J7bOyesldJWPprVNTtZLRY4LmJmZ1yqTK+FBU8qjk43bc5wCDznOA+4kgh0a0ihdvMnRY5W81JN8kk0kmUwMoghMUbIx370ZixDYX47WWRSFTzC7YAwSTklQAu0knOBtHBOBjsaqyavcQAYvbiMr8w2zSIfTPyspJOPxOfpXqQ4fbjTp069+STqa0vjkkraKelrX67PzPoJeNtOU61XEZMoyq4dUE4Y+ypQvFvl58Om3NXVrdW0na6+y/7NX/AGPzX/4miviv/hJr3/oIX/8A4FXP/wAcoo/sDG/8/l/4Kfl/089Pu8iv+I2cPf8ARPV//DjR8v8AqF/qy+X+0jLJjOWwACSxIyoHJJJIAx1OSAO5FfxWfFDxNpuv/tA65pTeKZ9R1af9pb4gXH9iRWXh2KCLRJvHvxOmton1KG3m8TaokOoQvq32K8vbaw0ufUTOthONS0+8H9jX/CR6rc6xqWjXHgLxPDpNtbSlPEtxeeCX0PVySsRtrG1g8W3PiBGkjeWQnVNC06ERxshcyukZ/k3t/wBlr4d+G/ite/EHRfFesaxrWkfEK4/tHT7mO0l0yO/1vU2hazilt44/Ins4tWhndDcXk8WxY5wjTqw/pzhrFYShh8/+t4j2DnlyVBQg66q1OSu6dOUqcaqpKc+Wmpz5LTnG84pSt/m/xPDESnlP1fDzrRWKvV5Z04OEOejz1LVqlJy9nDnm/ZqpOyceRtxT+/ta8KWc9o6PEkq+VgpJHG4XaqrzvXtj8wBzXzuPDGmaXrk2pN5NpBplnr9y0gjCqgj0LUHOMYVQ7KpbahftGVfDD6r1e6WKCUA8hCMYHXleAcY79+uDxXxz8afENjpHw6+Il5dXT2LNoV7Y29/Dw9rNqklvpa3RyyJ/o0d3JOS7KhEZDuq5YfkWMleEkm7VZezT0v79o9bWsuySuu57uAk44yhKzahWptaOz5XF7a6d2le1zq3a1u5LnN5BNcxS+XcReaoKyLBBdHeoYgsLe4inZN2Y0dS3UVT1vwrp+t6PqNjqluL2yurZFe1eSRPMKTwNHteFkkDRukZG1htP3soGWvjLUvEPxK0O61Kafxv8MdE+1DX59Os9b8Q3NjJquq3Nv4YFg955qf6qwtNKaG1XTXlWSDWJUWVhGs9t7P4M8T+K/Ed7oWnXdpcadBqWr6GIJ9J1y38Rwz3up3Gvalqi3F/qthpNzFodq8djpcUD6da31ksyW0Jzbyzx/L4jBxofvYYjlULSjK95RUbTvorppK+nXQ/VMPjXUXJOgvespcqdteVN7W5d2+i3bSRs337OHw91LQJS1kdOLa1JNIkUMMxdTbQrLE5nUvlZRA0LO8vlfvwsZDhk8k179jqe9S81jwrrclo/lz2/2iO58jUp7iHQzIJmkuLbUxsn1KKNXdZYpIIG2FpmDO36ZL8L/Eet6Xd2fhm08NeKtTt7pmutK8H+K/D/AIl12zjkijaY3Og6NrN9qkZCR4UjT3hK/Mj/AMI8l1HRPFHhy7m0rUdP1TRLyG5v45bHVrK6sruILAtq4eC6ijcBi3V14I5J61wUs6xcKcKqqupFrSVWPNGd9L3naTXZ8zXne50yweCrNqKp82j/AHU10slZRbV0tNF+Nj8//Anw+f4LfDD40x680TX4Fhqelzp5LRQy2uj3kMn2SbzFljkkupPKnS5QJcS20YiRoxBJX84fxG1C7fxh4lW3kdo4dZ1AJHJM+SMCGcI+4HewBAwScAqwwW3f01ftR3D6R8LfF9tPdm1fUrjQbXevkt58sl8bmVZSxdmDW1rdKwXEmMzHAQE/zhXvws8Z+MPE3iK50awgfTn1vUWk1DUNU0zSNPMLX7xrOt7fXluMhsHy03O4yRGy19Vw/i6bwmMxuIdKn9ZxMFeTUY/uaVOMUlfe85aatNdXc8PNqTVfD4SipzVHDyl7qbnerUTakkl0XVbPTRHgUssrkHrz97afOWPaQwdANrowHzqMYcZUKcVYWI+WzAMWyNzBT5ZwOsqMMxuFGEZQFZc5PAA+0tG/ZS8IR2VnqPxF/aY+B/gMzmNZNK/4SK18Ta9plyE8z7FexWF5ZWf2iMALOg1GWLcF2tMWyNiy+F37FmiuYvEn7Tfinx7fSyk6fpPw0+G2rW17cKsqIbM31/a6pZXF1KN0kAkit4Y1xseYAGTrefYBOSpLGYhxbv8AVsvxtWF46NqqqHsmltf2llqm9zljluI0dR4elfb22Lw0ZapP4Pa897LZQb021PnX4dNaaT4d+Kmt3SSvPpfw6m+wuFV4IJ9c8SeFvCzNvXBiIi1+RfLcrl5HO1gVrufhR8FtC+I2keKdfv8A42fCn4baroN7p9noeieO/EMOkXfiA3+raRFJeF5JI/s+jada6pfTPd2w1Kcyx3SXNpZ6db3mq2n0Xo3hn9iPxn4ktfg74M8G/tTa1498X7bDQXnfwXp9xqV6lr/a4sZtO1S10sS3Pk2LRaZA+lWyTX0sLSap5QW4htW37HfhDW/GV94O8LeEv2pp/E2mavL4U13wfN8NfDuv+JvB2rwXUtjI2sQWOrS6I1tHJAEa6iu7S0thcQQ3msRXizWY+jybi3C4PD1Y4jDZnhZVasK8KkqOH9p7KEIwUo0JVXPlnKDV5RTV16LjxeVTqVIcmIwlVxj7Ll9rVUfaX5mvbKHJeKlG6u3e6ZxbfsQfGzSYYfHHwy8Z/Bf4lSaUuq+JIZPhT8Z/BniS+sLbwlo0viPXdRDHULK3ddGsbK8e7sIZn1iZLXzrXS7i3mWaXt/Gf7LHx+8Fve61ffs1/EjUrXWNHD+KNW+Fd/rtv4RuYb6XTpLuw8XaTZ+GdQv/AA7byau2nxXemXUnh+wuNZFk2k2otbzSLiTovDfwA+H3w0/tXTtL/amtPhfrniOx0h7zwB8dfgj4fR9UtDcXqaW+r2Gr+J/EkBthcrexTWU+hFo2ikj1KzDpEo7S6+FH7Q+rX9xaeEv2rv2cNIsNC0m3tW/4Vh47k+FOh69KTKLVb7R/hz4D0/SNR18W10IJ9T8Tae15cW8Ntatr9ybaDb14rjLh3E1FPF5hiMHyJw+tTwWdZdXdOTjP2bxGBlQjUpObcopValNSvOCUtT3sixXEmS4ephcBQy3G4TEVo4p5fjsLkHEWAWMpx9ksXRwOc4XHUaGK5LU51qNOjWqUoxoVXOmlTPzb8Ww+MbXxP9n8aeGNQ8JT2llBaad4Zv8ARtR0OLS9EhTbaWdnYanGt2LUJI8zzSvPNdzzS3c81xPcNIf7S/8AgnP8DPDfin9lL9mnxVrWl22oI/wf1HTtOH2m/hmkaDxl4pim1C2ktLi3aUW9peahYapaQSGdoLk3jwXltPJBa/zYeIv2T/2sPiDPZ6nr0sXxcn0LT7iwtZrX40+HvFNzpVrbXU8slppum+N9U0XXJLQ3M93NHaaZNc2UskzOtsyPk/vf+yP+294z/Zs/Ze+D3wR1n9lH44a3c+AbPVdLvph4Z8N6hb2F9N4q1zVEv9A1PR/H2peLvszW2poGtpvA2p2txKsqW+6wmlM3j8WZtwRneRZXl9PE5JmdLL8yw+Jp4GVeHsadTD06ipVHSxag6zg5tuNROc6slKUue8n05Vm/HuVZ9m2e08Xm2CzTOsDi8JjMyp89DEVsNjpUViKMa2GUYUKc4U4wUKHs6dKlFUaUFTtFfqrrv7PngvXQ0ut+E7mSea3urMXcPifX7Q39nqKQJepMYNTNlf298tpai5eQRmXyQzQB9uPxb/av+NOs/DD9rGw/ZR0D4f8AjG7l+Jy/D6Kzl0y1+0x3h1O60+Wx1bw3Bo4sftdtpM+iTWutXtzbXUMQs9budSW4vLM3Q+2m/wCCs3wR023kb4q+Bfi78Hb+SbZHBefDr4sPaXfzIDNE0fw8vNNiOD+/LXcCnzFdYYhJ5SfLvxl/ab/Zb+OXxy+FPxn8PfG62+FV38LPB3i7SIvil4st77QY9B1nxFfaYdIsJlv28Peel7GdQYfabeYCFbyzmsbiG8u7Wb4pUsohDFTwGU4SjiamBxVONbLqdPD1/eote5WpOCck0nHmejjFqzsd7z/iWtPL8Pn+fZjjcqwuY4PF1MPmNetm1FSw1SNZRjg6spSaqNeznGDp88alql1c+4PBHwBLXMuj/F3xpq/hjx7q9pJYeHLTRdR0bVL+7N9pF+G1zTbVrO50+3a1fTrqNW1WwbTRcqbW7eWO5t4p8LVvghfWOr6zpOmfFXwbFdae9xNq2v69ohuL6yitHsbxNG1C+tvEWjvdXuqeGxA80Gk2ayWEkU4lmt7O3ibU/n+z1fwN8evF2heMPif+2t4A8eapaahaHwDa/Bn4s+D/AIZJotjdatpclzY20razpEOpwalDBb3niC31zVLAynTIJrCxl1C3isLvifjl8G/iZ4CurqX4deKrPxF4d1eyXX9B0zQ9fsL25+H/AIX0PT7geJpfFfjDT/D2r+CL3VBb3f8AbupP4iRdJLwxxG4QW8dzrX4xxlmGFxmIlHM8hxeLqZfOnTWaZ/UzOjha9GEOehRp4ilGVXEqlU5p1XajhoxvCnOriZuUv0fgrESqV6tdcSR4Y9vgcXm9fKsqwmR4rDQmo+3xajTlWWEwtaphoKFDCU54nFSqR9klCKjSftXjDwN4M1Lwl4gsU1nSfGHjbR7jUrk3M2halpd4bgWcSTXGjXOoTSWOhahqAgSDRxbahp76jAzWGoXqxB5rH8ode8Tan4vNt4Yt7nU7DVrbWbC01ePWrF7DVYbCG5ZZre9Vi8T3Rt45ZxcQTSJJ5UUq3A81lXp/FXxi+IkHg5vD93r3izSYdduHeS+v4fB9xdX2+xlWysL17jw1aWms2N5cxtrV/NZWGYr2exVLW0trnybjxDQPjNp9r4tiF29hNqskTvrFlrGi+HQdSlSxW1uryJdOttPezNxq9zdT2F7BrU/9ow36WrWsT2FlbH5/ww8UuHeE88xuaZvhM9pSputh5TySnm2Nyutg6inGFaph8zqVqsaUKrhOksPWg0pQqToJQVOXzHiVnmXZzl8cpyaaxeEq4iljPrOa5fgMHjqGOh7OM/ZYvAeypylWpRSnTrUeVUfhq1JTfJ+GWlfA7x3J4bn+JviqF4vDWuX17FpULa7ph1DV7+6124tXtU0fTr678QCC8vLPUrkXF9p2nWtzLpl1BZzXM6zInt2t6F4W8N/DnwtqsmleHdPvPOuZLK1mC3Wt3dt9jjed4ZLKwuItMe8uI1WOe7uPt0mn3IkmQXC26r+icXjr4I/DbwVpXgr/AIQux8RanpP9uTNeX2mm6YeIr7xHf3kuqyW+orDp95Bo+oSaZZRXpgtNcsbfTp9Me3gEwh1X511/4/W6+I7HTX8FeDJNF0u3S1t9StdGhn1ua3SG4j0+2tn1rTxcxyWGDAI72yitbi3togFC+QJPO4s8QMTxPmccRkmDzbF5fRr18RyVas8pw1aPs50lTp05xq1KtetGrytzoKTTndxV2/ylYenRh7+JpRlUoxjyxU6s4ttPm5VaKVlZO9tUj85tQ17V9WEiaf8A2nd+S8lz58r3Eh0cWfmXQitHV7XyYAsKCSOdJo82Uly00O5xVaXw6LbQLPUjq1hePa6m89xpbTjYLTdClqjxQ3Ud6kklylwtwYIRbRRfZ5Gvclq+9rHQfhL4v8UxatNqdnpuoyWlteeIdPsoofDmgzymRNQuYCbKOC5e5trBLltcjvdPEh1O1nuLFdUnkv7eOnNB+z1okGreDtJ0OVpZNXtLm6tdUMOq6hqIWG9tWs18U69pltb+H7zQNTf7LqP2aytbK+sZdVi/ti5iNlficNxbQvSwtPKs2w1Wn7GtilTwUa1OEalT2M4Sr1J0W+bRwnTpRhpKrKdNKcjljQkk+acJq8lGalFN2V+dxjO0bfaTd4vo7Hx/Loen6xHfX1vpl7cXl+tk1npPh53l0vRbG3vvsOofb/OtJn1Izs7PH9n1e0jW51W2SV5S8ltXTzfCbxrbXWhv4bstck1PXbUz2p1IXujnSVR3imt7TVr8adeadaQi6m0+eG1nm0+d4nmj1i7gjubWGD4j+K7fxMTd+Fo7bQNIkmu2ufDPh7ytHtrKNf8AiV24u7awitmheS1u0s50S6uoLnzbue3SI3eoLF9YfDXwZcaj4S0LxHZ/Efw54aZNLvNBtNAi8Ny6rr1la3Q1MrNdlr7U9N0WbUPPlfQHk1PT9evoru2uZdHvNKsmnj2zzN8VkuBWKp4mmqcq1WhTp4rDY/FWUaElR9rSoQnWUVOkpX5eSUVOc6jlUUzfDOU6tqTS5eSSqU5QhKK0fOnzRva7t1SbslzHgCfs+/2N4qh8Q/EnUPDGv+E7C/1Cx8RSaX42tUg1jxFbRWtjaWV9PqWnWt7oyzXptDfNczw3C2qXu7U9G8mC5s/abj9m74B61psvjXwP8R7PQobRriLxV4Y0ya3vYdLmeaV7aPR9UutVhspbx9tudL0HTbjxCNTiv47S1v7u9g1COH6Z8JfDfw94QnvfFGq6hb+P9P0ybw9Y+IPDD2ml6jYQwxxCLVzcW9/FFawXmsW2o2l+sMU+o3YuLi5083l1b3sluLnxK0/w9qHgTU9J8NaxoXhLU743aLoem2On+FhqF7p13qOueHrrSdT1KXQLVZkZjHFp6ayLi7a0vLDUVhlglsNQ/I8X4hZzjcxy6nhMyzehGNTD4KtmGBh9XymOHq8sq0cRlOKwuMlUq0Y1U6WOhGjGVqPJVhCk2vboUVD41SStzqlLnliFZKN4TvBNXjzSg5tpXbjzWPHLfSPgv4W0/TNL0jxN4lghuPAFzc6Trd3e6JJqulWMOoXME7+fZaGgv7+b+0tcKrpcsnlxX1klvb6bqVhemOj8OvBXgtJT4M8DePNOuby3Ohtc3ZOpTrqEGpWyXd5o3iWysoNFkt7C1tprfw34ihszqumWtpavPbXdxrH2jTrH4N+Nfi7Upb/wt4tjkk1O+062fS7pNTh8yWbTNOubV9k2o2Nza3cttJdTTWE6vbRXX2JYQupTTMZqwvBvxCvNXutU1i+bUdD8QQw2x0bV9Me6IVdU12/t7ix06xhvNJtonXS9duNOsbW+lvUubCOazQpE1rax/pUOB82xeTzxlPiLMHUxfJOo6vsMQ6eYQxKhRdWjWpQr4iNOm3TrOLpRnTvP6vKyjDpoY334R9pJpRpxi5xlSndxi5RfvSSSlZaOTaXm2P8Ai/8ADLR/B3xl12K00VvBM+mvBeSeG7W7jv8Awzol/cPcwRto99darqWoa1pF79na7AlvLWbT7q4n0ue3sPs32S18M+OOheDLTX9ETwxa6jZau3hbQ5/GaXTI+m3HiO5022updQ0eL7JZz2tnfwTx3D2s63BjeQOL69aSWeT6X8b/ABE1HxTokGmSarZnSNAikGzUrDT7nVLCOG7VJLGbW5PN1e/tLVhbfYrHVNRmj0yMMsMEC3F2snzD4oTS/EGrXmtX3iq1kurzyE2xrbiOKG1tobK1hX/TTiO3treGGMYztTOCfmP69wfLPK9TAYjMqs4zyzAzy+qqNStOOJqQhh4U511VjKtJ1IurX5K1au6cpUn9ZxElOvU9bBvB1sVOtip/unGmlGUm2pqzvpq3JttOMoq1o8r96/if9mf9NU/X/wCKorvv7I0f/oYLb/yX/wDkyiv032+J/lqdPsf4fLy/q+nr8mSfzy+6t/8AJ/18mf7F19ql39ivHWN4gtpcuHlteE2xMxcsL5AMdc7SBjpxX8ry+MbeHRvFGr280lmZfijdyXV89jorRLfWus2pMzR6ZqANzDGbdbd5tUki1q4Fu0ktuYRZrJ/Qz+014n+LPhz4I/EfWPg5pHg/VfF2m+B/EOqWJ8aXerjTIJNOt4rm5jbTNFNte6nLcaMmsCxii1fSSurx6Yks0lrNcNB/nZ/FH9sH9oPxbayad/wuK80TSJbz+1Laz0bQLjwssRuyJYJI9Y0+0m1QRxRy5heXVGKB1fdIw3j9CyjGRq4TNYLnUqiw9KLs/d5VOTbUeb3X7tr6OUHGz5bv8QzXCOtiMHG0LQjXbu0m+d0Uklpd+5K66fen/SL4r/aR03wpoj6p4l+IvwwsLEWxkefWdQ/sJmK7RJEskmq3QabLqAgt8s7LEN7sFb8uf2kP+CjPwIvPCXizwXZaxdeL9T1GG3SN/Btnc3ujyypqFqbm1k1PWYNEtRby2y3Ba4sZNRVkjGxXEiM34VazDc+JLy51bxB8StK1XUbjzHubiS+1jW9YuihY/vJNRgtmleRwxDXF4ic5MqjNcXe6TolqN8r+LtS+VWZbLR9MtIxvLZcXC6xq0rAYwqmzRWHzeZ8prxZ4PDqrFyqV60oyUlGFJ048y5bXcoK6215l+j6MLgFB06rdnBpwfNFRTVvsxcn3e3RH0Z4o/a61KYyReEvCOkaRGDIEvdXkl1m/IJ2iVUiXT7WNwgBEUgvUT7u51Qh/NNL/AGifi/LqouofH/iWwtkurLUH07SdQn0vQ5Lyynjk0+S70jTjBpl49uI3Fv8AbrW4dY1kVSVaUt40dR8NWjpIvhXVbgLMzbdc1iV4ZcfNGjw2GlaOwiJXMkX2hnbG0XG3O6xc+Lb3WLOC1istA0zTLW+jkFnpyxQztO8DoHRby7vNUFmkMcvmi3ZNOFxKjTIbqSMrooQjP3cDBQa5ak6jpt2dtElKcpNt2SagtdXY9hyqSTbxMnquWEW7Nprr7qinpd62dt1t916N+3N8Zvh7Da/8JRqXgjxnei9uZf7P8XaJp+r+P7GK7ubi8uFm+KHhH/hH/il4fsnmuLgRaNYfEjS5dOa7eew02ykSOeL7j+EX/Bcj4m+DtJ0vQdf1z4n3dlYQRWwsz8RtL8b+DDiEwm+vvh98cvAfxMOqSkzSSXNhpnjTwpFeR21pax3dijX09z+EPjnwRc+F7SPUdP1ew8RadtiF7dWG3zNPnl4jW4ijuJ2SGYn9xOz7WY7JFicoH8hfUGZiAmGBwTknk+hHG3pxj8R2yo4PLcfR5/ZwqRvZunD2KTVvd9moJprb3rtqzu1sqtXFYWryPmg7RlyytO90nfm+1fo+nbc/rh1P/gp3+yf+0bokfh/4vaH4NxPPFdXuuS+F/iD+zvryXMcN3sh0YfCfUP2nPh9qsyyXUdhDqev+EfBtpLby39/PaabIlnZD5Z8TfsQ/sgfHG+1HxF8GP2pPFPhPUNTl83TvBvi+1+HHxviuZLv7S0ax3PwZ8cWPxU06KaW18yO0n/Z5lv8Afqlnaz28Opsttd/zn2l40cm9ZJ43UqVeNmXaSeqmPDDAz0JP93IOT9i/Aj9m39of9oDVF0v4IfDj4r/F++Z4Y5bf4X/DXxl47W2MqNiTVLuw0hbHTLZAs6z3moXUNvAIJZLiSO2iknXir4OjldJ1MPj5YGjzOTVZUp4eMnq3L2lowv1lJxu7tSerXRCvLFtKtRWIkkknFyjUsrW+FtaX0jZpNn3d4z/4JT/tH+HdSn0bwdrfwd+LOp2kc002geEviRp/hXxttt2uxIkfwx+Mlt8LfiXcy7rGdIba08IXFzcTqtrBE92fIHlvgv8AZy+L/wAFPjL4Jb49/CP4vfCvw5b6uZtb1rxB4E17QvsugxxXUGoa1pF/rWmwaVewwJ5j2d/BPPYTTIhSWYMu77C+G37I37aPwxu9X+Enj/49WPwBvfDOkWmva18E/E3xNTxLrbwalFnT7S5+Dng7UPGngi51u50rVr66bw14v1nw/f2ttemG78i41MWMnA6P+1N8QpZdT8L+NvjH8NL/AMN6Z4v8a+AL3wK9v4h+HUvxD0bVILrw/e3w0X4R6bBoM1lr9vr15Y79Q0tmaCKewmu1sWeZPPWfKTlRVfD469KLUsPQxnM6ddShCpCVKlWw1SMpRklKEpQjpKTilzHWsq9pBV6XtKUIymr1K+Hcb0owlVi/aVKU4uCnGXLZuV/cTldL1rQvDEXw3/bh8F/tGWVr8Xp/2atJ8Zaf4Z+Gf7QVjo2hxWy65qvg6Tw94Z8X3mpeI/sPhd9P0HxVd3WseIluLiyayg0bUY7qOC9tZ7E/uvrX7UP7KvhubxH4i1748fDqLxN8Q9Y06907wJ4k8W+C/i3pmt69r/gTwRc6Teajq/grVtf8O+D/AA7p3i3wT4WuvF954y01tQ0/xHpHiW3OpX1lqejT3X0L/wAEkx+wv+1V4X8WfAu8+GMWjeLv2brLwb4OMUfx/wDEPiXS/iAkmnXSXXinw94U0z/hCbPS7mxm0sR+KobPw9dPY6/qd5aXuralfCfU9Q/XzU/+CXf7FGvJcC5+F7/ari3FsmozeIdd1PUrEbiRJYXGuXurRwMd21kMLwsApWNSpz8LmHFlD+0XgMwwVWlXwUY4dShXp0XOhKKq4eck3Wg3OM1Uk4S5ZXvGNOXOjpjChh4t06tX97P2kpOjGrHm5oqfLONWEtLcqTTa15pSb0/z/wD/AIKLfGj4TftE/FjRtW+EehRx2/hDQtZ8I6/4ojtJpbnxfc2Hi/xA+gX174h1DU9c1vxbdad4TbQ9OuPFGo6p9m1idJr7TdK0yGeX7Z+cV14ekR4MIykbScqQc/LjnGeCAQeMYAzwK/1afh9+wf8AAH4U+EbnwR8N9Hu/COg6jqFxq2uW+lWvhpR4i1G7gt7W4vdfil8OS2eqXUtrZ2tq88tsJmgt4od/lxRonJ+Lf+CdX7OPi5IYta+HvgLXooAWS08TfDT4e65aib/nskMvhy3Ech4LeWcHGAUXIPpQ49jhYQorJ6lTDUrwpyWMVSpdWkuaCw0LSk7+7FyUbWOaWFwdWbm8yqQqT3X1JxgtY3aaxEnslulr11P8szT5Nb0k3sunatqunyTrtkeyvru0MyYBCSmCSN5EB5CsWXJBA9Ozs/i18YNEWyGmfE7x/aQ6exktbaPxfrn2GF8hjtsmv2syGO4sjwOrk5ZW5z/op+LP+CLP7K+uz3103wv+CduLppH4+EOnWZiVxjZG+ia9owjGcENCIWUYCjcAx+UvGX/BA/8AZP1DTZg/gH4eWlzE0kjT2WufEzwvbPbqd2+a7g8d6i1kE2AsI4ZUCZHHIPDX8T+HFU9nmGV4unNq/LPC06yvot6kad3frbXzOyhlVVrmwubUbpK9pYmk9Wm21FStpe+vz2P4hbD9sz9qfRRLb6d8bfG6w3Ekhlgur221OA5Y/ch1K1vIYshjjykjAzxjHH0J4U/bK/aPuPhl4y8f3vj2TVPFXhO+8O6JpWp6jpGlXLJpGsXcZ1W1uIhaLDOt00NoC7rvQJiJkLHP9CGn/wDBEj9iP4x/ETxl8MfhDdaFqniv4OS+Grj4t2Xg34w/Ea/t9Ih8aaTrF34ftLXWNZ8JeLtE1G9n+wG4udPsL2xvtPe1MGoeSJoxcc34u/4Ii/DDwv8AEjwz+zlo0/j210X4xeGvEXiy/GjeNdMutdgufAF7pd1afYNV8T/DsadYpKkzDULa40zUfOTckF3btiWXopcYcEV6k6UsFTw9dYOtinHEZfQoz+qRw/1mtK6972dXCqU3eynGSvzKRtUwOcwjBrMfrEVWpJuGJryUanPBU5JVIJKUZ8vvX0aurNXX86tl+3R8VLrWnv7/AOG3wG1y61NIbS7iv/hXoEcmohmUBLrUTKt2I5pPnkja5S3d8u6+nYTftFfED7TDp2q/se/C63u7S7he2i8HeC9X8AX1rcXf2O9WOO+8Pyx3cMl295p1zfKkyNcQSRC8ARkZP2Y+Kv8AwQz0b4DeJtCg8Eax8Yde8Uaza30ukeG74eBdfjvLeKLc6X97pukaJYkMqyMsE8aSmWK3khtzI0D1Hqv7A3xf+x+HvBbaJ4ktT4ulXQdJ0nXNFsvt2rzQR6hPq+n6VNd61cShbI6fusIzNi/V7WA2EFvDaMfzviTj/hhYmGFyfLcFj6PJL6yqtbE4L2Ur2ShTo1IKu/ZuSnSop88ZOMp01Gal7GEyrNqlCpLF4mq7x5qcoQo4iM0ra8072a9Yt622sfgrZfHr+09YtfD6fDvUFn0GXUbmDQYPiP4n0OGPUoNPuZLhoNNtYddRz5cVvZ2lzFayLe/2ZYz6rM99fq0VzxH448DW+jzajL4T+Jsvim3gUW+tW/iq81TwrPc2VsdQmkli1fwh4Yu7uWS3d1kB23sTtFD5sd40sZ+3P2jv2Ddd/Zb8W6j4o8d6F4n8F+Lr+C91PQzflr+9uIL77LY6jqtikcl9pt0GtNQuYYrW4uLnyZVun8q6lRIE/PHV9Rt71Tozadr3iO7S6uLLTtQ1K9hvmvrpp/Os4oLCLT7a007SIba21Fn0uCD95ataxfa0NhaFPmMRm+VZhKjPJcqq1MFVw1CliFXhUhio4ipJ1cVarWq1FLDKUaUFy1FWfv3pujTVQ+QzFV6NWdGu486lLltQp3dO3uSbcVK/LquX3Vqk23YoaL4/1DxBd2Ecnh3xLqN7puoXHiIhdctbRDBFOZ5p/wC37aTTk0OzsLi1v1En2m4TUJnFxJdWzwWsVcdodpqXijXrS+vJtQj0O31S3kuxBqsMWsTefJIY7C21S5WNNRnksANqXBkR3+0SeZGkimTy/WvE9xYyyR6TdjTri6tb+xv2tTIbzULG6h04TW99eebiWC5miGy13RNlLiWa1eOeInk77xZr91pkCvqN+7J5VmkKyTCCGPbNd26zeZPK8xhe/vPLilt4ltjKyWzSlnWL3YZXOeGl9Xo4bBqry8idOo5U3O6nUXNNKLcbJOEU+ZXnKSSjHxPfnKEWm7Ky3ikmo6JOOj011e+2yPtjS774Y3i6b/b2qva65ZajoWmmy0+6W2stSs5Z5bB5tQ1U8yXMby3H22Arb2509Lu+trprREJmmuvCNh4h1Tw7rt9b3mmXllol3dyX/hexK6jNJZzalqa2k+hPd6kuhprVva6XpF3FJpc/iaydGutE067CsnwPZeLJrK9iXUHtyk8MkcxNraTSXEbKq28Aka0uGhYsNjXAAeG3IeEW8iLv9usfjkYNKg8NjRT/AGJqUgn1G2aW0uhfzTSXITUXFxYg3Fxaabf3enwtMrvMrW895cXD2NlBF89juEcZhl+6nicVGvTd5qvToyotOFSFTC1Z05RjOlKk3BSjVblUi51qbhzLoik4OnblbkpX5ndqzvGXLa/xWbte0dlpb7n+H918OQjeJPD3hnTvDsH27R7bV/EtzBearpQfXLye40eHU00nSLKx0bS583TzWCPJI50eaS60mGCwu2g8p+NGveDG1m90vTdH0O8jOmzXllrNppms+G7nF0J7bSZrG5sdTv7o6bpqanGmkaab+30hrHT9IR7S4imtEk8C8LfEvTotQvEsdSvdDFzPYSx2FtEFtrB9LluWgddOS3Zdbmuop2triznjtrq7C6bEurFUkQ2pfinZaot82oaV/aOs6naafa2GqQi6Ev2nSzMIIY4I72zhg02NJUubsTWOqvc6npWmXSR2uZJD83huFcRgM4eNbzPER9jH2arYmtKteapxTqzqynKoqKVdLlrumqcYqnh3HV9EZN0owXKm3GV+X/C7Ru0k1tdp9NOh3Wn29zpOnWS+H7XWVutUjji017HXNS1fWmv5xoyTLe+HjfpbahaQxRSf2TZXUBv7dNQv7M3l5sS7svu/4L/F74U6hpE0nxNu/E2p6la2dwdTudYtrPV7FbyQxx3Fhp3hbWZLqxt5r5dIg0UyPa3Ed19ogm1DTLW30WA6h+cPhT4meJL6GS402w1eS6tbO6gkbTtQ1B9RdYRaW2jajMbqO7ja18PzxWTac1tZQTW8ghhguLX/AEZE6PR9Q1HWbvSZbGVxrV3ZTRT3upfY9Q/tLVmuLe0SwutQk02B47SYrFJlri4khE0UqXcTywwt53E3DLzzC1cNmblg506jlHGYau4YhbuVOtOEJTeGcad1BucJNynUpOWi6MPVqQlCTXw6uM4qa7X5YpNyt11e+qW361J4j8BeJ4LrTtb8J+Gp9ahtY7bwfoZstN1NdHsY5dNlvI9NvLSz8LvriSWeluZvDMuu36JPqk8Wm2aSLHZyfCnxR1Twnp/iS11c/CX4ban4S1M3Oq2epWvhSw0vUri/tfKtmttU1uzh1Ow1DWbddT0241zSbq8/4SG1udK1DVnbS7gWWrHlfDPxO8TeH7mLStS1aX+3rG5+0uwuftMthrmn2dymnato2q315o2oaXc+bdvBqZ07V7YzWN3ARazahBFFadH4osfh98Tprqx8Z29h4h+J8kk/ia9vtd8TaXoHhdJFl0/RrgW00GsWtpd62bLTrS2F5NrniXTdQsrWV0tJLu9jl0z5HIOGsPwxj5VK88fiMvq0pSccDiMRN07xUJ16HPisLGjQlaNZ11X5pSqVJTVWpWcoenXxTqQXs50pVYpXbgkpSSTjzJxbk1taz933fsu/x5+0dfaD8XptD1Hwlb2Ph+403w5q+oajcy6u00GphYZL6/tLp59Pj1J7s3Vk0WlTTajfW1/JIsTW9lqE0r3XwLqOjXlk+y6WO1cqkgWdvLdkkG+OQLIFJV0IZWUFXUqykgiv171zwf4e8MWfibWtRvo/CsLeGLTU/DMOg6fpsu7U7iO0tNGl1C4Zk0y70lx/pNxcI6PqUsb20VnZ7Vuq/P74/wB54otfEtk3jebTtal1vwtpt9pGr6Ra6Sllquk3PnNb3aPYkwvJazebZIVjxbiygggJgghr+nfC/PIzo0cjwNB/2dhaUvq08TXqzxcrONefLUqU3DFcsa/7yX1i9OUVGKcW+WaWKxCglP2d7pS0cNLxWkbO2lrLRu2h80+V/wBPUP8A38/+wopd9l/zxu/+/lt/8i0V+12j2f8A4DH/AOS/q3pfp+tf3l/4C/Lz/q/mrf6p2l/tMad8V/hL8QpbXwb4psYNY+EHjzW7PXV1efXdAtzb+Ho1bSNXN5Pbvo2uTza5p6WGjpbXk9zFHqElwLBrJ4T/ADgaF+zl8FPE8Xguw8WfCjw6V1K+1J7u1u/DE3hbU2j+0fEa723Nqb2XW7O0ltodDW0tZNRNn9ktLT7FBb2ZS2Twzw5/wUX+NHxG+OWgaG2r40LxLaWXh7WrCzhglW407w/ol9/aLGFGkmu7m8EVxqH2yeeVonnZbULsWVfqLTvGWr/afCt0l3Hf6ut5qyyXPiU3Oj3FwW0exVXnjmm1Ce3Y2+rq9rYLcSwRRXUKW+6ad0rbhrEY2OQ5lXxXPCVSpQdOcuSNWVNVIqMuWnGPJLknHnTd4tSSbTZ+b5pifrmJwsqKqLl9qou/Lzc1NyV+VrrFWVrK6b2V+Q8R/wDBOb9ja5trp0+FBsppjlpLHxt8QIVQZ3bYLY+KHsoxnONtuQoOAABx816v/wAExf2bL6eSayufiPoMMEM48jR/FNgY5JPtMflM8uteH9Yug4tzcIpWeMHy4yQX3s/3prPj7xTBblLnTtAkVyfnttY1CT5VU5bB0WRQTgYy2MkctnNY/hnWr/WX197iKxgi0qCCKSO11OLUPNuL+NpopJREsT23kRwSIEmiRt0hKqwKmuPGY7Fwo1KlPFVdEkrVJOzfJF6PS6ur3em1jsyOnVr5phaVaLqUZObnBy91wjSbabutuVa6a+ep+WPiX/gljozRZ8GfGvxRp0uTti8S6HZ67AxaU7Az2d/opVUj+U/6NKzyZYeWo8uvzE+N3wUufg1qk2l6j408Oa9qNr4n1Tw9JBYaTd2FyqaYkO/VLqVrCOIWs1zNNbGAXd1ciW3mdRJGqyP/AEeeNvj58HPh7JNb+L/iP4K0K7t2Jm0+88QaedThYbWIbTIZm1EOeQE+zbnbIAY/LX8837WfxD8G+O/HOq6t4R1yz12wufFOv6jDNai5RWsrrUZpbeRhc28EsYmR1KhkEmM5Xg50yPE5li61WGJdaVGEIzhUnh4qM5XScXU9mubSzSUm7a3Prs3w+BwtGDw3IqspOM4KvObSSTT5PaPld7du7R8v3VpZ215PD9n8NamI+EutL1LWbaKRSpA8uC7ZJMckMbix/eAkeXgisHxB4D8QeHNbvNDv7eK3vbF4/OiF3bzoBPBFdW5S4jfy5N9vNE4YMpIJJRXyg9CnubFX+02waNWjt0EiW7CZ0kALrFLPHGRDAVClpF3SE5jQKN59U/aQ8d6P8Tvi/wCKfHPh6W616w1y9dodR1Fb77dcW9kFhs59Qlv5he/aJLQpAouZZTFBaRQRN5McYHtQrTo11B0pqlOnUcpy1ipw9nZO+kXLmdkrJ2dk7NHmVaCqUOeNSCnCcIqMbc1pxetvicVy2crOKbV2nLX5Lisb2Ofyvm3A4baA/cd1Y7gCc8dPYV+lP7Ov/BSv9uD9nT4H6t+y/wDCT48eO/h98HNc8Sal4tudE8JrpllrcWsapa2tpqltpPi82beKfD2i6olot3qGk+H9Y0m1vdQaS9uYpZbq5aX4hjkkQbk022wM8+T5hBwRwTcE5Bx/Fz7nipo9RuvMR1gdQNpUJYREsQRjaw+bsQNrMRwcnIrLMIYXMKDw+Lw1HEwTjVhCvGNWMa1Nfu5xjJWUo87tJK9paWu2pw0KuGrQqQqOOqT5bxk4tq60aa73vpbXse+zfGrxdcDVX1ZtU8QarqjanPc6x4guhd6jM+rrLb38t5f3N39vupZoXmQySXoJMjqxeLfHJ5x4XSTVvHfhAlpoHPijTW8qOFXgUPrMDGNJftHyFQpUId4Hyspl3ba04LC+gu1ma2LBYZMspiuYAGkleIF4mli+6Q+M8Bi2AQDXVfCmIT+MfDn+iqzy+O9NhEjIrAF9TswIlUgshBkJHA7EHpXn4Plo06kqcFTkocttbKNuSMYp6JcttOiWmzOzEqE58t1NTk5uV1zTk7NttK13ve7fXXp7Z4d8caz4F+KvxA1LQLvXbXV9O+Jvie4stT0C5azvrCaLWLuS3ltrqG7tbm2uELPtnt5lZSQQy8E/uh+yx/wcF/tlfAe8sdA8Y65e/HPwZayLA3h74p6b/bevW8Mdqj+RpnjbTJ4fFqzBY02jV9Q8RWNtER5GmLhg38++p3aw/Ff4stFhIl8carKNgXaGkuriWQDGAeT1GOcjHarNvqF9HrS33l4sULETmSMEs0AUrtxuZvMJyA54xyMED53N6GCx2KqfXcJRrtUoOE5pxnzezpyUIS3jLVKLh721mj2MDTTwVOF04SqOLjKlGfL71nJO94+bUk2+p/oV/suf8HH37CPxsvIfC3xhvNd/Zm8cNOLI/wDCewyat8P7q5BEe2Dxvo1sx0ZQUkeeTxnofhmwtR5af2lcOxA+3/2lP+Cuf/BP/wDZf8H23izx7+0f4C8QT6rpq6p4b8JfC3WdP+JXjLxPbyoXtX0zS/C97d2llbXWCkGreItR0PQy6tHJqscmFP8Ak6eJPFUreI9dk85lzqV6RtP/AE3cc46AYJ79uK4LUPFep6lIIhLPO6xSbAhLP5NvE8r4HJKRRRs5AztRWz7zPgbLcX9XqRx+MoYRQhUrYS1GU78qaVPE+zjOCu23zqq9bc0U1b56dWcatSCoxbVSUYSTnytc1l7kuZu62SktXdu2q/tC/as/4OpvjH43vtR8LfsefBrwn8OtOYXUdr46+Leo2HivxfNbJlVvbHw3Bf6T4L0C8BaOT7Pql343gxuXy2IEi/zS/tJf8FLf22v2orm+X42ftFfFLxpp19JM03hhNfk0DwQnnt+9EHgbwomjeDraNsbPKg0WNAoIGFGK/OO41idsskzhm7q5U7T7g5x3IHXj2rLW8fcGVyCWzlW5B/nnP9BxXv4HhrI8tnz4TLcL7VJL6zVp+3xXMre869bnmnr9lxjforIbr15JRlUqRj/JCShTa0srRXRrW91+Z9n/AAg/ai+OXwB17TfGXwV+KXj34Z+KLcl/7Z8FeI9U0G7kMcu6NLw6fPCl5AoMg+zXcc0DByjRkMc/0o/sTf8ABd/9oeXVdF/aJ/azGnfGxv2cND1Pw3ZSafY6B4B8WeIvDvxJn0zQ9R/tS/03TIfD+q6xpbpa3WkltG0251S6jktdS1CWe9W/t/4/Zp50Fk0u4eda+fGd3LxyTSIH4J6vG45xyMjg19nfB7UpV/Zo/aFGcxG4+H53u5MiyL4z0B1TZswysA7MxZdjKihCHBW8yynLcVSlUr4ShKvKMqP1uFJQxUadeHsJwhiIpVIp0ptWu0rX0drVSnU9pBOcpQvf2c3ena17WVkr7u1rttu12f6bP7MP/BX39gj9tTS40+GXxI0nRPi//Zdy+l/CH4pW1n4N+IV5qbWzywaRoIv7p9B8XT3FzHEyWng3xLrVxmOCS5ht5AqD610PUdPs/Cmm33xPl0vS7i01DRPEN7f+ILjRrNPDq2GqW/im/GsX1zPBomir4a0GySbWNQe6jitbf7PpsE15qP2GS/8A8fU+JLu1ltpbe6uLd45PNR4ZpInR4xviZHQ71eNlV1ZfmBXjFfSfxF/bx/ak+I/wr8B/CP4o/Hv4teOfhZ4VvL0aZ4M1/wAca9qNj/Ygk0pRYsbm+FzeadFJp/2fTLO+uri00ttNSPTY9P8AK3N+c4/wvwdXFUsbhMW/Y3camGxFOnOtGy5lOlUiqSqTaioRVRws2pc6V2dlHM5UKdXDuMk7wqc8JS91pqKgryvCm5SvNLVq97pI/se/4LI/8FDv2ZPixaeK/hd8F/Fp+LN82m6JZP4m8EaVbf8ACubu7j1EtcaVqHjbWkibxJeaHp/9oat4Y174dX91okEmr3lpcSXso1CN/wCNvxbqFyzXHkFdKspJZ7K4XT5Lq4idlkkeCITajdTsblWvHhLLIZYMb47aKQvLNyOgftGpc6dqmjahpyLollZefbwwWcEcSxWcUqWsX764unR4Lie2ghdroGaPzCDbM4Q1L7x54Q8U/ZLeS7NpeahZrc2QltrWKAStABMt7e2pWHz5CVtjse7upmWSOaaO4MiT/KYLhfHZRi8Snl1SlQqYiU3UUXiEqXK5xqPldouMVecJQhTpzUpKpLaOuIpUcxhh37aMKlKnKmk2o81pJRTlK17tu9krq3mee6p9tikljttSuZLeIb0LyuY1VlmJSIOqOVUuzBGRQsskz4UkA8lPd6j50oFySzsJGaIGNCJArKq+W4ZWG1UWMNvcLtZtrHPM6r4guLSbUbSCaGB7a+aK1js4IHtXshhGidxMJFLYeSRyt3LKZWjaaKNcVm2fi2e3if7bNJO6yOwgjES+YH8pVw5VgFjDTSshXLMqKpjDM5/RYZHjYU4zj7Gqo8nJ+65Zyuovn25Gu75kr9VueOqNKnJ2lJWlq29rWumvVO1tbs7aa2ku5o5XOPssLxmV5WKRQFmSLYAysShk3Rou4oFWIqMHd0Nq8tva2sdrcWzOIZl835JQU3mOQkzLIYmjj3yOJChCOGUJtU145B4lvXmnuZC7qSgigHlYW2WSESWxHlbCZ44kLM8ePNjR9mRuX6a+Anwh+InxwtviHrvgv4Y+K/Gui/DDwtceJ/G0nhXTr2+j0XTJ9+n6TNfNabbiSe71J5J0s7XzLq6tLG+njQ2tletbc+LyLMZ0oxlGM6dN8zVOKfLe/NeMuX3VzOXROzeiSLUISlBQajKclHnlorSstdFpfWWjaV9HqcpY28Urxi5vHjjjeMSTwyuGwyF/OBtysksBI2syu4Uhnw5VAdHVPE2lW8lr5E7PGs0iRXSu2yTzIppJvP8APgaOFmllEkpRkeThnCs7snJapctA17GlsthbxMrXcV1HHBcWqzboY4JFdnuIQMbfKOyeVFjuJ1UFCvK6jFDNZho7oZUv8pl2wsWKnezMAqqweOMO3Do23zNyYbyo8PurWgsVKq1FygoQiowi5R96U3y/E+ZO0rxs3pd8x0U6ctormajLlau01HTmUmrWurN6eh6rB4pi0e5trlo2vjJJfM8RaWOEM+GhCSwyRvtcz3YLwvBJbloljdW3SRTR+Jrk6np1tBqNzDZNKHAhWRIU3To4kKlI3TdDGk7KNwlZIwd5jQV5L9tTT7LRrSdQC/mtMkhYtEp8tiu/7nmZLqxfjHIBwcdp4ZvYLnVLXTbRVa81g/Y7GaRbOZVjt45rmQGaWOea3dFEfl3Fq0T+T5kEolhm8oxX4ew9FucqLmlQruVSSUoT5IycZKLU4xnFKSTUXtG+9zRQXtqdJXvJ0W115pxg5RTs3a7cV0v5n1X48l1HRvD3hHWLdreGTU7HULm11GK4Gn3UupW93Y3N/MLt7pBDcRLd6VFZKkEcJjnuI/ImaSdF4k6lp+rz2cz6zDKVg09LT+z4kL3MM1tBDbw3bWVvFDdXe+D7LLczh2u7s+dNNJE0k1dL+0HHNo/wf+Fl5OiyJY+JtX02eUgSkedo9o2QTGG3yvYJGGYRhgxB2D51+OdR8XX1na2uoabJbPb3rJ5dldWkYe1lsVi89YDC4QwTtJiQsS8ZffbsJi8i/O5Jwu8wy/DVKE40+fE42jCo0uVRjialNUedwm7OjByjGyjrPXmcEu/PqFLB46VClGUIrD4ao4u75XUw9OT5X1Sd1Ztvz2R6jrMmq3lmLCHxZr1rpeiXv+iQ6Zqly+lyzWU7SWx2lGCz28dwzRy3QDWpdo4laWZi3iHj3SbxBpZRtQaCyjayW0mnnmh0triafUfs1jbySeXa21zcvf6gVswtu81zJLIv2h5ZZ+j8Hz30Oga1qZ11oIjfX8f2O5ujPGrf2BeXBkENxBN5slyu2ygn86NorhIA6y+Ypi5rxBz4gu8zuY5mVljY5EG3ZjyxuwNwkJxgNkZGSCD+qZVlM8BU92dJwpc0k4UYQlKc42nz8sYvm9+U3LnnaTbuuZp+JCnpSqNykm78vM1ddLr0S0b12T2OB8nUf+e15+cn/wAVRXU4T/n5f/vuivoL+cv/AAH/AO1/r5s3vT/ll06f4f73T/237v2y/Zb+GPxL8BftQeCrTxR4WNhqGheHfEXiK+N1d+RZ6bYah4E1uTSdQvtViiu7LTLae8u9OgGpBbiG1e7jQo9wjwt+ts+hweINQ8G2+vC3vb1dC1TUdXspl+0Lp+uT6L8PZL23ad77Ura7mF1d3dx9rsrh4pVuUUvJLFJI3xF+zD8RfDXj74j/ABEk0nR9U8PaZ4m8GeJNAsLjxF4u+32tvo2k+HIIluZfEPiS2nb7ZJfTWzOdWtPsdmL9JANTiiulX9BtOjEes+HfNaWXHgaKWKYxqiSx3D6JarNbzeVAbuCddK3rO9vBIzmSMwKIAx8nDZxGpktd1pU6Eva0qbS5IuUuWFScpxjUqxUoVXKDjGo1GdO93blfk5llUMPXw1PCyqYi8J1G/ZVEoycnT5IqUYt88bNNxV1NaWszF1LwD4aihZ1020jI4GyIKQOclSu0nJJIJHXkEEEV8OfHyTUNV8a+Cf2cvBmu6n4QsfiJbap40+I2seHLqay1dPDPh63vtP0+ximhcKtrrd7cX1pdC4V7djbWqslygktn/RfW/K8rbMWj8xTt3q2NuWG4DB7qw4OOTwDX5afHT4c67feNfi/8RvCXjzxToPxk0XRPCHhX4GfDfRtOsrrXvi3pNxHpeoeND4T0y+t7jVvENj4clvNUvtUk8O2N39jGmXbXtxCkMgifD9ehi8dCU5+2oUoyq6NVItxcYwunJp8s7Sfblcntc87lxGGlO/PhqkYyjaUZwlBzUL9Lrm5nrb4fJM+YNa/Zh+AOlQ3DwzfEjXb0avc6NDHcajoCWbyRQSXK38dxpmgwfaLae1NlOkTSxyMbyO2aVbqKdIPm/wDaX+Ffw28AaD8PtW8A6J4m08a5rHiK11IeKpo5Li6GjR+H2jEdtAESGOObUbiFyVVpCpZS8Ox3+6LvwVM/iH4USar+0b8TLz4T2mh28n7VHiqw1jQdBufgz4vWytUvfBW230K51CLUbDxBfWmg3iXGla15F5fWltfrBKWKfG37Q/wY+K6fELw9okV54r8YeCviT4s1pf2cNR8V+KtG1XUPG3g7UNV0+z8Ma7K32qyi0i61uwvvDkt3JrWneG1d5Vkks7OGCRbf7+dei+WMb3dly25U7Wdl7z1as0v5btXW80faNx56jkou731+zbZPopWvdL3rNM+Y/EXiGS/8KadpTLpzfYLq1a1K6Zp39pxwomuwPANRW3XUns1knMos2uDaGRkleMyxwsnCiO7mS2nRXdmghRURD5StBEIZQiqiLuEkZdwoO0uQOvzfv98NP+CTuqeK/gXp3wb+JGkeJvCP/BR34meIr3Xf2QvhvJ4z+Ht18N/iL8GfDkWna58TZ9b8SeGk1vw/4b13RbePxZfaYvizxxo1/qly2nWmn6XLCjSSdR8DP2Ev2Tn0v4u/GLx9pfxTj+B3wU8VeKPgD8Q/DWt+KJ7L4meGfj18R5dI8NfBjULfS/Di2Gh6n4b8D/EH/hJdO+Is48TQRTWtnHf6bp2uxkQS+RXzXB0/rErOpOjUUXGMFJy5pRhTlBN+/GrUU6MJr3ZVITi7Sgz1IUpSVKCk+WpHScZqLdoqTXNrqlvqlaV31P5/9DinjhktJbGea6nvrOdbqGFi1vbRQ332uI7laMJN5kczyyxtHEbVWxtZzX6MeBvhR4e8W6PqF2+jacRFpNzNHImk28rB1tn8gjyrZ2wJShdjlI13SSlURmH7Rv8A8E3P2dfB/h7xZ4Z8R/DzQb34g/Bb4caJ+w/8bZm8T+OdX0+b9u742axomrfC/wDaG+H0uqeJNGtbv4faF4Ku3tL+XVbHw5Db6xcXAT4dajZwjVB+ZXgHxJoHwh1XxX4C1HxNo2oeI/CfiXXPBzSaPPDcnVr/AELVbrSJ73SbO6ktnmtZ5LOS7tFm8hWgdPOESltvjTqYbNPaTpN0/ZNVZ3lyKcZQjKM4crTdPlipXe8Zpq7bt30J1KMoQcZT9pGNOnZe85N2s9/fbd17smrJWez/ADh8XeAbXQfGHiDSZLe7hvdK8Sa1DNpktjHA0QgumuILR4rqBZE8m1kjgcTKoBjc+UFISt/4FWhtfij4D0fUbcTNqPjjQrqwRpnUFbi/tZra+V4mEjARQORFcDDZTzYyCDX9DX7I3g/w1J8LfDtj8Qfhd8NfHniPwtpPxN8IeBPEmqeC9Ek1T9oPxH8eraDwT8aPCGoeKNWgQXOt/sy/A/SB+0f4Unu2+06fBqNppdpHpsV1b3WqeHftxeFPAsfx7/ZI8R/DqHRLnT/+Fg29hPf6LpKafaa98M9N+G/wy8B/s4/FmB7S2tdLH/C+vhB8JoviZrOlxp/aGj+LrnxFLqdnojatb2cnL/alGvVeCnTtzQmo16dZKMvZUZVISjJJTUa0YqUXe8ZS9k25pxe0sJXoTlUlf3aijKnOLThJ1OScZe8rTpvXfVNStyvT8ONb1a3T4g/Eubc6rc+K72RFYqHC7JZc4D7SR5bKMDG7aDtDYqNtdlEEiZdoY5pAqRvEzh4wWd/KMjSqmFwrsqxSurBGZ4JvL5LVNN1zxF4+8RxaJpWsa3dX3ibWfs1vYWcss9yf7UtVhO+G3eGFXQTMHeJEjQOWCKxK3PFFjN4bu7iw1TRNe0mZ47jCakJongd5p5LaR2k0mAXETW8qqrR4SZ986OEm8qLlx1OhUxSgp051pQjJUVOnzqMYwgm4e0jL7D1UEtEutn6GAxUIUvZSqwptPSEubnlrdpWUrb6tvpfqecePdHjgbGmwzvq9i+qSeJnmlgtUL3Gtzw6alnZTul5e3kfmtHdyWZuUFolvNJb2yQ3M74/hPwD4r1GTWNasonj0/wAMadpt9qmoqbhba2bWdR0nSLTTZ5FjJt7u6utW8kRXKxxSJZ6k6NNHaTFYL+aG51O4WK11WSJrqfYE1PYSZJ5vKdT9g4TaIwYivz8rlS2B9P3nhzS9O+GnjbwPoPiLWLqD+1PBXiNINX04xGbxRp0jaHr+l21/DDdRy6Ppaa7dzf2lDc2f9u3Gm6VcDSy0MUdr6VKvUw8KNDVOo4rmquM3yTr0lNJ87S9mqqjGLg4pPdcqT3o4GnV9tj+R1MPh6tOnONB1KX76WHr1KcIy5J2c1halWTc0+WnKKtfnh8h+IfC2s+HbjRZdW0W/0+DxDp1trGlve2M1va6jY3FwVju9OaWJIr2zdAqvLATELjzoS2YyB7XdfDrQnsIPN+w6PY31w1vNqf2OC6exjitbq+MoWJDeFwLMAxQypK6t5ZLRM6t1Xxi+Hfx50OTwx4R+MOjweDD4S0nSLvw1pmsWWpQ3Go6Dqui+HdN0zX9P1G1tNSs9U0nUtL0fRWhv9Ovo7G8aP7UkT3M8jvHfeD/FmvJB4e022vdYv764jhtbfTIr25EkssNxHboHMYSJZXmSP975WBLmUpGa5s3nXlLBTw2LVOk5VHOpTftIyp+7KLTUnTuoy503zwWjad7GuUfV39bp1sN7ec1R9lTqJQvLZwk2o1EnJqLcJRqO904tpLzjwj8BfiX8RY9U1H4f+GdV8YaP4f1GPSL7VtJ0zUrmCCSVwtnNdLFaTHT4Lzzomhe8EIDzJDIyysqn3T4ZeH5dG+BH7SGl65CYtQ0f/hF0KrLh4LtPEGjyLA4NvKXzPHCJoQqOxUoZYPmkTvvgf8N/jB8N/Dni261/wn4i8FWt3/Y0hvPFUmu+FNGn08s9jdwXkyzaXDdWt7LLa6fc28t5FLKtyJLdUliR66GLwxr118N/2nENj/aGr6xpvhjU2t9CkGrQTTxa7YfLZNYS3pcLa20Upi857iOIrLcqkjvjOlmccRPE4eOOweIpxqUo0fq9SEqnuyoyqSqyjVnFpJyvKEIKLclLa52Znw9jMphh5Y7Jc5yrFVKf1iccxwmJw9KVOspez9jHEUKdT3k4unzTqe0j78XK+n503kj/ALpgpMe/DFegLI+0ZIK/3tvJPBznFT+ItGu1nSxsFfUF0vSI7i+mt1aVIEmu3vJGlWJpY4xbHVba2naNmjWQhm2OXrp7PwR40Ezwt4X8UKA0zPnSdUCIU2NuaNrTb2OMkYOHB7N0NloXi/WZ7XwfFba7eXn2i2h03w4lvePezaheyLFZW9npqxm5nvbtrsR2SJFJLK10qQBhKFb06lVU2nGdOcKd+aMqlouMuX3nyqScoPZSlFe9dyWh8/DDRrOzU1OpZJqNrcqu4q97u8VddbWs3t57pGm6dD4W8SXl+17Bq80Qs9GR4VOm3y2l7pc+qxJKWWX7fZRbWYKskKwzqkypJNCW4Py33x53cMpOOwy3yk4ycnkdiT3AFfQfjz4S/FP4VXltpvxN+Hvj34canexzNaad468N634av7uGPy1nlt4NZsNOmmhxNGx8uEiGKeKNmbh5M+GW+0LR7eKy0fSTfajqU876jf6MuqzXtpBZWgj094dUtbvRTa2U7/a0EMK6lHcXizSOIlsmTGNZxjKrTaxP1qpGVNSqx5ILkhGShUjFrk5Yuba5lzTna8WiauGUUo8rjKgnGbtNOUpTclLlm7qXRXUbqKdrvXwiW2kRmDqqEOdylWLbuDghlAz/ALJ254zjipLTRNT1Mn7JZvOokCPKFxGjMyoiyNnbjdIi5PQsPTj2n4geKPGPxD8QN4g8bXcWr63eG7lvdTbSdKsb27luZpruWW8nsLG0kvJWuJpJUnvWmuEZmCygZFcL/ptnBJb2s88VvL8s0QIeJgWUv+5fdG2GVZBuAHmKj5DqHrqozxMsPGUoUKWI5Y88I1J1aMXdXUakqdGU9NU3Ti2vs6HDOm1dNvVq10k+j+G9/wDhznbfw3rKNqMS6Ze3LWSedctaW8twkEAPzzyvFG4t4WjBcTzgRbULNlciv2D/AGV/jfafsy+EPFvgn4EG++I3xT+Is3h7VH0CW/ih8LW154e0m6hsrjxIWijgvZ9Ovda1fTdO0a8hD6g+uX2mxXMOm6tqBm/LC08idhNqdvLNZx3unR3dx5i2bCPybiCKGaRFYxRLt3SSQKSI0GMsEcz2ni/V/BfiRtV8IeJb/SrpTG41fSLwxXcsMksE727Xaxwy/aFkSEyEbRNcW3mvGxKsOnD1qkLucVzulUjUioqVOopxUZp/FZxi3Z2v7z73W1CnedNOSUnOKU9Yzpy5tH8UfdltKTT5bXtJaP78/aF8ZeJvD/xL+H3xm1PwR8OLDxN8XYNS8a614W8FeEf7M8LJr2t6zqNpqMmm6fq8eqzajDqOmX1hIqz3t/plj4gbX9KsdOsbK2jsD8t6jYfD6DxddWYtIIfD39tafFp2mwLd3UupaPba5dw6ram6CRF5Htbdlkma3h8wRKkUKOMn0v4yfH/wv4r8Yr418V+H4fFeo6r8PvDNppUtxqHiTTrXwd4o1LwNpbeJ5dEsNJ1e209rDSfGNzrF/p9vJaCQXl7LLO9w9vB5XzHb+IIrzVNHks9Ft9P+zoLawt4bm+eCFIQrXN6x1OW5uZpLzzpbti0iRB5N+1VDhPElgqFnjFSnh51qSld2U0oyrYiEWuadN+ynNrmtdc81GVuU+tr5u6tCll9SUK9PAKXJzcsoqUlhMJVnT5KUKi9tTpU+f95KLdOm5pvmtB8VBFJrKz2trFpsN5PqF2thBCsUFnDLeu0UEUAVSkdureTHGcbI0CKoKtlvgUSL418DuJSR5saLgEqfOgMTlQWAXKN82OWwoydoNdP4ttTrU9reXdm0lwwkNzNaiGPM8lzLIUJeQHyySJFWMkqrDCPkV23gq+s7XXDZ2mj2TfaLnw7DDNLDHPJpkWm289lKbeVWuZYpbya+gZmjux80SrOJcMkXn1cTSWAq0ZfxI4fFRk/clf2kJqLi73veV7ct7Jp2tr4Tq045nzK8P9pw9klfapDRWdrWSS17eaPob9rSxnX4BeBpY8rFD8Ur61kOGBfdpGo+SGAIBBFsXHclQQAcEfmPi6V44PPLQq7SlTK7RbiUVyFwy7iiKjMo+YBRnIxX7KftP6JaN+ypp97dbwyfGPw20Xlq/mJ9t8I+NZ5SMZU48sOQ2xfkG456/mBJ4bt9D1HSL2a3/tTT5YbHVraJrhbX7RCLhJJYbpJ7K5E8JZTDLHaK/wAgdi2yRc+dwBKP9hcuj9lj8wUbrd+2c27vRO07dLa26np8V075opq75sLhG2lrdU1DVdVHk1t0fqXvhxpdvLo+qi5iUk6jfR7zyTE3hjWmCZ4XYZoIZV4xlFJyOK881LWLO+1Jr1PNW3YmJw8ZV8/uFJ+VmILEErjG0FupzjvLjV1uZ/EcSt/Y1lqty2sxWljaRyxi6V7lY4Yw405rO3VJ5INiRlNv7tLUxMqr51b6bBcXzIpKK88IIXDpuZ1RmXZ8/AJYKsZABx1UqftIRinUk7puKv2v7qt2vy2d/LU+fcLKEFJWTtd6aJXV30W1+rMf7V9f++Eor37/AIVz4K/6Dqf+C3UP/i6KXPD+R9O393z8/wCruz9i9P3kenX/AA/8H7/M/pH/AGlP2mYdV8caFb+B49e8Dz+DrTxRoetW154T8G+RHqUuoaSjx6RLZ+ItduovtMWjX9pfW91caRPdEWFs9gju9xaemeGvjj4nbwh4HuNa+Ifilda1Ex+Hv7Q13wtodyuja5aeNtS0HWIpsSahY6nPH4ct7rWbHTtQa2vovsrTahbR6dqVlMPAfD09po2g+Fo31/wz4+1rTLyLS9RluvB2n65aa74d09tMaayfV5L7W7zTPsy6TpQVriy1W007UDcalJaN/aN3Cc/w/wDs+eJ/jh4g1HQNY+JbiTUtd1rXfC/hRvEGraZc+frtxvuJbtbaDUdCsXkutV1DxIjyJqmozWyXcJuZTqDW8P8AnThuHeAIcP5TwrUxVbBcPcNOpPD4yqpYzEVJYitJ4yTw+a5VWnVw86mKxFWopTh7kqVOtWnD21KX9Y1vGBRx2Oz2jXweMzvN6fLicHQwlTCpRowUMLyV8NiqVOnV5KGHipWqyilVbpRc4VYy/tweL/F3jPTvBvhHwH478X63qdtcX+saxd6refDr4bsLS2s7eTSzp1zo8Wg3n2ZorzVGeyumS3uXiUrJPczrc2/yt8K/Gup+KtK0LR9Kvrub9sH4cX2r+Fv2YrQyO2nXtkZbjUviZda1rV683g/U/tmmah4iurO+8R6ssVw0gGjSzn7JGn0Bf/8ABJXx7qd/Knir49aRp9lJ4hit4ZY72e/E1ktvc3cdkkN3NpUT6lqDQTtBJBdXr2dlZT3TWl7maO1620/YU8D/AAy08tb/ALYPhyz8b+E7Rr9Nc0bwx4dh1fw1E9i9ve3Ph7xLBqt14ltYdRZpX1FIQ0UdlK/2priG8RLf+ifD7jvwp4ByLLcgyzirGZthsFSqU8NOOT4ueIj9ZrKslWeAwSwahB1Z07UqVCnTUVGME5Xf4Bxxmecca43G5rjcswWX43HV8PUqv6zSUU6FGNKTpRqN1ISqxhH2kZTm5RlO83K7PkfW/Eui6FF4rtF8LaHrPgvU9UluP2sbG88L+J9S8OJ8UrjVF/4TnTNI8ZjXLXW9Dksdag06Szk8IanFoOqatb6GukRXFpJGt9j/ABR+Gf7RN54/+DXin4drJq3w3sNL07xf+zzc21nZLa/D7wRJZ6DqWhL4svL61vRouIbexWyPjXWtXv7n7BM97e3OoDUHf75+DXwZ+FPgHwfeap8YPiX8P/i3qXjzxFZWr+GNI8Pz6Lot/O7w6nc+INc00act74m12a6gsNQ1DU/EFqou75dPtZYFkht9Uf0rVPDnjoaR4k8N/CHwRqmseDPGGjeGodC128+J2nfD/wAN6rpWkyWVjaQXOkfEDx5pPh7UW8Ox6JpmkaZb+HvB2nXtpoVtemS8aDT49JP6Ph/FnJMxxGYUcnpV8QsBC1PF42csLgsbUcUqlOg8RGnWpSpyfsqVWpSSlGLgnKHLJfJYPh7FXpOrVwqbaq1IYdUq9SME0oOapzanFuME0pOKi4OUZO6lur8YfjjoHwgvvEfxb8TaT4l/aphuvCvhb4B/tHfCzTtCgl/ZH+Gt/oSP8RtNtr3wba+CbXW/H/iJ5pNK1S20zSfGN/NYS62yeJYZ57KROs+E3x08NfD7Uo/iZfaNpXibXfBN/wCK7rXPg5qjabbeGf2kvFXxW8J+C/DGqfFX4i6j/p+maD4v8F+JPBfif4t6HB4j8O+LfE2u+IfFmoFLrwzqj3Ws6l8rf8Mz/tO6npM2leLLrwVDZa48a2qab8a/gHqFtbWsYvLVZfFM+p+LIrm6v7K8FtdwXeh2lyIJ43CRK5iGm+Y6X+yx+1V4rvbLQfil4n+AngfRrCzlvNO8TeOvjz8MobO2iktXS31qa18I+KfEOs3Mc0KlrS5FkLZXvPtLhtrSR+Vhs9znNJckMbkWGhKso1U5NRlRmlGMKGIxWIpwnb2c1VbnT9m6jrwk5yVSXbjMu+rRlipYetNrnmo4ahUq8jlK84qhhozkm+a1OnTpSc0koWS5F+lfi/4+poXwW+D/AIQ8GDxB8YrGz+GPjP4ZL8am8WeE7/Vta8BfE3XNesfiBF42vJtWv/FOgfFS1ggYJqXhKLxvoieDr/wfeeJp72BtU0FPwW+IWmXfgfx14W8JeH01Xw3Pr4eLTrLTRp1paTaeFtYZNZFxLaPZ2l7pckWpNfarJoqyiZLuSzuLa9tJppfrbWvgD4/+Dmh6hqXhLW/DPjnxbfapIs2r/CLVrjxz4O1bTo1e1W/k1Cx0a8tLbUtYvLOW4S4vrS2vNPSyvvtMTzXVuIfnb4jfE5LHx3oOt/En4T6idY0K2jk8LaVrej/8JcfA1gEbxZY6Df2njXbpXiqaOHU/+Ei8R6bNomgWF0NYuLR7QxC6nk+0yrB4jEVpYz+2KNDL3DGYZUqNSWLdfGUuenOpUpYN1KcYqp+9ptTUK1LmlRcZNcnn5q8DSjhqWDo5viMfGFCvicPWp4bA0cNhcRGE6Lp1MU6NWtXqc6UnKlTnhZp0qseduUei8V/tC+L/AADpQ8JaPqmty2WlSatdjxBo8Usmr+Gr7X9MXQtYu/8AhL9Pl07XluLvQYrHSbiS0ulsorRLWGRmmlQr5d4v/aw+JerR+BJdJu/C3ijUPD0mo2fgma8sL5L/AEC+v105FuTciTSNJlOlRWltDo2j69Z3mi+HrJby00Wz0yw8y0mg0RvFdyTqS+JNLv8Awv430LUL/TdAvNDH2SwsNNvY7HV4Yv7Vh1ewuLvw6LsNqdlJfrqSPdWHiOOWaBbC+uvTLTQfC+lT+B/Fmr+JPDculabHrF1Ho0GmaVCttqOiWt9of2PVNXfSIJrAXOk2n24X+keHPHEF7cxeXqcj3FvdXKKhkEMNh1Xj9Tx2Kp1K0qlfEYzE0Y1OanJxnWo1qTppVql4KcGmmtPaVn73m0l9XqctWvjedtSpqNOVaVWPPCyUaNVr20YtSlTlPlhTu1UlCLkuT+E/ivxfrOnXt54wgh0RZtaFpZaToCaVodtcteW5tmub2eG5hMRt5Rd4+yXJ1OW6TUIHRpfsKn07TvDi/GW6tPh5pt7puraVrjPMYLXX9YtZVOjKdR1MC8W3i1KG5hn8pLS21K51IXEUNmDBayXK6e13w1rHwg8anXX0fWf+EL1LVpodO0ZdZnj8ZaO+svJFe2VxdvD4L8C+KtNivI7a7s7W68N+GvHmv3JuII7fwxfutvMmT8D/AAp8Qvgx8YNF/sic+FPGut3N7Lomq2mneHvFuia3p81pHPDqfgPUbtr3RdVGqSwTPbmOys78aZerc2S320tbfn+ecP5hhoZpxDCeEoTwahWpxwNbmoUMRGnOcfawgliaE4KlUnzui5Tj7Vq/J7nuZPTyjFZvltHHQxMHWre3q0sRSjgqlbDUalGE54WtXk8JWTdSHtJLETVL2sPauHOj1LTf2QfFGrajdWOhReMJb29sY9Vu/EvjT4hePvDegR3klnBHaWMzGAeIdbuYYkhtrq3s9MtDam0S3k1TZH5Y/Pn4s/sr/GLw3408Q6SLW38fy2EMs2q6p8Mbi/8AFGn6G9noun6yH1S1uLbTtVsf7P0ae1mu7q6srXT5EKm2uZ5YJ4l/SX48fEP9pHx54r8UfBT44/FXxZ4X+HHgX4WD4reNdNeWz8Fav8RdOn1dNA0rTLG0D6Realo87TQyS6do9tdtOLTUrsac0sUc9l8NfB34kj4Z3fjX4w/BuT4h+Bb3wf4u0PUbrwW97PqPgrxB8P7m80TwqLLUPEGqale31141udV1LVL+wil0m4iiiub+fTrmIaYsMXNwtm/EtfDyzCtVpYipUwVGrhqSoyq4SE8ZKKwKnmcsRSnGriacY1fZ0MDWoUac6bxdVVJOEf1jNc+4axVPAZXgeFJ5Zh6dRTxVeeIo1K2MeCVanXnWoJVKddOc5y51i4OmnbCKk0mfNWs/Gb4qppen+F9f8b2fjy08NQL4d0O28TSt4rn8N6ZZajqN1/ZOljWo71YPDi6vfapq0Wm2k8+jfb72+1CC1CX8xm6bwLrvhjxP4yk1Hx7441S30vQ9M1Txl458TxrJJqskcNzatH4Z+H+jW0H2Cy8Q+JNeu7HRtLuFhtrPShqd3rGqTjTbGeG3yf2gPhreeE/jD8R7aHQZ/DWlweNvElnoOlS7b+bSfDH2/wC0+HBfahY6bYQak0eg3enLLq0On27andLc3VzbQ3c7RVwE3w28YaFZC61rwzqmiaZd31vLa3mvaZfaM18scFzIItMuNQtrdL1ZIpZHkS3dpZXETDbtAb9Vjh6ONy+hVli3SjWppwVGpQoznLEwjJJKmpRm6aW8JSpyn79SFRRUT4qln39k43F/UsmwdHEzhGh7XEUsRj3g4YaooV5YR4ypXWHqYlOMXXbniaMfaQwtWgqk4n6MfshfBfwZ+0h4o8VfEnxd4vuY9B0LxBd3dj+zXpfijU7zx14z8L2umy3VxpVt4h8TX+mabANWuGt7Ez2eqXWtOw1u/TQLO0j0eDUv0J1r4D+E/Chj0j4M/DTXvDt14w8Ga5dWujav4gur3UtQ1SIaf/Z7Nd65rAmtptNiybj7Q9jHN5YQW08PlQt+Pvw81fUlbW/FHgTws/g7xf8ADOw0/wAcWXiTwhNrdpptppGl6nbWl5Y6/bSx3n+lXr6hYX2j679vtNt3axadNHczX7XNt/Sh8F/iB4h/aGuP2cPio8dxf6rr/wAOfE0+pIhhsw2q20/9ha3LbJNLZQxQzanpOoSCKOVUhgU+ZI0aNM35xntTNspzWnjsNN1MuhhMzisFOXJChiMNlFXE4SliI0Z+yxcK/s5VI167eIhUdRKUoyp8v3WWY3C5/lUsJm+IrVcw+t5bUjj69erWqSw+LzihQxs8O8VCbwtWPPBVadL2dF04UpRhf2rl+fekfDX9vaDSIvCHhjTvH2h+DhdXc0Wmf8Lv07RtAgurvabm8TQNL8W3j24uJA8k8y6WZ5zI7yZLYPlNr/wTf/a88efFNviN411jwFpV1ZSaAtpPrnjLxD4mvDbaCsJs4zNYaHdXEvlvAmyOS6tUgjYQxTbYg1f0x6R8Mrtgk2tSRaTbHy/KSKCHWbly55f7Np+oSCOOKQqk08s0UUP32fZtNenWHwt8LRJ5i3N7qrQxmSaF/JtIFPygNtiu4JAitkMJ51VV3bmIBUflNXxR4j5606GEynDOvF051YUKlWbu43UKk686eiSvzOXaNtT75cE8I0oUIVcbmeM9jJThGM6MYylH+eUcPTns7aTV1uj+YL4r/wDBK/44fF3UNL13xh8W/BdreWC3UMo07RNfv7RYJXtVjaFLuSwlEwSIm4aSYpLIVCLDtd5fq74D/sH/AAd+GHgPT9A+J3gT4U/FjxPpusalqMnjnXvDzxX32a+NtBbaOYp9Vmg+wWcVrH5NtcPcL9snu5VEf2hkP79Q6R4T0yLFzo2hLshE4nGnaJfGCN8f8fMpmaSLCuQZLiVXKqqO6EEHD1TwZ4D8TGMS+ENF1SGQGQCaDT9NAA3eXutrZJLh42LY8uaKLcoUCUAiQeJivEDiTMcHTy/FYurSwdKacHgaVLBzhZ25fbYf2VRxd3eLqqMrrmT6dOGyDhXB4mpjaGVOriKytUljcRPFQqJ8vvewre0pqXROMVy392x+XK/Cv9kLT2W11L4Ifs6W0SIPMgn+GHwekbaNseJZNQ0ie6beVC+ZcAsx+8zENUs/gj9he2hYR/AX9mkb2OfM+HPwWs0d1I+QTxeGVk3AsDtiGRuVSMgV9z+MP2U/g94otJYdY8MWmm2rRgTR6TJ5CPGziWVnm2XM+8eX96J0mRRhmMe+M/JvjH9i39hy1tnHiTWf+ESSNDM1/qHigaIHiACzSG61SK0W5i2oS8kzCPKksf8AWZ5cHjsFieX2mb8WQqc15rCOpiUk7JarHwlzX6RTdmduIhhnFyhk+Rypxs4qv+5stNNMJOC080ul7H53/ti6V+x9Y/BPx3N4U+AfwO1q4XT7my1Kz8E3WjeGPFuk2T2VwYtd8PX/AIei0+E3fh/UxpusTWdxbvbXml2t8Gt76Qx2F5/JtqdiIrmXyyY4VkYRE8gqXeMkkLg5I2ttHHPTqP6wv2qfgP8AsBaN4N1Wx+H3xT0bUfEs2k6063Nr8TNLvbNzBZSTWcJPh7wD41S5lujuhFjPqnh3zGFtEdShR2Mf8y1vpFnp+t3um6zBBqcek6nq+jXctmC8ZWG48qW/svtFri7DFpP7OEn2WVpnjlKRpAVf+kvC2dHD5RmDjic8xF69OpzZ3SxVCpyJTh+4hia9WDjeLblR5bpw9opNJn4L4lypTzDBVKWGyvCQhQnG2U1aNamptwclVlTo06qnZJ8tXnW7p2UpI8pnvpNQ8Q6LB/ZLa2LOewsV0OVrxl1No7hUaxX+z5ba+IvsLH/ocsFzumYQNHJgjpdLaFdWgNwkWlwx+fH9mm84pGqvYwxwqZg0+6OIqN0reYsMbMzuQS3T2uiXVpqNprVhbJY3Wjz2d5YzTr+9jezlW4tW8ra0Img2CaZHMz/MwlZmXaKMuhyanfre3Mv7xna4YWir5jGSKFBKsTvGgAeBm2u6hQGcCQAK/wB/PGUMTam5qkuVQbbu0/esrbdU77b36W/NYYqjFVryfO46XjdSfNSlZPu2m2/ne50WrTRWUMEqNNGu8u10zjYhlaDYgJYnywit5ioAVaSMKGDsVm8IyW0viPS3M6SXKanYyOcl1lSO6jYzRyHG7L/J8ybjHJESEWP5KV7ZS6jpgGx3kVzhQm9HcmFl+6xZdoiZEGSHxgFjIKtaf4M1jRNW0e51CKO3jW7tLnEN5bXJijju2jMdybB71rGeRoGENtexxPKrwy/JbXEc58mpgaE+dfWowrVYyUKd4p1OVRekXJc13uop20lpY3qSg68ayna8oVLXukk4vXve3yb010P1E+OemjWP2TZruRbaaDSPiN4N1iWO6t4LlDG/h/xJpm5YJ1kV5ANWG0IC+35FKo0jL+Wll4VfxDHYXUUsT2dy9wpXT7bTIbyx2fZopWfTpdZ0qyVd4lW08u8JuRbvJcrArxbv0w8W+J9O8T/sf+MmihlubQaz4XaJo1DTC50v7VYBjhpDDEL2L/WbDtj5ZCpKn8+o5bTw/BrGjacZ0tb/AEnQdZEV1e208MmoSWWn3626HyHsLeCGLWNcjhW4guLyOQpbSywzTyQw8fCGFq0MqzGkrKdPNsVywkujjQk7rmi9ee8dbe6vn7udYqniMZg6km3GeCo80o7OClOO9na3Lro99nucd4t8Bf8ACPzaPHY+ILO5l1awiYR3sgsRtEs/2pYZbO91TSbq1Fwjae7xai5fU7a+ha0MSw3N5yaeFdRsr2Ngbea6E8Is7eO5to2DzSK9oskc08Um25UyTKAGjb5ACVZinouoaff+MdGQxDbN4WzcyLNqMc9vFpGpXVrazSK221s7KGDUns1WGKKJHk1BmYyMQE9A+GemeJ9E8eaLbW9/fWug25159NW2mlFvN9p0i+SC7W0hv7Y3Ukksdo0rJdRylLeKNbiIQwiP6ueJeGw86k3Dmp0pylBpRUvZx5rXSk7tK3Kt7XurnjU8O8RXhSptrnrU4xldS5VKUEpN2j/PrfbdbHlP2jU/+gbp/wD4Haf/APLiivv/AO0eIv8AoO+J/wDwm/GH/wA1NFfN/wCtuD/6BV06VP7v93y+X/bp9L/qtmX/AEFYPp9lf3f6+/zv3N/e6xoBt7Lw34jvdWt7IarqA0TTNL0Gy0zUb42/2mLUGura5ZMLD51rbpdGeW0u44LaNWurZ9Mtdn4deMPiVfTaRqWqwalYC21K6+y28kGp2MWl389q17/aiutowunktYpV+2QG8nmmupLu8uobeRLo6d14L1vSdZvIX1vWtSsbi5iafUhoM2naBZ2JTULqAWN1carJDBqWpSW16Hi1aKbVf3QtbOAzRLfNFcaBpSw2s765qFvNFptpZ3S3DrdzLGgjQxTT/bpbDy4rssbSSGJYbiMwpqcN6813HP8Az1heG8yzijUo0ckhiamIhTvmlXBPDOm60J+25qlalglKftZ1E5KnUq3ilzqlJI+XnLHyrzlTSpzi7aTdveST5VzXSiopWSey3O0GqePmuk8SzXt1cPfX91LqEMNn4m1UpdQP5K2+mWsWmX19f3MFlG0s0aQz3EEkUTi7tYEnabT02wu/EF1faj4k1WeLSww0qzmOjX6vfWDl4g0GmXtxp94n2T7aJ7E3Mv2zYbG5gSSyt5A3BSfFf4baDarZza7pDQQQCJ7b+0ZdckuD5k1yvmwrNqEKXDyNJumAtvMF0TdP5Mu8e7fDPVdA+LWi/YfD+q6O0OqXUmjXX/CSiLTfCuiaQkrST6nrUd3dW8Oqy6hNcS/2B4Z0pW1DV7tL651WXSrK3a4m9Gj4U5hg6FXH5jiMrwNGHNTdTD0q1SvTw8ZRcUmsNGHtVyRj/GcZK0feqWk/r+DeEsTxHnWHyrDZdVz3N8dVp0ssy5VZUsLXxE5cs62OqRqYeusPQjeo0q1CCUXWr140qUo1Pof4M/Gr9ja40rS/hv45+BXi2TVFntrTUPiX8G/inrVr4j1q7jilkufEmp+FvFnhjxJ4L00zWxml8QaZo2q6Rp8kC3zRpb3jW0g7rwT4J1bTvhv8TjpHif8AsLQvCup62fCOuaWYPGOuaL4kuriwW08HfFfS4dNmvbC31RpD4a0nxVZ2ttYaV4ltNIt/EqTaXq1oX9c8N+Fv2Vvhjp+nJqGjfDqG80a2hgvfE174V0u61yWaOEia8u9USxMsbyCaUpH9thjtbaYW1oIrRIoxz3jn9uf9j7wbFqmnaf430e6udQ06/wBJv7Hw34MmvL7VYLi0kgm0uW/s7+N/KvYp5bIi+uILeN55POaNFmkGUMHl9d1Fk+X4uvOtCjCvOjShXrVZUJpqaVKKUE4KaneKk4zSqcyir/2hmP0Psdwrl0MVxLxlwhwxiMZh6fPPERzLL8FDnUKlTBxxFevP281O0adTD0G6sqcJRhNNI/P/AOKvxN+Ofwb1fxFonjPxvr/hXW9J1K98MDSruzjl82aPQ0m1u68vTYFngOjwaz4cm0WO9uLtb+HVrLWNKH2SCKI3vgn8a/i78UrvV9JsfiT8QpPEMPhTXdS8H61HrOpR+HNc17w5eaC+kaVf206w3EJ1T7bbWMt3LLdWyPrESeI4V0eK5nsPqX4JfEf9lv8Aah+Ifgv4Z/HTw7pPhq8Emp6z8Mvixojtqum+CIpoNFS3+F3jGdryS18WaWlrotrfyeIGY3XgvVkjs7KK40O61GwXsv2ofCuieCPiV4T8NeAfB0nh3Tvh/o3iLS9dvPGGrWPh3Ur+xlu9B1aeXSLPwzaXukvoFnp3hmTxDaappMDHVNPlE1rLPbta3s3tYbGVqWOwWUYrJVCUsJPE1czqPB4bDUHGlUdGlSp0abrVq1WtGn7SNWtSp0+f3HO0ZP8AlzibhOrkmNxOCWaRxlPB4x0KFWg6yjjqLrKisZh0583LaMpODg61BLlrctRWMfw/Y+J9F8afD3X/ANoDWIz8GtR8BeFfhd8YdV8SX95ceIbjUfEVnbavN4h8MWVpZ6iNX8V+FfE+uM+lXsB32Efh6drmNNOzqstTx23w88NaFqf/AAkn7IHhbx/4e+FltrunWT/G7x14l8VeJoNL0m80q31CCG28C+JfBXhPStC0/UNO/tWwsSuqrpreIdU1S21wWfiG/vdc+U/iJ8WPiZ8QfiHpOpSap4Vt/DPw3HhS70YweMhqemW1/wCJNI0/xvBrelyS6KdH1MxaNLoNrLb75mtIorr7Ml5bDU2g9ntfFukfHHw1rsF5beJbKyXw/o3hD4oCDUn1W9sfhqyCPQPir/bk3mwXuu+HdWk8rVvDt/qFvfeKfBuqiK5AsrGXWYPfw1HNqVHCxli6dGhSxVKviqODcoQ5fbR9rTp8uIjVpYith6ksLOrQmnKpCn7rcaSPncRQy2hUr1KVGWJxtfD1KdDEY6nKqqNOUIzox5F7OnWpQlB1F7dTVOnUk4uLU5PsPCM//BOj41QaZ4N+IvwK1v8AZL8Sa7p3iXwz4c+JHwi1vxr4j0Lw5ea7YaZH4kn8T/B34mXWuQajYWMa/YLrUPCXiDSZr91vW0uLUPsSyL8ffHT9lfxF+z38b5fh/wDFeDT9f+D3xGk0zW/h18S/B1/qviH4feJvhHb2uryWOq+GLjTLa3vYbuxjbS9K1LRmbSNS0+ea01LV4tQj1G11y+2rv4C/EnXPF+t+I/hn4Z/4TL4V/B/S7aK48YeG7+HVdNk8PeHdOivdX1GS5ElrNpk0tpbanPMjoLmS4u7qI6b/AGxcSWUn6mfCrwz448W/sr2fwz+LXgVfjJ8N9S/4Sj4ofs+N4E8V38/ijw98QNP0LWtY1LSPBesmwtSp1Tw/dXrReAtf0/VNCvdQ0C7udQ0qPVbi2urP3v8AWLDcP18JiKOcY3HYGq/qNfL8TVw1TG4OWMjKpTpwrurTVSTp2eIw2Jpxk6dSrWg4qMqS8qeQ1s7w2JpvLMJg8XS9nilisN7aODxaws6aqYj2VWnXlh50Jxc6U6NadCShTpzpqVqkvyh8I+Ivgn8GpdU8Un4Q618QbXRItLsdH1fxDrDeDtJnv9OaS2uJddSS8S3vruSO1ih0awsfFFq2p286PbwMtw9nD7t8e7TX9f8AhH4z0eHw9a+GdOm0G7+P3glLazjsGsr74a3VhaeNf7Jn1O4utUiivIPF3hq9nsNP1Ei41a/8Waqkur3Gu6nc6f8AY/7J37PPwC8SWfhX4l6D47+FniXWdM+I+o+Kda8L+N5A/iXwZoVrJq8Ueka5Yy3fh6NNfj02+sGuNcv9Gm0vStbsmutETUL23TVZuz+NOgah+3R+1f4Y+AvwgXRL74U+Bfh8nhv44/FHQUkufDnh7w94o8ZeDvGfiTQ9K1m2ZLaTxL4g0z4b+H/Dun2lu9zJImsayXdtPsdRurX4Oed4DCcS4mrgsNiaeGoUMXPOcdm1fEz9lhMNKnWwlJwqqNKVSniYQq4f2TUcRiJRVOlKEkn9zisp/tDLMNXxtHKqWYTnglhaWSYKjhqdbFuFSjiK8KdO6w0auHq1aFanTjThSo80m1Uc5R/Kqy/4J/8A7R3iCHVtbl+GXj1/Gvii+vNW+G/i/SfEnh6+jOjavp2mxf2L4wbVrm9tLzSbuzNveW2m3OoWV99pN6tmMNqsde9fA3/gm7+0b4J8W+H/ABj8avgL4y8c6B4Q1Ow8RaN4E8DP8J9O8Ly+KdJtBDpOveJtBs/FFtP4gGniN5bWwlt7ayil3wSvPp0tzpc39Y8WhWtlD5VjqulxwW0EVtb6ZZaTZi3t7a3jaC3sbON1jhESBEWL97E6qBuk2Lg0r3SrnSJIBe69pFpJfbI7bShaR3d/NcBVaR7O1iu3li2xSuGuGjuTamWMyqiMslfCVfE/PMbRr4SlgcupU60JRbX1x14U+VRUcPUjX5sPaEU3yXjCUqko8rldfRUeEcsw9SliJ4nFSqUZRlGLVH2UpKXMnWp+zUK/vafvE+aMaSldwTPws+MPjLxz4hgsvCfxV/ZI+P2seFxrum+INZ+3eBfhveWGrXGm+QY7LTprTw3dw20t2Laytr3WNN1U6nBpcc1jbT21xNDd2eH+0H8SPBH7SnwV8T/Bn4h/AD9ofRdP1OGG68LS6P8ADKylTwL4s0FHOkappuoO1ilwdKmdrO/sEjtI7vRLi70lns0uTeW3782+ka3FFLdatqlnKZZPMstMjVIXa3Z4ti6pe2924RkDKZo7GJoAsJ3z3sUsiHqrO0M6RW9xf2b2vzLb20U7QWdu43LJGbZ5opXMESROrQSMksUh+VVjUnwo8S4Cg8DOnk1SGJy7EKvhauDznFUI0a6nTn7SnSqYatCMv3dOMtPejCMbqKaPTrYHGVlioSx9KpQxlP2OIhicvhVdSk+b3JTjXpNx9+Vr6KTlOzb0/iA8Cfst/wDBR7xR4c1f4LaR4S+Ia/CLxzf6BoHiHxPqnhuzgnfwb4V1Bbnw9p97LKk3jPTfCulsou9M8J2k0elySeZZ26yWjzs39MHwQ/YZ8A/Bj4e+F/A2g/Dm/uLnT/DNv4d1jXZ/GWs6cvi66igifVdbv9L07xla6XHPqt8smox2S2UiabLM8Cg+SXH6bCyM0V1Iz+TsRfJkvdNWUuxncBjLbtGYgobb9nEcjRoQxdY43NZ9/YWItxO97Y3DBpyJonvVgjgCDdDcTxRFbW4TbGsURaF5BMPKjnVJJl6eIePc2z+NOjToUcmw6qVK1ehlkp0njK1SnToqtjKlP2cq04UqappWhDls+RSVzkybIcHlEpTnUnmFVwjSpVcbCNX6tRjKVR0sPGTl7ODnJze8nK7ctW34FofgbVtDNhbf2LcWOn6bBHZWdmt/Hc2VlGsKQW0LSHVJTdRwW0IAZrssHGZpBKE3Wdbi1Keeays7fT7zyljlunRJrVbeF5F8tbq5k1VLbz3BEgtLW2SSQBHcwxvHM3ivxb/aj0n4bzPolle6Pf6/LOlt/Z81zqtu+hxoxzPfgvqMVxf306SWmlJJMlpPJEl1M0dmlxIvzef20PAGmG6j8RaU1hICHMlxfx3FzfXyBnnkdWguIVeS6JjeX7QyNcnzI2kj8uV/Mw3Ded4qmsVRwFarGWsHFc3PezlNRnNVJJuyU4xd3q2k0evUzzARq+yrY2jSlF2ak0oxei5W78kWlpZyi3bS9nb7pTSvIsYRdQzajNE7Fg0OnOIQWKSRQ26XCRIVyVUtIzOFDXEtw25jTudSsdIje4vbRNHmRLl7WCa7023uL9rdJpHjjRprW3WZljO0y3XlKoJyiqzH8iPiR/wUZ16W7v7Xw3pE3h3R0hgjhv7aew8SzzvgO03yyaBLBLuEpZZWhaFdiG3aZSG+EvH/AO1t8bZXtrrUviFf6i0ds4Ph++k12ySC1mEbSi/VrWxtLsTeVHPHcW9zcz7izwXcMhiMf0mXeGfEWO5XiqmGwCnZqlOdSpOzipJP2SdKDv7r5p3i2r2asePi+NMpw3u01VxUo6OcEowtzJP3p1I8ys/dtTlfXofpJ8bv+CjXwg0F7vwp4v8AhL4v1nyTPAttr66DbWF+vmNDJcWN8P7X3204QgTWkUrIAyCQsp2fj5+0J+0B8CvGtjeQ+BfgBL4F1K4l2w6tafETVbt2dmchH0e50WTSEjdnJlaFUcxApGYiqsnI638a/wDhLINQtvGPg/wx4hhFxHeWrw3F3o91aXLz3XmGyvdPv7e6ukaO/PnRSzzBXijublpJvPkl+fPGU+gJJYyaPbzELKtx9gvZLvUmSYvLHb291qFumixQO8ThJvIjuoYbcvJb3U08YST9i4b4OyvIpUZRweYUMXG0p1KWaYmWEqySi7ujSxEIPmbTca1G28U3ql8FnXEeNzOE0sXga2GceWEKmBpLEU02uaMZ1KEveWiUqdVN3u0m3fzia0ttRd1BmMceZJQ6kSSnzAoVysKiRpGxuaMRhIzIV24AXyrxF8NdI1K+m1WE3Ed+5LSSQy74ZXVWi3yxzGZFPzeYTCkTDapXc7Fm9gS481ATBDblvLMsVs0zBmVAocGV5JS7HMsmSE3MxSNIwI0IrcFSGUbgxPlhc+YWZnHP3Nz8gfKMFgWZQOP0Rqq7t3s1bl0tZ2089Vo77elz4KpOnO8WuaC05urv19e67nyTf/DXxDLcPbMIbmEyRpEZUxLESpJIkcqFDQAQZ8txukdt6vha0Y/gL4p1VTJpV9Yac21rmL7S4Xy2BkuJbd2ggG3y1SJon3LG2dro0hDn6s/syPcu/CtvU/L8wwq7tnoR+7xySwVh8pKhq6DS7UsZFEkSMxjQM7BIEO8EszR4+ZmhI2YkRYZFwu4KThJyox5qSS5LNxa5oa2V3F9kvz0MqeEwzmkoXT2s2km7JaPXquvY+RdI+CHjW1imfU7XRb5f9Iaw+z6vcRNFOqPIr3bNp0iRoxaOOYp9naRMkviN4Lhj/DDxZZS2ourCOW3mdWFkNT0rzCI0Xfbqbp4fNhjgSORtypA0YG1Cxmx9zz2a2d5dwl45RbsY7mW0ASGRklUHZcy7gd6nKyGHa6gOpdHBbz3xPbJq92txZ5tre1fZa2bPcSCPCxRpvdkyZNuPOJwA5HlEgq5xpxdaq5yilGortpPli7QslGTfLdvaNr+oVMBh0pL3k+ZKMVOTfR6t+7by/Fnn66V421rRJtBbS9O8KeHri4tZ5tB0OXS00K7spr83ct1Lp8OupdQX11dWyXC6faXNrApRP7LksEedbn6N8A/8E5/GHx2tdP1nwNqHgzTNG8jTrLWYPEGu3t7qFpPPM8j3Gm3Gk6Mt5HpZhLSWllqU9xdrLbSQy6teicXK8xpfwy199Gk1+b7ZFZX1xZ22kKsUzR6oWkmEqQ3L/M4gZRBKZAW3IiiNiyiv6F/2M/BWlaD4HtL60SGKTVoYNSks4wqCzvotJs9O1GxzNFJutG1GDUbqGWYRxqLmUqI3nMy/F8U5rV4XwMMVk+JlTryxE4KGtXDuVqSmq1ObaqTsnGM6nPKLpyjdJ2f1XDeTYXH4j2OLoznTjRjPmnNxq2aai4uLXutpXS095vVn8uPxx/Zp8ZfsvfEbXvCF3Lcax4f1u31rwnp+uxxNHbanqdlbafqX9nyQpMzxT2eqS+HtTSKeSWN4J7Y+Zd+RdovN+DZJovhn451y5uW0/wD4R/xx4D8P208Wjy64zf8ACVaL49neMWM+s2EduJ/+ESiZri1jlCmJbc2mLmWUf07/AB6/Zqsv2hbb9oz4dJ9ltvFkdx4O8eeAtYeXdJofjWw0q5XTJlulB8qx1Jm/sPVP3bgWF9NNCsl1a2pT+bO28Jal4f8AD3xf8L6/oOq2niDwzrHh7XtQ01rpLMQaz4c8UT+E3iuYPIkMM2nf8JjfRbVWaIvsQx7cuPteEc/pcRYKVDHRp1MwwlDDSxNNqF66xODjWp4qMG4rlqOU4T5VaE6cnBRjKJ5HEGVzynExrYWU4YWvXqKjJNp03RxPJOjOe7tFKUdnKEnuXNui/wDQ+6R/4SGr/wDyZRXB/wDCJaj/ANDHoH/hVz//ACtor6H6ngv+gKj0/wCXT68v97+8eT9fxOn+0VOn/Lyv/d/yX9PTmvE37R+vXkkw0SKGxT5lWaZJZNq5YZhhlllkOGAaKS6ncurhZ7IOpZuU8K+G/jN8ddRe20ODW/EFvDNuv9SvLg2PhvRyRuZ7m8mMGlaeRGxkNtbqt06F2htZBuA5fwZ4PsDeQ6l4tt57jT4f3yaLBObWTUJFz5cN7coJJba1dgrTiBRdvEWjja3kkWVPf/FXxauz4VttGN2PD3h3TS0Vl4Y0Ew6boH2ZUQxwQ6dbJHc3t8ZjLLc3N/eXSSbhKVhYySP4GaZ1Vozjhcow9OviJPkdepFzo0Luy5adNJ16l7NQ56UFf3qj+F/u3Afhfk+Loyz7xAzPE5Zk9FqrDJsvdGhmeMpJRlKeLxmJhKjk+Cfw+1nQxmLlzJQwkFONZZ+mfDnSfhr8QJrDxM2k/FO30rS7Zja6BquoWugXniG4jgneyj1bTHj1a7stJV5Irma0/s27u75XtoDbRxNcze4/ELWfD2iaf4Q+I3inVvhx4d8Rw3VzD4W+F/gzS4LfXvDGl24uZhruts2m39pZ3ralFatpNnrGo614tu/MXVriLQdNmsdVufji+8eal4b0DRvFuh+IILbxB4hvNd0+Hw/B/Y+rQWPhaCBbK5uvEFrdwTzwavqWpsraPhYVtrbT5b2L97JDMPBrnUru+uXnurqS5lkYmSaVzJM+4kt95iRuJ3M3Viemck5UMqx+ZTp18wx0/wB3D2NWFKMoKq1GVGvHkuqVH2sn786EeaSTiqqhY6c34/yLh2OJyjgDJsNluXyx08XTx1anRxeOv7WniMIoY3EUpYyvTwfLSWG+t1ajpzgsTGhSxLc39KeIviV4++MnjSCGO58UeIp9SvEtbPSv7Q1bV9U1OWe5LeW5E0txNcXTyGJY4w6ogTq++R/tz4o/sTeK9S0XVPiF4C8M2mgTWFjoC618OLJ57l9OvE8O20urNaalPPJDPq73MUWoXWm2wFhcSao1tosxNqLN/Jv2Vv2lfg/8EIN0XwsnufE728/9o+L7/wAUra6zexmHf9k0m6j8L6vBo1qs8au1ha2cF1fW261uNXnuTa3Vv+1Xw9/a7+GvxS+D3hT4TeEfD1x8G9a16z1DWfiv8VviVcaVfTeJEsVm8WJ4U8F3Ph2S7vZofHOsQW2mNqOsR6LZWryfYp4z9qupoPl+I8dxFlGNy+rlGQ4mll2CqvDNwqU3QxGHrSpyxNfEYSjUlzqnHDRjQapVMRGdafsnSUpnz1HNo8SUsas+4h/tHMcxlRxcsZjp4ivjsNVwyrqjQoY7FJ1KSqvEOdanCcKdb2FBP2jgor2H/gkx+xv8KvC3wI8dftZ/tGXWh+H/AIIXfw+1DwYw8Sx6bqHiS98VXurS6Hqdh4QgvbG3uNI1q18T6PBHbapp8tvq8t7FFoS/2hp+panbQbPiTQviN4Mt9G1z4keAtXg8N3sMGnfDjxxJpXjSPW9J0Sbw7dXkHw4RtV8PeKvBGn6LfT2FjLYWHiHw9qtvcQW5utF1+PVbzX4tR+qf+Chv7OGleMv2WPB/j34afEN/DmoLJ4P8Xt8HvD2sW9p4F+K/ibXdG0fw1DqS+GILv7A/xBstNvWWz8SWv+k3VvbfYtYsbtpdO1bRqX7Onxg+KPi34b/Cj4J+KJ9S8L+P/g3rOiX08l74F1/xB45vLLTrbXtM0TQovCUEl5DqAi8OOlprHiDxBN4dtrWO5t45Ge4xcyfn+ZcSRzfAQz3CUsO1LMcXg80y7Fe0o4jC0aUIR56FWCnLF04ScIVJxpSXLWUJQjLnhG8FlOLeOr4TFTxmIdDB4XEYXGUnOWHhSjOnCMZQaUML7z5eac4SlK6UnzU+b8tPg34C8B/Eb4m6j4a1f4c/EKDwX8UtSn8OX2lQaroOkq//AArzSPD+hroPhu5v7bQXdL99Cs9K8Rpcazol7HLe3NnZw2qj7NcfqbB4T+LPh34Var8H/hL+zD400Tw/JPf+G9C1G68R+Eop9M060uLXTdH1uBNK16bQp7rS/DqW5eO+votXmNtPop1PVI3h1eX7O1L9ie/+JGk6XJqd7pHwS03wXorR/DGw8MafpQn8P6/ba9qHiHTtfvzDPeRwzz3N3L/wkKaZqU0+rJqF/cXWsy6qYbmD6E0n4qeAvA3hHQdG+O2oaP4E+KH2O903UbTU/tOmeGvEEmkRTQ2/iXwV4mvbW20S/XXo1tbqHRItZh17Tr68uodS8N2axWs5+axvElfNp06mU4bDY2ph5QqVMpdfEVJRlS5nh8Th40KtBY2tCMY08TGjKtKlaDUeR1Zx9JZRQwtJLEVK0JzSovGU6dJ8qsnKlU9pTqLD0JcntIOSUVK8aji/ZKf5yfs3/sNeIPB3h7xja+PfA2rXU/i+6+za74Z0zx1pPhDwxNANMh09dO1iLwdNpt5fTvp3lwzm/W60+9eW7T7WN4R/OP2hf2avGPwVh8BWnwUtdb+Etz4r+JWl+HfBvgLTvivrlz4Mfxj4rhl0mXW9NsbY22t+CWntb2fTvEGqeH9Ughn0nVb6ONba8ujNdfrH4x/aa+BPgixv9b1/x74UhSdLlRaWmv2fiHWr9YHmEFnp+laS19fT6oxCw22I2SfzrL96FYyx+H/Djwz46/aD+KukftB/EnQLzwV8O/BOn6ha/ArwJ4ruVg16+vdTsmtb/wAfa7o8schtxfwmcaFZXa2s3lHS9Qs9y6Zaaxq/gYjPeIvrWIx+awlhadSd5YfERxVKjiKihy06VPB18ROnOS5YxlWdNuEUnKSk9fWyzK8uoQpLDqEqWFpyjGpFUpTXNH3YQxNKkm4ylJS5FNrlvLk5YpH586l/wS/8b/FDxQ3ib4oaL8BPDF9f3NhdeL9W8CeIvixq3jjxTNuh+WTxL8Rta8e6FpsjiBEkvJvB2s6nNDLJbC5skjP2j9d/gn+z74M+Dmh2XhX4a+Fbbwno9pDM0+n6X4o1XxBpIuJ1jlu76/l1cu+pavqe7zb3VLiD7feys0lwZXUSr7FqevHw/pMfmXuix3FsuY7cQXph2yEGLeluftE89zLJHGsMEs7ys7+VbzeWFdfDPh7xPql19v8AFk9ppVneQtcXHhvTIprXVLp5wvkSXt+lzAbW2ZR+9sGggn2ny777IWmtq8zH5vnOe0IUcfjFDB4ZONHC0VUhhuZWso0VOdOpJJWi5OXJFqMHGLaNMPh8Llk51qFGKr1m1UrSUZ1aibTk23Fcqbs5KLjGbSck9ywLfxLcSS2mhyWCwCX7Pda3dm4NlECjJLFZw2sfmXV3G4CzWkWyJHAe4uLc+TFNv2XgCJUTVZL+GbUwjm5v7u5lnaWL5mzsuo7S3tbWMr5kVvEkEEYVpAJpHeSTpbbWHaCS30jR7SGbTwFtUu7+3XT/ACUKxOrfZpbgNaxoMRLbyeVKzRR7lIVhrxXc08FxJcyJDexMkgh082+yW4tXikxEFt7nMJ3AFZ5JWDb280EBx5TpVacHClB0+jejck7X5tJXS1a2s9WhVMVVk7+6nZNRcY6appW3vbdrbotLHNr4bFriSfVIPKTaGP2F96Ev6mQvBKeRHgwgYLLCzsGrJutIto7yIxXjrGtxiSUtIS06oJHZPMnULAq+aBIphBAaDziyxs/f3edTuYZbi8jf91KQk06OsboEETfYm2vBK+JGWWbeNq4aWMNGpy5NF0+xjhurrxDA7zR3MD20CWtmtrL58dusyhIJlZi+2A3Sy2kJSOWd5DHBugxhQavJqze0bKz200Vm33stL211IWNa9nGpNuctIqMW+ivZ8vrq9dDxfxVrHi60tb06Hp1hNJLE9us1tDqN7LZSNcxxW0l1A8Ts011FOSkCW7CVlG13WWNx8x/ED4p/Ffwp4WvkXTbrX4oLJYGfTLAx6zHrV7JLbWWnppNolsUkuDL5cthaxoI8rO2qWEeyWv0E0vStJiv7qS91yyhJRLqV5NSUSlVE3W2tnii+aNspE5uJ4y7NLKw8mvnnxFrPg3xN47ubFmjvdA8LC2dJrb7LNBqviq58zbc3gtbaWa4i0LTWSztkmXyZnuy0kjS2SrXr5dWoU58lXLaWJUP301JSTduX3ebSUW20lyzsk7uOgm5Yibp0a1Wk4x+NR097ZXkuV3b1V07J3aVr/hp8U/hb8bdW1O/8WeJ9G1yPUtcv4NS1ObWrZPIW8lSdLG1+2600iWmm2FgI9OtFvWEMsFo814kU8cjx/IGt/Cnxjrd3LdjRZI5bdpopTcS26Ws1xE6yO8H2CNLKS42TQlAqSQpHKjwzKjMK/pQ8Rapf3x1LQ4dZlb94ZtPtbizaCO5tElkNxaXFwlzp9peRCORoYmmS2hRUheb5mSRPmL4h/CfxPcaadFt9A8MTpOZLaLVbTwp4cF1PZ3s32yGOfWX03UbyB7eGa5hmNlHNdGRI3xJJJDOv6vk/G9alGGHq4PA0klCnCanJKnSSilZSinJRhFRjHm2Vk0kfNZjwtCT9osTXk53nKDUXzTS/mTaTvr1W910P51tb+HviozzX1xZajGE++FlkG2MnyQ0zwp+4iKgLHFIixujfaN5i2BvL9d8D6ldwrFNFeXCsCI4Tc+Z5LMHM+6KR4o0aUoqsyOd3lbmLcFf6AZf2Ib640+xu9G07xDNcXNykeoaNJZSfYSrrGbpjq2rNZ25iRvP+yusF1eOpAazkQzTj538R/sWeNpr+W2v/AAL48W0tGZbeTTltzblp2YoQLaS5hngSYRfapLJGgUqzQkfw/d4LjPJa/vSxuHg6XeSpy91qDtGVRN3k1Zxbutnuj5LE8O5jB8sKNaXtJW91upG3LdXcdI6d+V36bX/EUfDbVpkeKIW9kjk/Zlllk3bDn5GjJABJEmMv8x4QOOK5/VvhheR211cCRbjYGkmIPyzeSpMokwvmBXRCobdGwUsQFJAr93Lr9ibxxCLaaz8F6hqyraWszDVLOx0+70+7uCVWC81B7h9Olhw8TiR7mwlTcBOtrMeZtT/ZN1rS/C95c658I7qS7+0sltNpsUmoQSBrWfMF/wD2dq1xEzx3UO4Rx6VBLFC+6SfUPMjtj2T4zytKE6eMw9XmnFONOvh+dax95wqVoysldvVeV+uVHhzMJy5JUKsPd5XKpTq8iaSd+ZQa5rvRW3suh+FUHwE8RXtp9ssvLS2kAR7y5nVbJJpdxFuJ7mVCpm2FoQNysi+YGZVd1yZfhB4rsyWP2JBmRWeaYRQuy/MEjmO6EsU2guZzGSy9WYIP298Jfsw+LtV0ORbn4b6sy6ZdxWF1cteK8thHbWqNZ+VY30uliSO5sfKnnjntbdoXST7O8KKkElHw9+zPqWoas0Os2XivQo1tJrXWbTSfDkmp2VzcqhutMt4pdIM6tNexJL5kUbW5iKgBPOSYjJca4SLrx+s0J+zesVKjUlZt8qSp1ZzlzJRS0hrKPMvfXLo+Ga9oP2FSLndJ3lBcysnfmhvfW/ZPTa/4iWPw18c3zzix0Ga/jRo1MlrseIF1ZSzM0qeWN3EW4IWMiRoWZxu9hk+H92ul2Gmp4D1qXWrO60ezn1HT4GnkBnkvbeVXtbaWeUyvcCOOGZARIsQSaWP7O2f270j9g+a6sZ9RttI1jUbKCC3upZtQMOlyzRm63GKGwsZ7vUZY7NCGO7UmuiBLLF9kChJPR/Cf7Is+lXumx6n4TsLwTf6ReWfiG18S38CwoZ7JbSSa00zX7vTBc28kV6sqy295DL5m1bS1jSeXxsf4j5ZCT5KlOq6Cb9jTmqVRy5YyjzXrapq65ZRjdu62aO/B8HYrlakpU3Uik5TgqqUbpaWg2m73utd7au6/m71LTZrHU7+AW160EUyLL9rsmsVBWRNpljdQEJuCpjA8sbAh2KAqpb03w3aeJNUsNKcx2zX9zb2xn8vcz+fcC3jc3AMW4ksBj7jbAokjhDvX9YPgj9g74Jsbu98QeErieO4jSGBLTxZq17Z28MqyK0duloujkxJAIYlmmtEnZ42cRxApK3nfxN/4JpfBPUNJvZfBOqeIND1tWN7o5uZZNUs0lEh8qwljuLFJYbBWBWO5e+uZFclnIwxk8iPjJw5Kv9Uq4XM8LNqNOGKlShVowlO0FUn7GdSVqTs52pv3XzWTUkuifh/maiqtPEYOvZuc8OvaQk4qSfJFyhFc0o3suZa3V+h+Ofj34O6f4Oj+E/hLQbgTM/iGwnv40B2zXNvb2MV1cLEZ5FiilMMszwkyqGLEOqlQv6o+BdFbTYItP02K4uGWIgxaZb3URkIitSB5VraedIABFtjJlUqi7t6PG9edeFrDwtCh+Bfx90ufwvrukXiHwx41fTILO9tp0nQWWo2+sfZIirI8Yazu45vs8yqsN+vl8H6k8C/F3xR8Btag8F/Fln8ZfDPUrqa3074q+FLC6XVLdZ1jgtX8XeH9PLWjSwKoSe90zzUmjyz2U0zvu+ZzzMMwx9CjgoYd18XQWIxNFSrfus4w9WaqxxWX1lT9lXnGKtPC86xMb+7Cbbt9NgMuoYadbFwqRVCrGjTqKNNqpl9SjBU5YfEwUnOnHmXNGtyulK+so6Ofifgqw8SR/Hv4kw3OgawlxN4W8PKrXGlXcKeUqxqsxuLuCJYYlVwBdTyRxZO7eo3V8d/tQ/sZ+F/E/wAWdc8fXum+J7PSPHmh2sHji6+HUuk659g1CwurC8ivNb0S0sNVnu4tQTTtIub0aUZrq11PTDd3VnJJNJO/7sax+zx4Q+LemaX4o0DUYvMvIPtPh/xbpRgsvEVjFJv8mWy1ewWxl2nKpJptz9rT5xBeWccvyx8T4ui8a/AKKKT4k28vjfwVvS2j8Z6RDLp/iPToypEa+INCgvraHVCpjQPfaRcxuxWR5bZXYCvKy3ijMFmNPE5LTnRzT6lTy/E5c5zw+KrQw9KjTbw1aadGVTmoxkqNSKqxmpQjTrxui8TlWAlhpUcwqwrYZ154qlX9nGpRg6k3Uaqx53KKSm6bnFuLg7uVOWkf5u/+GIv2bP8Aoo/i7/wQ/wD4H0V/QT/w1D+zj/0E9b/8EHiT/wCXFFfTLinxB0/4R+Kun/L6j/c/6lf9fNHkrKeEdP8Aa8l6f8uV/c/6jvP+tb/56WhW1vN4C8aXs1vDLeWraYLa7liSS5t/M1DTEk8id1MsO9JHV/LZdyu6tkMwPjdw7tcMGZiBCCAWJA3ytuwCeN21d2Ou1c9BRRX9D0P4tT/r5L/03SPkq/8ADh/2Dy/9KR9hfBPT7CP9kL9tTxFHY2kfiCxh+BWkWWupbQprFnpOu+PtV/tzS7XU1QXtvp2s/wBm6d/atlFOltqP2Cy+1xTfZYPL+J7IA4JAJxFyRnqRnr696KK6cP8AxsZ/2Ez/APTdE+cr/DR/wP8A9KZ2dgoBY7R0Q9B1yBn64r62/Z9vr0anNaC7uhaNaagWthcSi3bZp91Om6Hf5Z2zxxzLlfllRJBh1BBRU5j/ALjX9I/qRl3+8x/wv80ftf8AAu4uNS+B3j3X9Rnmv9d8Dy+DrPwVrV7I91q3hC0n8S+Hbqa18L6jO0l54ftprmR7iWDSZrSKSd3ldTIxY+1fsjeOfGyaR8S9bTxh4pTWtW8ZeLpNV1dfEGrLqmpyReLr0xyahfi7F3evGbm4KNcyyMhnmKkea+4or+euJP8AcMZ/1+l/7jP2rhX+Hmv/AGKaX/q1wp9neHfiJ8QW1/xTG3jrxi0Yt9DUIfE+tlAs0Ny8yhTfbQJXlkeUAYkaR2bJdieX8OeJfEfjr4h6h4b8ba/rfjHw7PpettPoHirVb7xDoszRrAYzLpWrz3djIUJJQvASpJ24zRRXzGF+KP8A14of+m6BvV3of9fZf+nWfU/g/wCFfww0fUbHV9I+HHgPStV0+zvp7DU9N8H+HrHULKZdMDrNaXtrp0VzbSq4DLJDKjhgGBzzX1H+xlquqa/8NvE9zr2pX+t3Ft4u8QwW1xq95calNbww6dbNFDBLeSTPFFEWYxxxsqIWYqASaKK8TiP/AHeP/Xyl/wCplY9PD/75/wBw5f8ApFE+gtOjjvvix4Rtr6NLy2XwvqF+tvdItxAt9DdadbxXixTB4xdxQTTQR3AXzkhlkjVwjsp9xitLWG782G2t4pZvtcc0kUMcckqGRgUldVDSJgAbWJGAOOBRRXgv+BgP+vMv/S4kYv8AiS/wR/8ASEEsUUd0yRxRojG53KiKqnAtpBlVABxIzSDI4diw+Yk1sxO63JVXZVF7bxgBiAIwr4QAHGwYHy/d9qKKa3fr+iPNxHwL0j+p6BbaPpEVjdyRaVpscjyorvHY2qO6ywRNKGZYgzCRiTICSHJJbJrnfFdnZzaT4haW0tpWh02/WJpIInMSjT0YCMshKAN8wC4G7nrRRXKt6XrH84nND/eI/wCJflAy9RRXjuFdVdft88WGUMPLGls4jwQRsD/OE+7u+bGea+Uvh+A8VuXAczeIPEXm7hu83/ir9Zi/eZzv/dxRR/Nn5I40+6igFFd+G+Cp8vyZ7WH+CP8Ain+SPYdXJMl3nn94sXPP7p3s1eL/AK5srurJ91lZgQQxzpWNtbsGZreAtIt0sjGKMs6xzERq5K5YIGYIDkKGO3GTRRWPf/FH/wBtLj9r1/8AbGYzQw+ffJ5UexIJiieWu1NsS7dq4wu3+HAGO1eX+MHe3ttVNuzQFLWxZDCTEUOZeVKbdp46jBoormpfHT/x/wCRtR/ix9F+SOV8LzTXE5jnlknj2H93M7SJxLx8jll47ccdq7XUool8JX7rFGrvrV7bMyooZrfN2v2dmAyYcKo8okphVG3AGCiuirvD1h+cDr/5eP8AxR/9JieEeDWYeKfFyBmCPo+mF0BIVimuanAhZRwSkLtCuQdsTNGMISD9VJo+kNYQBtK00iaK5WYGxtSJVmZnmWUGL94srktKHyJGJZskk0UVnjP4/wAsH/6TEufwQ/x1f/bCPRra3PiPWbc28JtxY6eogMSGEBkQMBFt2AHAyAuDgZ6Ve1G1tmuyzW8DMjMEZoYyUBjhBCkrlcjg4xxRRXjVt5/9uf8ApECKX8Nf4v8A25E0EEESkRQxRhriz3CONEDb7MbshVGd38Weves+WCB43LwxOfJUZaNGP/HxMOpU9uPpxRRXLid3/h/9sidEPtf4ofofm1+2jpmmv4Q0/UH0+xe/g8Q/Zob5rSBryG2az8xreK5MZmjgZyXMSOIy5LFckml/Zsii1v4P6gNZij1cQx3cEI1NFvxFAJ3Ahj+1CXZEBwI1wgHAGKKK/V4/8kbkP/YbH/0k+ewf/JS5n/2AL/0uB9B/sYXFwvi7xPpCzTLpQ0uK4GmCRxp4uALdRP8AYgfs3nBWYCXyt+GI3YJr5o/ad1nWNS+I+q2Oo6rqWoWVq04trS9vrq6tbcK7qogt55ZIogFJUCNFABIHBoor3Mr/AOS8xX/XiP8A6jUj5XHf8iL5/wDuU+Q/sdn/AM+lt/34i/8AiKKKK/Zz4RdPl/7jP//Z" width="289" height="194" alt="las ramblas 2" style="margin:0pt 9pt; -aw-left-pos:6pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:2.7pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold">PLAZA PUNTO CHAPULTEPEC (</span><span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold; color:#7f7f7f">COMERCIAL)</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">Ubicación: Guadalajara, Jalisco</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">ABR: 5,380 m</span><span style="font-family:'Calibri Light'; font-size:6pt; vertical-align:super">2</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">Terminación de obra: 2012</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">Parte de un importante desarrollo de usos mixtos en una zona corporativa de gran plusvalía de Guadalajara. Entre sus principales inquilinos se encuentran: </span><span style="font-family:'Calibri Light'; font-size:9pt">CoLabora</span><span style="font-family:'Calibri Light'; font-size:9pt"> y Smart </span><span style="font-family:'Calibri Light'; font-size:9pt">Fit</span><span style="font-family:'Calibri Light'; font-size:9pt">.</span>
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<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold">PLAZA CATAVIÑA</span><img 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" width="290" height="167" alt="Plaza Cataviña" style="margin:0pt 9pt; -aw-left-pos:5pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:8.4pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold"> (</span><span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold; color:#7f7f7f">COMERCIAL)</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">Ubicación: Mexicali, Baja California</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">ABR: 8,100 m</span><span style="font-family:'Calibri Light'; font-size:6pt; vertical-align:super">2</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">Terminación de obra: 2012</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">Ubicada en una de las principales intersecciones comerciales de la ciudad. Entre sus principales inquilinos se encuentran: DAX, Burger King y Farmacia Benavides. </span>
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<img 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" width="291" height="188" alt="Plaza Casa Grande" style="margin:0pt 9pt; -aw-left-pos:4.5pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:15.05pt; -aw-wrap-type:square; float:left" />
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<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold">PLAZA CASA GRANDE (</span><span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold; color:#7f7f7f">COMERCIAL)</span>
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<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold"> </span>
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<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold">ACTIVO VENDIDO EN 2026</span>
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<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
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<p style="margin:0pt">
<span style="font-family:'Calibri Light'; font-size:9pt">Ubicación: Saltillo, Coahuila</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">ABR: 4,435 m</span><span style="font-family:'Calibri Light'; font-size:6pt; vertical-align:super">2</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">Terminación de obra: 2004</span>
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<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Calibri Light'; font-size:9pt">Ubicada en el corredor comercial más destacado de la ciudad de Saltillo. Entre sus principales inquilinos se encuentran: AT&T y Broxton.</span>
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<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold"> </span>
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<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold"> </span>
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<img 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" width="283" height="183" alt="punto mochis 1" style="margin:0pt 9pt; -aw-left-pos:4.5pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:-601.75pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold">PLAZA PUNTO MOCHIS</span><span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold"> (</span><span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold; color:#7f7f7f">COMERCIAL</span><span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold; color:#7f7f7f">)</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">Ubicación: Los Mochis, Sinaloa</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">ABR: 22,753 m</span><span style="font-family:'Calibri Light'; font-size:6pt; vertical-align:super">2</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">Terminación de obra: 2009</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">Plaza ubicada en el epicentro de la actividad comercial de Los Mochis. Entre sus principales inquilinos se encuentran: Walmart, Starbucks, Carls Jr</span><span style="font-family:'Calibri Light'; font-size:9pt">.</span><span style="font-family:'Calibri Light'; font-size:9pt">, Cinépolis y Parisina. </span>
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" width="284" height="183" alt="CORALES 1" style="margin:0pt 9pt; -aw-left-pos:5pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:8.9pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold">PLAZA LOS CORALES</span>
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<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold; color:#7f7f7f">COMERCIAL</span>
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<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
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<span style="font-family:'Calibri Light'; font-size:9pt">Ubicación: Veracruz, Veracruz</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">ABR: 6,028 m</span><span style="font-family:'Calibri Light'; font-size:6pt; vertical-align:super">2</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">Terminación de obra: 2010</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">Ubicada en una avenida de alto flujo y a tan solo 3km de la zona portuaria de Veracruz. Entre sus principales inquilinos se encuentran: Parisina, </span><span style="font-family:'Calibri Light'; font-size:9pt">Carl´s</span><span style="font-family:'Calibri Light'; font-size:9pt"> </span><span style="font-family:'Calibri Light'; font-size:9pt">Jr</span><span style="font-family:'Calibri Light'; font-size:9pt">, Office Depot e Interceramic. </span>
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" width="289" height="186" alt="GUAYMAS 2" style="margin:0pt 9pt; -aw-left-pos:5pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0.5pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold">PORTAFOLIO STAND ALONE DE BURGER KING</span>
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<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold; color:#7f7f7f">COMERCIAL</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">Ubicación: Sonora, Sinaloa y Baja California</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">ABR: 2,055 m</span><span style="font-family:'Calibri Light'; font-size:6pt; vertical-align:super">2</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">Portafolio de 4 propiedades stand alone. Ubicadas en las principales zonas comerciales de Tijuana, San Luis Río Colorado, Guaymas y Guasave.</span>
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<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold">PLAZA CHIMALHUACÁN</span>
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<img 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iR0a20vVpxOFjdvIhkZYJXuN6hHBt1iXzoP3vlzwudK5/ab0j7PCXtrCzluiBDaX99NptxLI10LOOLa1pdxwLJdfu457qWC0CMsz3KwlpU39lksIWkm7v4nUlzdNHyyXX7/y53Vz+dRyhNLlVuVQ93W2tmtX53f4n6nW3xvsJ+J9LnjIJBEd1BJkdBgvHB1wRtz8o/vdtL/hcGmxMGTTNR9mk8iPjH8P7xwTnjrxweeFP4+3X7U2j6Vc6cL3TbSykvb2W0EP9uRG6Uea8FncxpNpsIkgvZV2gxLOsJbE0okRoitp+2hol5b288d3Baw3E6RW1xNbSTRFPOjhWWb7FpL3cUM7OXgupraCOaJJmDOsDkc1RZMrOOy3XtZa/Da3vPV7PzNqEc7krVZ3npZqjTTTVt+WCT66+h+xkXxmsdyibTdQj6b3jaGULnv1Qtj6Kx/u9BW03xO8OSQec+phQCW2y29yH9eEEOXb0CFjzx0xX5Ial+0dq9lZWmoQrZX1jdi1nFzaXdtqEVnFcpczomqx2N7DcaZILe2d2t79bS6DRTWRjOoqtq2Dp/7TfiPXJli8K6cnjKUeSZo9B8L+JtRa384XLRmfbqmxGea0a08hoXlEkiSGNrZ1mrmn/ZLs4ucUrX5al1JadZJ2+9P70ztpyzZJp2qNWaTgrq6jtytLr16aXtY/Yqw8d6Lqxb7HqCSOpw0MgaCU5GQVimWNmTtuQEZyDgjBvya2mQRIBk8/Nj5sev8Aic+1fjff/Hvxml++mT2Gh6bfQ3IjvLa4OqpeWqqb1G+zWdvrFwJ5Q8Mci2kjJOIZB9tTT2yFq33x88VQNfNPf21raaZaNdNd213rQaZLKJJryMQzXFvE8/lszWkVi97LqKRzvaHFn5b8dSWXt/u8RZdpNO1rdUlfr+nQ76SzLkvKhG6s27NRl2SV9HbfX06W/ZQa6o6yAEdP3nvxwR6Y/wDrVIfEBABEgIHTMgwAT6cc/h9RxX4d3X7W+pyJNa6Vda/dX6zWQWea7u5IobVrG5uL+WbSZfDkeoJLbzJbLawSy/2lfZlVdMjSE3EvWD4x/Eu5066u4/E9yv2S3W5vGFojLY28m021zco6IjwbnAMbxQSTQrJiaMRvPWMpYaOvt42b0ffb/P8Ap6GkPr89sPH5trZpPZSW9+v/AAP2b/4SMgD9+Rn/AGhx7cHoCOM5/nWfNr65z5uSAeS6jHPGASD0+n8gPxsk+MvjC4jUnxJNOrEA+XDpMcRLlzCd5imkkcggXDJHEEaMiOOOUiM4sXxR8W3yySN4nlZ0Xc0Lf2MJRMLhrZ4xayaRLOYzJEU88SNE6zRTb7JWzUqtgk9arWq2St08n/wEN0MzlGyhTd/7602v1Tv2Xd3te5+0SeI44izNNEOuQzxjjPH8XH4Z6U2XxTbqCrXUKjPG6ePB69Mtg9+wz1r8Sp/ijrkNxZ22o6/PZTXt3cLZC3jgjvblY3MW3bZxK0MbXEtkAdUgjtxJcRW8N3CZ47Z+W8QfGLXNAgsrjW/HOl6bb3M2oWsLz3FwJLo+RM2lrHNLc20YlSRUa+dYrtHBuFtiiQG8e3iMA2oqbba6X7rut+v39zN4PNYpuMYKKSv7+2qte6ffRa3W3W/7rDxbZKRu1C1U8AYuYFPfBA3/AIDrn0qGXxppSA79VsguM/Ne2/OCcn7/ACPUDAPavxI1Lx19qtl1az8X61daesMQsNz295Hcy3F3BGLlZLa6tUdblpxDbWtvdMYw8TG4nlDlall4si1K3mvNR8UQaUsdxHBPaXOqSQz2vmIMQXF00epmKWNZWuZCljc2plijsv7SRH8+7y+t4C796ejtK/Tbbb8d+hawWb20VNKXwu8mna127Reqt0XrqftVcePvD65Mmt6evGWH2mMjHYHBPfnI4zkeucWf4peFoMg65Z9CSBJnI/EgY/8AHT2Nfj9L4t8P2tjNL/wlOkN5E5jlk1W010Stdh41gigR9HRpwZZQvl2yw290NoEV6l1GkXD6n8Q7WTWtVsI4We30+3tJDrw0Ce10e8guY0339hOILG3mihYyB0ktoIX8iS4OoRpclhax2XxSbjPlXW29rdLta+S9NyVluayvyTop7zdpvl2tzNRS36vTTbU/Zu4+M/hFTtTVFmdXdCsU9ufnjGXXcbjaccHCknBrKl+OOiBcxSW5fJ2pLfgNjnBKpbsvzYOArnp1LYB/HvT/ABfp/iIXGpaTqa3+kWJN1eiKyQRNp8bRpLcGT7HcXWnSuboQ+W7gC5t4/JiCtKjYXin4gWXh3TF1N9Rtb0Rx+cmnGHT9PuNR89Y5FNqt+rX08EPzJayWhdLwsZvJlg8kN0QzHKrK1KU5Lo3btts9+qZhPJ85au8XTgnpzKD0ejTevN5322sfsG/7QelQT5uJ9M8lcF44551nB4AZXO9eBxjyQcnr0xqJ+0J4L8kSyT3YQDzGkWCSSIAAfNvCrlTkENt2kH71fievxTvl8M+JfFOneDpda03Ro7C5k1ZLmwfw/aWt1P5Pnz34v9Pe1vU82SB7ZpdUk+3wJbHTBKITLBa/EOxurHT7Dw/cxfbvEN3e3VtqmqXXhy5ayhMV3dRiW3tnimuLdDdW0Q0yyd72wtrJbvUTBHHcpW88yypxj/scYu6V1Nq6t9q3Mr+qt80cdPJs6+zmKkm7+/R5npa1vf0uvlpfdWP27X9orwByX1G5Tb94G3dG5xg4kKEjDDpkYYH+JacP2kPh7tdv7Suf3fDYgYnJ6AYIJYg9uwboQcfkfqGg/HV9P0O+8K/CXx/4xfWtTaP+0NB8Fa9faZeaRHArXGuaaNJ0HULm60+zcwoLq3W4g3tJG32iW4hjbU1Oy8R6Ja2OqeK/DXi3QtJ1e3lk0a91bSL3w/batcAJPJYxzajpGbfUocNDJb5kzElzKyQuYTFyyzPLbNKglrdfvE0vhW3L23d3qzqjkmbaOWLp9N6M01ZLqptNq/4bn6qn9pr4cRE+dfaiu0MSRYzuMLjoylvm5xjOQeDjGKqn9rD4YRyeX9t1Xey744/7Mmy6ZQFlU7mIXegZiAFLAEgkA/j/ABeOdB1ZrcaVfRC1S9kspZY9SsriBltLKKeZLd/7LZ5Lj7TLbwtBbW8TLBdI63sE6JE7ItYtr3VpoDqM76npqyXC6ZG1ra/2hDfQQrbyLaSWr3UsIZYm+yyxsnmSyGKRDHETl/aOA39jq0tpSe1r6K9u7t6G6yXOWoqGMg7tJRjTnKV9L6Kbb9benU/Xa+/a2+GlooZ7m9CsWw1xFHaI2wB2IaaQAgKcnBAABLEcViXX7YXw4gLGW6MKEM6Ga5sIRIAqSgR+ZeguSjow4UAOoYjIz+Uura3b6TFqFxcXka22npEbZns3RVnnsr53F5HbPuSKGNYWW6kleK9uRAEjljjmllxF8ZqIIS88FtPexWt01xJaXNnpjadNBNcx3FhNeWccNnNOzRMsF5duYkRIivmyxMbjmOCsn7CLvs7rftr57/NXvYwqZJmfP72Opxta8eRp+m/Vf11X64zftYeEcr5GnanOJLaO9idBaNHJbTCAwzr/AKWGEUv2mDy5ivlv5qlGZSDXLXP7ZXheOeWFoo7doZHiaO4u7MurRsY2U/8AEwhwVdHVl2nDAjPc/mPY+KEvIV1SxuILlrMXFvf3nnumnIVuHgfaIVnslkgKGZhD9pvFjjECr5Tm6uMK98U6DqWo3Y1J9S0KK18uC2uytxfHWZV8xby5WLT7KVLe3jdIzbSOSbmKcFZJREXqo5ng/wDnxC2ny2td2t07W7ESyXH8sV9der1917addbr539D5K1Lx74f0m4updWlvdUubOGHTJ7PRr6eOPTJplS4muNHvdUs7t7u5jWS6tL26laCOG7WSSykvorqC8NTXfEd/JBe+KfDPgjx1L4d0KwsXv/EN9D/aGj6ddXV5DDFca7qNrocOnxW1yZ4bRVmu4GXUWREu5AG+1dz8I9GtdGttC1zwnY6fZ+KtQ0eTUbOTWdct7G5WKSOCOV5LG8u45XsriWdYfPiS3094hEu2aOUzj1H4qfG/41/FHSdd8GeN7i1sbfQtNl0fSvDfgzTdE8PaSxtGt7me5m0XwxDoGlXdmhuNKt7PVr2K+t5Etrx9JkubWznr5v8AtKS+OpL3rxgudrme2197bdbv7/sf7JdSKcIQn7OKnLlS9yNovmbtrZvVvTz118Pl+PHgBtF0S9TQtQ/4SRd6XUdjcvYw2xeST5rYyXeq6bdS6iInhlafw7PBbh0uI7G2ke3jKaJ+0NqfhzQbweHvFniLRI9d1HTtQ1fSRbaTrskMGnnV7S5totUm0vRZ7Gae2ubedhpu6G7mW1edWuLGxhsPN73Sra10LStI1fUdPPxFv7zS7bQfDSaA0UlzczajBp1ppd8x0qGyvtT8+6mgvE1O+t40keCYXtxDd27n2uXT/AEfhm/svEWkabourXzpNrFpnR9M1CGW0tPt0VvDDoGhwfaoY57a4e8u7WC5jWOWH7HGk8m6TGpmaowXNKonOSdrynLda9Wr9LX2NsHldTHVPZQdJOCV5SlToxi9LXnNwVnfV3+G76HOWHxW8KeI728jk0/Wrt2s7iSN103S7dNRu73U7izjiurWOKewvJ54NTQtc6vNbizW1uVs7uPUGiv5O/8ACMOgeNrS1trabQ3e3vJodd0zw/pK6dqnh0G+cQ3KPDJpmn3aEwxJ5Vq1zM9pPcwiO9jsvs9n5zZ6npE99d6/q+uz+InGnx6ZoWmLZ60um3Vjp+mpEbK01+Szgt7Bmliubaa4vLW8YyyRTymzdTcXen4gTw5b2vibULHTbTTftFmbvw3c6VCdR1RdTdLqQxavPeSX9tqButtuWvvD0bSRNcuHne2Evk8yzdTk4p1YpWaclJK75e7Xbd6fidtbhytRpRrNUKz5qkasaNWlVcfZuMb3pylo7JwbaclrHmR3ur+CAjQ6xLrMelajFC8edU02Pw9otje3ELXyJqWnzJd6ZqlzPZsr294l3p1kxEU4gnt7dZZMHxJD4UtNBn8Q+I/FOoXd1a21lZtbC3t7m1CalNIGn0q2Ny0JtfNmuGtAxtvsC2YVhcFBFDw/h+/8L674TuLHx74X1fWNfgbUptLg1TxZe21jqlxFBGdPgCW+qQtBIRPJBFK3lwwQWTi4Yyr5d3N4i13w14L+F1rpur/C/RZNQtdQW+sdMj1LxLrUEn7y9gsNXuLq4ea2mksHv7hktdStx9vidrYXUiWaCK4Y2VSVva2t1lNNO1ttVuu+/XqcNTC0cPTcpRVNXilJxkldtbuSSvdN2WvTsju/Dfjz/hGNTuPM0tryZjcRXWvaRY2uh2LadaahY2UkEl9Z2ck9mXjkkv8AVoYonils0Dy27+Vcs/ReKv2hdL8NTWtqfDujTtrmmT2ljb2t/eak1u8xdEutTsLnSrPQtcnjNzDc6WbrTbiZT5rSyy293GZvCvDvxvi8S6dY+H0tZ/CsH2HNxBYaXCdGkRZrhr2xNlNcfZ7eG5LSS26T2kqJNcSk2rfuZUrNqrQXV/AdSg/s6+1/UL+1ay0aeLWfD+n36zZOjz6tJqUkd1FM9p5SjWfIsgC8e6aRgM/r1NTca1Xk5Xs5u1vs2s9uu+xzTxODw3JKGOoQm0pP3oxklovhavfS1lbyPabnxto8ukeFZdE1XwNotvpt1b6drmoxf2/aXM2k2t0tpdzyafp8FrqUgur2K3ljh1BifO8l7XUDbmaSLmtL+LfhyHxrc+G/CHhrTHeSO7dLtfEWmaSl3FFZxwzxWt5rMrWEK3lnbvB9me4afUZGgR7GDUInQcZrF3pGuWn9l38uqyR3s2nu7wSWem3Fy1k8caXt5Dc2M+nSX91bJI91LEs0bXcsbMZ0jU1293H4T8O6RpWh33gOC3SztHFrrdu3hifVbk3LTOst/qum6XcvNJ5wuJI4TP8A6MHWOCyhtBChUcxw1mlXU4xS5pJuVtt/z9PM554uhU5qntYT5UnOUVzW0Vrqztsnod3pfibxbp1prWuajoWpaPPcxyWtwlpqkbWts0U96pCSvOY9QuBvt4rmaLOnyXKCaFoZCobo9U+LkFtp3iaTXbabQ9Q0nSLkzXGtX+l2SwapfQreDTreCG01W+v5WmbToknht4y326RLmDTolgll+ZdB0a+ul1TSfBd/qd9aykz30Orakuo3Rj8qK3K3d9Omg22xJYZTFDN5ltCm8eQ1x51zKl/Zp5+oaf4kEeryTxBLyC/nNzpxuHmeRp8addt51w8jl5LqORhLsD+YzRoy8s8zwsPfdStOF171OjVaWy+LkS9Em2ZTzmhToRkqE5U5WTq8l43TSfLfXXukxul/tNjSvE+ra9J4e0B4df8AsBuZTLqF1eWsluRHc3e0XOn2t2y6fLd2UdrPbxRZuluUVrwy3zdD4s/a6gvtUs/7ChHgHQLhoYrnTtKh1PVpL3SzcxXMn9pjXPEF/b3GoQriCyjWCG3jhtkCXK3ey+TxXW/hnoF0ZG068itCdpS2gil+ylSIt8YkubeeZOIuMB8Fmk3N5hVcef4PaXeMl1d6zdRyEI/kp5TrGwDbo4d9kAY0zkblXeVA8tM4benm2XSgnKrU5ei9jO71XKmuW/k7J/mYwzPCzTnCpPp7lmrbfZ2Tv0b6a33Pr/wh8cvGF7rV34ftPBfiPxXpFzqc2nabqukaN4k1Y6FYWctxarJcQS6c7ma6eOPUZraKSGCK+knl8+edmNr6h400T4g+Hb7TINL0zVtbn1DTWla7n0y8FkJYftC2Xhm8023is5YtQ1W6lWSfVdNmluHaCGGSC8MtsLbw7SPirrXh/Q9N0azu9JlttMs7XT7YTaJd58iyhht40cW17bwnMUXSK3hVSWESwJsWOJ/jbrUDxR3eq6OS7lbQh7vTLhZEIeMwz2NxY3cMoC5UpKWUvHsbe4dcv7WwsmnF1NHZNwkt7LaSS6r73e1jelmeE96PNOyXNZQcrvTTRNpM7LwH8QrXxxZ6olho3iHTNT0q3tj4qv8ASfC9hf6XpEepSzrpJ1bxNrehahcaXFfCykudKgu7xZ9RML2umW8sWmF5Oa13w14++LMFv4U8K+Gr7xai6zp959q8J3+ta7Pay2JkgjW40T+wdMSCC8hupI4dPtJJIYr9Z2lm+0CKV/RvhL4i8cauNX/4VR4H+FMuoR6ht8S6mPA3w/vdZglvY7m4L6nquu2c+owu8kn22OV7hrqeaJyiTyRyA+c61r/xJ+FniGG1v9elk/4SprzSrq3j1HxFe2thcXLX0sltFbaDrdxYae+nXWkabGPtsmi21pBqU+LKeztL6SDeOIoxaqxVWKkr804TUZPS9uZJPpa29tLu56NDH/WqToKFWcYSUpRjFQ66czcJSerVnot7W6/Q+ueDfiX8KlvJfip4V8Q/D7TNbTTrbRk1XwM/gyC90m3KtaQTaVq0d613Dpqm9trLZA72sVxdv5luJ5ZD5tpHjzw74R0/VdU8V2ml6gZjDf2GpWGh2Ol38muahfTy3Q0+6g8N6hZa9b2MUlnYlbq2sbu+t4pL4tHIZ44+KuvB2u6fa6tqlxq3hjwzc6jcT66o0rVtSmi1BpbmKC31thbfapFWJpbGNXgnuptIhkkigiaW2SN+P0TwXpWn6pC3i/WrrxB4h1W7fS49P0eW6ubB76WRxCLaDXrTQPE8TpZlYLv+0dAZ47kMIQYUZzMcZTq+9T5pX3dl0suj/pdzpcsRQdOnKk6UVb2bnK1ubre/y1V9l5HdfEfT9L1NobzUo/iLe6PqTxXNlotnJpMel3M7THyWtrdPCixW0JjlmEcnk2s1010wigW0WWM8/oo8La3Jqfh/SI/ijo15Ok0t9b6tqEeqTWxmeC3vpdOsbbQtDU3tnJ5jTNJdWEt59pYp/Zcmn+fd+w2Xj3WfD19DY3uha/Pp1hBDYXYt9Q0+41ubw/d2kN3b2Hhaw1PR9R8OWt5cmLS2iu7jTr2ys2+V7a6iee1n7rxl+0B8Br610eWP9nP4pNaWhkt9aWPxg2l3eq6Yl/pMVvYXlvpsa2kNld20+rwNNpEOkyrff2av2k2xuLe41UcVUekoRpLW8tH0fX5JPd7bMdSWEp6upL6xKSs40ueC1X/Lx1VBO194P9TjdFOq+FNAlk1vUpNVSNpS8Om3Gn6VeLdajdPDYtBY6ZFO4e2RnWGRbZnZ0u5Gi8qN2bm31LTPE866VqPhX7U4dGsIdc0vXDZm81O6jBvYFuYyswtmaS0tY5Zg9stxcTSrdK0s6/QXhL9of4H2dzZWs/wD+JngbSLnWIYNLubn4ktPDbWt5qN3HDFBYanpusziNbeay024XSVkgggV7jfaWazSH87fin8dfGOkw6b4c8EeNvEMaJqGra4b1tT1iO/MGuNf38MGqX+o6dpNzObSLVntplWJILe7sEie0t7m0i3YThLmUFipQlNqMfZ2fK3azblzW0Vvd17NLU7oY/BQpNPCe3dNxu5VUk4r7MYKCcpNrm551JJfC4Pc+sJLrQ9HtLjw7eQ+GtRsbaC2F94W0zSb3UZ7aGLzVjkaxaLT41R7kqsdxbayLmW5VJCWkjaavUPDHx9X4daW1z4U8TeAfhzdaVoLnwu3iT4PeAY9f1DVZ7xQXt9UlSXxBO32GJ7J7+6vdU8m2ur5WKQXdjbab+bnhH9oLUbZbUeMZ7nXZ7Ritvqt3/ZmpXGGFpJcXco1OyvrXVpojBstP7Qs5JI99xHLNO5h8rlviT8StQ+MOoalr3mOH01TbaH4b0jTora2stIt5nX95Lau8UFze3V1b3R3xzYjtZbFrqTzrWeDSkqsbxqYl1FFWTas+nvSlfdO219Oo8Rj8olQpTw2AqU8VKXPWvOm6VOCetOCVOLbb1UuWnZaWejP1Zu/+CgP7Q1344sbkfGWJ9JF3azLo0eh+FJ1vtIS6WKSG3ZPAb20t/PbWtxO09xfiDMrvZ6naQeXHW9P+238f/HFrcWXin4k/C3SEkv7O6jurnRfDmtxQaPF5w1LQX0zVPD81teWeozfZpWh/s3UtYY6eEs/sg3vJ+Qvg248US6o+2A3Oo3Xhu503QXbUks/7Ov4Gs4LNXv11DTGglsY4r50i3XEMiIGWxu4ZnC/SXjHTvhxqt/BcaV4mvtTbRLe1uNJ8MaXFdaWbnVFme6EnibVdWhuba7jvLSzgiW5tL7Q4Z1hFzD/AGcI3llyVXllyzkptvSScdFpaT3Xo7fd0iGKwtZt08HypNJc1WT1SjdWjGzV79Y6dtTtPjH+1Pqtzr40vRPCfgG/bSI7u103WPD3hC20G91SzuBukd9P0Ky0aye4mtNkDGDSllWGzZXZFEiz8vrvxH8S29pody8dlpOs+JttlqL6NpkVnd6fNLPFFNFK8lluW+t7Sa3t5hFt8qbT2NvIqeU6YHg3wx8Mbnxdd+KvGOl+JZNOuRHqa29vrk0s1nfSvLPel5NLi1O/a3tI7qC0jtYNO1K4u4CZ43Jt5zenxN8D+EryTSdT8L3fjX+xhcLDpNlHqyeI7+2Qyy6vd31xIfDNnPbSzmWWxjt5oUYXiWbeXExm083OvCKgoSTbfvO61+FrbRLW2npsZ0qsqcqs/Y0ajekIVIRqQiuaLvHmUrSsnFSdnrd33PYZNYuGs2j+36bdme0iTVby/wBFmN3crDCsUn2mZHWWa2RVy4upDFOrMLiJoxhsDVbrxtJc2c8niAXenW1olomlXmlRnTzpaxRxRWMYuo5LuCzWzVLZFju4/Kh5szBKzyv1cXhDwx4a8OrZ6Ha6Dd3VxftdsviBZvFRnEkub2MpJavaWpSOVNQcy395bxTTylLK6uJLaSDJm+IWpeG9J0GQ22qW+h6pfwCV7e6vrOPSNWjim0zT9T/sxLbTpI2kt7SACWHyS1xeW0KOqL9qZqvUdpScFFX81ols9vx317mlapg69Rc2GpUJckeaFKpyppt68q0TbTjo38Ls++N/b/iS6ayh8Ny2OmLpkEdlp0Gm2aXiiaP97p01xFdi5lu7uyliEllNC9qolT7S8PnmSevNT4x+IfieOKe68OaXcSacJtKl/td/CHh+eO7srq4juVaDxZdW13Pct+6e6NpClpbForPmeCU1b0/xR8TPF3jO9e50qXVPDGltZ2jjULmynEfn21tbLLe3Nzd2eta1ZJYXsbSfZb2ZZbaYGC8u5be2c+ps9rcB59T8IeDr0pfapY2sV3o3jGJY7Ww1G5jt7qKew0C7iuWvYHi84xwwWyPbj7PJcM8wg0pYhXc3UVpLRWUdU9XfVP0t97uY1YUZRjGFLls7uTqOTkmocqUXflcLS1TfNzWtHluXfhD8F734leEJPi7Dpdp4V06HVLnSYPFGk33h6Cy069SYmcC/0cb9M1czTI6pqSwX1yj21yq3Fvc5fvPFPwFsPCWj6n4lu/G+nlNBs7u71G7vtZsfEOsulhpYubiWdoLKae61C20yzuJNPgAsPtUVvs1qa40y1hFr+PWgS+OJPJ03w7LfQ6br01hZKsOo2kFte39/c6bZpA8TXqrFLFqN3aQLcMImi8ozBoreGZovs/4b/CX4xCxt9Q1/xB4E02x0xInfTfGXi3T76CyLMgt4Lm0gu9TmgnEUJhg0kmxlZrpop4UjvDNXJVjKm4Ny55czffsk7PRP8fUvD1/ac0Ye45KUJuN23FqNotLdRa2d9vRr1vwd4X8Iah4B8N/EQ/Fa8ktrh21GXQdWufDfhCYTaRcvaarBqNo/9sXm06vY29u9zpdpawy2d62rG6aXCT/HGr/Ez4jt4uTWl8OT6XoouriGDTp9JZbbUIY3TzFNwljC11OsbJJ9tWdBF5iCPyoZfLl/Ru10dPDVrFe6t8R/CejQaiEawvfCnhzX9S07U5LdMTzWR05tDt7iDTribY32e4W4haJra48q4bzLbzzQPD3we8C6o3iXxR4z8WfFnWdchLmd08OWu+AP8gGi311qWp+G737UqxW8klxZXFxAZlt1a3BLc3tKMoylWdOVZKyU5PRPqktn2bWqb26+1TyXO+SlTwGEx/sa1SNSNSNGVOjVrQ6OrNKL5U78rnyJfEla8eT8Nx+INS0PSNYjsLC0k1SIX8RkvoWNpp19Ym60544Lk6ud8iSWcd3ZNNF5RuLjzN81u1qeY8S6j4z0m8H2i31K6063D2z6npSalqNn50xieONGjs9NdLcRG4jCqWi86WRnjxATL9YLeaDYRRv4c+CeoeJo9Vt5tt54i1DxIfsV1+6kVorbxbp19ajCzL/psTyaRKyKtnqMhjuK7fQtZ8Wadqtm+g/C7wPaaDbXZ+0WNzaafol8toyWjS6dt0vUNch8xri2S4F/HLMFjnab7PJKJNNGEMPhHLWvVe0mlz8q20W0fnbz6nu1qWfYejCVTDZRhpWUeWtXy6NeUo25vaUlX9pGdleUZxjdXsj82lg+Jc2u7b1/DkOhTfbBavPqMM88FrbgGJR9nkvzb6g4eCRbK82oUMvyt5E4Tb1p9TS3tk0iXTrmaOOeOSe88lrmaU/N5jDT55Io7e2wfKRLVbm5+0F7lo3iVJv2ki8a+Abo2Gm6Z+zp4U1fVtQcRvH4p8dX/iXRDPBbB2tU0bUfCVjFNE0GnrDBN9tsBCywie0uog4PlfinwHrPii4vLPRPgB4A8Gx3AFu6eBtJXQ1WACUJPcXMXiixsZbtQ0ksmpx2w1GWSNZHnDxPt5MfVweHrewo4fF46s4U26eHoSqR99ppSrTlSoRm1F2jKom76vofH4qGaZjhp4TMHTlQdR1YyrVYSdOadk6bhKcoxs5RXIrcstkj8f7K31e1tYmvNcivr6W3cSTmyngMM2dyxzZhtkkt1YtseFFlJIU7OXaGJ4tkiT6leXssp3SJHaWuxhC7tuj8+8mAXYnmZeNigT5nO1y36Op+yjpC/wBotrsvhPRpbqW9FudR8Z6Da3VvPcJGroAtlrtzM9sYZPItlu2kDT3TzxT3iwXcWX/wzb4WtpdRmm+MOhpNqdlc2TRRabqOqW1nbRolp9m0+HStL8NC3Ijjhsrh4NSs7iS2htk3F0R66KGAxFeCnPCRoucYylCcoOULpWjLknON4t2vGcotp2k46nydXJqPNLnrUNXy+7CpKTjpr7/s799E/Oz3/PeO8XTZLX7PBfkwyARzX9wdzFMHbuihiYMDJHkRyh1DJ86MY3GV4o+J3laTLPE9tqdzbXNhY+SXvb6IRLNcyNb3H2jULgzkwpeIs94bp+BibcsLD9PJfhb8DdB0zS/Dt5r/AIu1i0SS201JbHw7BLK8UtwrkINXvdev3hZ1JlETRzkMpS4kMZZOS8W/sy/ACbRtctPDeheIdSzbRS6jNofgHxXdanapZfZbqF01a11KeC2SNYYZJIYbWW2aOOYyRFDK1d1LLZ0k3KUILdqFnzJNPdxb0t2sLD5XGhJqlim4zabg4OKacYq28rpa/d0ei+A7DUH1GxtLmzs7CC3a3j+zG20+xtZ4IZIwyJ9oMVtcKdrj5yVEyneC6yKa07q81OVGuHbVJ5YtiPIwvL1hGBJ5ZDCR0QITJjKkI77Ry+G9q8K/AXwvols2p6VdfEPw3Fq8N2tppvizT5IrG7a2lVo9ShtZ9GguxdyRAqSZTGLbZGYt4knk9CtfgLBcQSQS+PL3ULwmDyIIdD0zw9bOZoGaG2nv1fxbfRqtwH866j0SVwv+rt3bfHXmYnBZg6tqdOk8OleM6tSV27r3fZxpq1naz5tez5WjnqZZipzcIT9pT5l8dVWje2nK17qj3tsfIa6jFC1kl3PqlrcX7iGy8+Oa2hmdMIixecpYMOFTMOVQKVDIRnoLWz1vVZkWCIztE5lima6t5LeOcmMSiV8KI2AlCMjRrI0r+WU3ZSv0D+HHw68LeGZdG1Hxf8Oz4j1vS1vF07UfDviZdXmmkmuZIxfxaJ4gm8Nz5OkzWcNwYtJHlebdP9qn8+KdffvGPxC+A2vDQ5fFXg6PVPECX0Wj6BY3XhOy1HU0uZJGhttE0kLd6jYLI91IETTZ7yVZLp3ItxvMdKOAxKoqrVnToO/vci50lpy6uzVlvpodEMjhH93KqlUTvL2MfaQlHRcyk+VOy189T8yvCvwx1nxBa3l5qsXiXSdNsbKC+udT0vwhda1Z29pNdGBNSkuIjbW0Vq0ital7qaCFp1nzcu1rJGM7xjp/7N/ge6uYfEd14y8Q6rcabYanp2pWHgvRNGe81GZ9TsLoy2et6zLHGlvHa200N2dNkVnuvls8wB2+tfjV4q8OzeLPD2pab4K1rwZ4l8LWNzpr3D6Rp73kOm3kWnSaZp1po+g6frmk6XDFFbPLbK72E2J4ZRHKojeD5fvvEXwhklaPUfh4+sXNvfXd5JJq5utDnfV7yRmu7q6bTLjT7i4dpQZU892niu/OmlaR7hlSPrGEw0mqlec2lreM1Ho7JxhK7trZ2evXY3ksDl9vazUZTULVatGSk0rO0VG/M+22ttbHzLc/FTxZ4J8b32p/CDwyvhaKb+1dHM8PhzRYLvxN4fmu9Pa6bVEjsIYCl3d6QLgX+nR293aRyFI74NJLJL9J+Cvibo0+j6frXinTNJ03xFZ2k92bIeGLi70qXxDNbyJPrU1lNouraDc6iDcTRmW+ha4Y3jQvex2kVpCLmraV4du9P0fxNd+FLbSPJ83+ypl1WzurpUuY5CZbvQ5S2oy2d3Arqbm+gW3khieSO+je2Zk4C0m0qdIL6Q2F2W+zK19qPw78cpdmV18MwhX1PTNc8SRo0T6xcqkbArbytHpwcLour3Q5sXxFyuFGnhauIpqkpqajUiknJxSSlBJvTtazv2PvuFOG8Nn+HnmNDiShlNNYieElTnhqcq2IXsKVScnTr4nDydJKtG0oNyU1ypNOSfoGo+NfBWtXtqq6bFqH9o3a21vFrD308hvtqXLXVpDa+Erq3iuo5YYbi202+hlsNRuJ7q4MkjJdWz+c6/f+CdU1ou93pdrrerTiTGpXt1ZKJLGW5eQSQyaX4bgie4l1Eyq72IFwblynmKqtJYbVtBngXzh4AmgnSB3ll8a6noYeK7TW5Iw1r4n8IJFzHozmNJbmJ7jZqkv7mDSGkutG+8NaArWOnW+hadeTS3SvHZrpa6rny4ZHVbaGzgAkkj2gQ3EUKqCAxIhY48CvxE6U4wdOvQ9rdQpRjScr2956arXXlbT10P13L/DfJ8TgpOWIwGb1MOouvisVQzHDRdFuUkoxwuOVJXjeEZU7y0c2m3dY2mvYlpXjufDVxCqXBtzoniGziYZFytqUupre6glms54F89EIfdZOZVg81vJ7zULWa8vI5vD/AIbvoi+Yr+Ox1WbU1gltXZ7eVpr/AFXTd7xXTIXW5u4xBLG80eHdYK+m/gL+wnrfx31Oy8eeLtbi8H+ArbSX0mx0tLa01HXdYnjkuYvNjtr+e5SztTbztbXDahZpclYY44UmhEyj6Tk/4JfTaRqFxq3hb48a3DeXCXETQ6l4O0mWJ0upY551uJYtRdbjfJHFmWSz84iKEtLI6hq9GjLOMVg6VXDt8lRcydSFSnJXateUZttaraPLroz4jE5ZwFgM1xWVZlg6OE+r4p0Z18HnOPmlSi4tTpQ+q46TrWk4Sp1MRSX7tXVO7R+Z/wDZLG50NdVn0rTbzxLdmCwv9Zu9aZJfLWJvtDaj4ZuvFVz5Y82ExvDbXMotVuGhsrmaOK3l9iHwC8L+JbSezvPjX8ONU025DF4FsPGsdkDHtkihuF8Y+C9FladLiOJJntdNnSPaJ4XcGLy/sI/8E/fjBp+nJYw/ELwj4jWygWHTZpW13wddxLIs8FzFdQ6FZ3WnXlu1jLHaQIVgKxC7ik3Jfy7PGtS/YU/bC0zUr/VdK1bwPqk95NJIBp+q7lt1kuYLne48Vx3ECTP9kiSaTTrO2JWWeODyYbi5E3oZZia0Oanj8DioTpSmlilUlUp1r1W6PsqSqOcGqLgqknde0UpLRpR8DiDhbIkqOJ4WzvL8XCq8PCpl2NzH6rXw8VQSxdX6ziqEYVn9ZXLQpSjTlKjJTqVI8rT/ADP+Mf7OXjbwn4iubHwn/wAI34w0GzmjQ33w/uJNTsrVJIIrqSG7lvNN0iFbsSTM7WkDTTLC0YnCOgA8M8P+Nbz4dTakulaXBa6jqmntY3U2pWhuANOuSPPijs5dumqLtkZbj7RY3QaICINlnDfpV49+Gf7RXwzv7PTfiBD4X8MPqX2ia3lm8TeErd9W88LBI8um+F/DFzqM09/Ky21nLqN7As9zJPbW08s++Bfjb4vePvE+h6v4g8HSaZpV/pyy+HpptS/4R4NHG1rDDeuIGZdkbzzXclrdXkTR3FxatLbvMkMrIvqUsxw9eusNGo7uM5KElLmtSlShPmbvrGVSPuu29+h83mnD+aZZhqeLrZdJYedWlCeJo43BYih/tHtHRlH2NRtRcaNZp+9dQlbWyPRPhH8UB4914W17ALLV7awH9m/2ZbzixnESu17FHDFHLcQSPLDFc3Ae4kt5LWGUyohgkc+7Dw74o1Wxl1CJ7e/iWK5vJUS9t3mS2sg3mTIsjmOfaIpAtlbSz6hDFCtxcafDZ3NjPdfO2h+LPAGq2cmu6Z4esfCkGmW8i+JRpj39xcwXbwxS2iJp+papZaaIhew3E01nC9vJdN5wglaeB45vbPhZ8Qvhn4p+HHinW9Z/aJ8JeCPE/hgaxd6X4J8XeB/GF3qHiaFFaSGLR9V8OX2o2NreTLsSxtJ9PlgspmWG9ulto3vhnVhBzco+0l0a1SjZpaJ/f8721NMtoKFJqtUwdPnfPD2laDlNOEW0/Z86ShompNSUtOW9yLULa+s/JjuEniE0aTI7qylgf3Y2SbRG5iIeKTy2OHDI37xWReZ1KfStJspdQ1GWG1t4CuZJYgxaR2+VFESSMznkhdowAzHaAzDitH/aJuNeaJ7ufT5b29tr+K7s30zULmebLqVtmu9LttWv7iOa3R5hHZWLM7xuJhHsEzu8T6p4U8XaTPpt1d+HtP8ALO+4aXxNqOl3sSxzW7LizvbDSkM8qyIIhLZMs9q8zQIkg8yHLlUdOaVN2u00720vbT9XZ+p7UMsxGKwzqYanh5XahCX1jDxSm7ONOSlUTUn0uru3c41/jWkHizw/o9laLP4ShvVudbW3MZk1WaVb/YI5YbmOHTPIe8t/MuBJbXomt4oxcgg2r+5XPjqKaytjDc6neaXJKszWA1AwRQW1vExW5S8j1nUg07xf6qZdMFgZpzE7QRq1pXz9ceD/AIUaVpuqwh9Rv2hdDdXlh4x8F3M1lLFdRtJFENO0y8uWu47mGSH7LOR5aSva3Wy42XseHD8QNMvdM07Q73R9KurHRtOvbXS5JdJ0WC9exkvU1D7Pe3FpaW0l4sdzI09pdXKXN9Ddy3Uz3t0Lko2869GNOKXO7a8sU3236J7HyuYYbFZXiEsZSo/WK1G10qVWSpp8qXMua3LNS0b1+I+1/D3j3whFZwN/wnF/b29vKskVt/Yy3CszxZZLmdrG1vrh4vmhkCzokkkcjEOggEXL6jpnxJ8R31xq+g3+nalo1wYl06/1JZ9PvL2BbeKX7UbTS/J02C33zta2yWmn2ChLQ+YtzKXupfhdL77ED/ZIjhIPlzrDNcTMJHI4ETTSkyEyYd12sDtkwxAatm0+JvjbSC6aX4j1q0ikitI9tpfi3UxWVslnbRlSQpW3hiWCFVUeXDHGpxwq8rxMrpQpTUbqzbt20aTS0ORZhFpU61JSjpZQ9yXu2Su47q299Pv0+uda+AXwL8CaZN4yW9+IR8M6fPBfzwXPiTT/ALFpF4blJo9NsLaPTLbWbpvtpWK3e/mtp5Iri3k8ubc93JgfDLVNE1bUBqmiahql9b6no2uaFqGn3zaXcT6a+qaTqGm20X224k0hpJzPPA9oHRoHhtLh2hlltrR17r4+hIPh34jHhwPP4V1rT4rq01PWdJvPDviEz2b6Vc3Oknw/F4h1eCHSra4ntrrS7+7t4LmcTGYPJbRkW/w18Odb/wCEd13Trs30sFnDqFobiddI07WTDYCdvt2pQWmpiW3OoafHIbjTbrMU8MqMIrm3FwJI/UqKGFqxniJupGb9671gpW1a/H5a21t2rENTprCx9jKMoyVRL3vaRtK6vvZpP8O5+ifwh8Z/Dvw34Kn0zx0dJh1O11KfU7m31LwtqztdWd5qEa6dfm2v9MC3ptb3WZdLsLwLdNbxutrazKPOjT5y8U+KfBN/4u1/xF4cv7u50q91gajot1Bo8unQwtdyaYC9rb6zZaW1siPfQTPuP2kWdtNdWcJitZSn19c+Of2WXsvD8XirxxqD3+o6HZeIYZbGzj0SfTJHuVgu7TUotF03UvsurxXH2q5ns5ZYInMqX0E15b3GnX49V+GmlfsyfEfSb/VPAnhzR/EGnWd9baBNLd+GdUu7iwa1it5orQRaxHJarp4t54WCmzW0iR5gscc4kdeqnDB1p8lKNOrzWcVdScUoxsu7f373PXocSZpQqVKyzbF06tWnUoV/Y1HGU6dbkdWCS0gpuCUuRL+VWTZxFr8X/EVwH1DWPht4g8NacunNd6fdX0gvtT1K5ea4tzp0Hh60ga9W4ZrO4dZVmljCwut39kcKrdIviO7bRotatPEvhDTtT8UXjJ4c8Iaxqp0zxXr95Allp9xa2ulw6Vq1xYXUZaCZodbNhfywSQG0tblrmyguPpiw+HfgPTnfUrLw74f0O8jsrxZtW07R7N7WVC8ckiXVg8cl9aqWiZ7mbSLueNZIomi02BUUR17s+IdJj85raGS2tpJr6KX7NFqVrE0VxDjyLI212Y7mKOS3jmmjgi1BYod0zpJuzssJF143g1BJXjdrVOKs9nbyW1rM8upiHGlzRrOUuZa666xdrdL6t/PqjxnwN4b+OLeNfCuqXPhex0fQ7fWdMudem1vxjbXV9bWb3AbUbex0/wAMabrWn3kzWbFLea41O0tJ5Jmzdx+W4H36IlmjDZHylSVYbjuUgqwz0IOD0GfYgkfL+n+LbbVLywl09Y3vJZYIZEh1Oe4tp52mWCFbGO9iMkS+YFjMCT3DecpBaFWDt7bp3ifTdSlvYLeaZLyxa9t7mzubS80+7abTpI4bpreDUIbSW7tkklhRb+3WawlaRRFcvkZ8zHYenRrudGLip6ys3aLjyqOrenXXo9mtj18NjZYuhShU9mvYU+WKjGEG4t83NNxSc5tu3NK8tFZ2sfFPxm+Ntv4H+Jfizwz8Q/hINV8G6fBZSeFvFGhf2noer38NxpOm3N1b/b0nMV/NbajLfRR3FjeaaunCOyEyRXCRTy/T/wABNV+EHxE8Onx+/h3XvGuma74p1DVJrHx9JCn9na6Lyb/hJ7n+zNHOnnULzXpZxe3Ooz+JLt7+6KXV/LPK1zbp1sfizwL4njudNk1PRtRMckljqml3ptrhYbiL93cWl/C4mt45UkBV4LhgyvlHjVtwGz4a8FeF/A+lzaT4V0Kw0DTJtQutTfTtNgW2tBe3QhWaSKCMCKBDHbQRJDAscEUcUccUccaIg46NfF0Kr5arUNWk/ettZb9r6M9nGvIcbl1KEcqlhszpqjGWIpV3KhXhGHLUlKjUu4VJe7JcsnFScttL+kTfDj4Da/rV5r0eqeMvCzSppDW/hHQ9a0fwT4ZtbmysobK4udPXTvDCalZT4innz/wnN/dyXt7PJbQxxSOtcp8Y/iZ8U/hvYaxp0XjdPEmlXN3anw9LoFrZp4jsrpdR1nU7WJbq/u7W2vPDqWegWel6jeRb0d9Ws/s02ox3jOHSFWCAg43HJHuM+nboe/0qxZ3F5p0wm06+urFwCrm1uJrcSKchkkETASRuOGjlV42HDqykg+rDNptKNalCaS3iuV9FslZ9+h8pUyaLkpUa04NW0ldprS+1rX9N977HyBH8Wfix8SprXWNd/Z+sfiZ4riUFL3UvhN4g8Mpp1813Hp91oen6ubLTNO1CeO6e3sr7Vm13VdGgu4HdXNlBJdn9EJv2c/g74h8I6Zq/iLTdM+HWq3elaXf6jZXOr2NpNpGoSWMc72TyR3EFrffZ2lMXnMjpcIPOiQbgR5hP4u8U22nW2g2uuXen6RYQW9pbWekpa6Mv2aCOPy0uZtJt7K4vnJQNLPfy3FzPIPNnlkkLMfm/47X3jOD4ceKrvwEurXvjGa2srbTJdLto9R1SNrvULO2u7iBLq4gJeLT3uT5ySGe14uYIpJoI0a6ucwhTXLQ2W2l7u2n+XojXCZFPEV6NB4qFH2tWFNVJe7Tp88oxU5ybSjGLfvPyudx4x+DHgnQZbYeF/iTHrAtcwvaCxu723uELQpb7NQECaW6iWCJEWMyu6lSWYMWk8e8P6x4Qn1bQ/C1n8UdA1vXmj1JtJ0bSG0rXYYobGE3F2DbXTa7o9p9ijieaKG7tLd7qPz0SIrDMG+S/DXwC/ae8bW/27xr4luPDF5Brvh7xNZan4h8RyeIrwXHhhRFoOmQaZpkzwWdgZJrjVtWV7qJri9gsEaCS6N9qDfQHwd/ZL8N/CHxXYeNV8Uatruqadp9xp9jA9lY6fZxLd2EenTvObdGu75Vt/tIghvLiaOFp0kX95bRNXkTx+Iryi4U/ZRb11cXFaX07+llY+2q8NZBllDERxOewxmMpUpewpYKk6sJ1uROMamIu6cYOWmkr8qbbje79k8b+DPAOu/Z31+x06aeyWJ4rS10axgugBGIxeSXNhYrPHJMu+HNpax2sSjYLaGDPl8FZ+E/hb4dS7fwz4T8PaRfXttNYX01xeQFLuCch3s7lLrw3PbQNgMzGF4bqTayxbUlkJ4T42/tFfDj4b/EK08H+LdNvbS7vdC0rUv8AhL7u91GXwxYwXt7rtva6XcaNo3hLX7641V/7H1G8gkkvrKGS2VzFGxtbmRfBPGvwv+LHxO1PXfHXwq+ImkeKfC00NpftafD/AMZ/21Y+HrNLC1tAdTttDurmTw4Z3hFzLDrthotyk10Fnt1eQFveniKeHy7D4iGXf2pitIzpUFh41ldS/eSnWcedR5YwcU3KTlHSyPzGvhMTWx1ahUx1TCYBLmh7aVaeHck6dkqUb8v2neyireVyHXfgNY3uo30XhTWNM8ORaa6AjX/EHiKa3uYpoppHg0hI/BOti+lRlhjFzd6pFBD8sBZ5JpZrero/wm8EaBFfHx54q027jktZzb6Zax2tnM958kdqRqd34W1WeOGOEv8AaHi0u4eWQCWCKFcQjyST4X/H2xuI/tSeIdTWOZDN5Optdl03qSEElzG8oOOgQkdcYr2Lw98EdUuTHe+PfEum+BLOX5gl87X+p3JJJeJQrw2cM/lqz7pbtk24LZXzCnxeIx2Pq4mdLLuBsyliJRsp43ESwmBpJWSd6UIQlG/vSSrJuz5U9z6SDwUcHTpYvOshp0qd2q2Cy6jLMqzlyycZV3LmjJ2dv3KS5tbJLlwv+FC/Em602DUvDmqeEbvTdSt/tNnpsLanFp76VewyGCB4dXtbTz4xbzrGhvbRJTEWdo45H2DltX+Anxz1KYX1zoPhqOa2aSSOTTdRhs7xJJBLIyWklpBcRkPvEMB/dwxblhcRW0e6v088N+CNBg0PQ9M8PeKV1BLPTLOxtZ7iWOS6vo7e3htreSOCzu5tP8lo4H33FxcWkcTyQvFbSwurjt7f4X+I44jI/wBkuyUEq4vo0xFtJJKiEAlWbEgjnvEhGGeZSMH72lwzllehQlieenXdKEqsE4VKUK0oR9qqTqUpTUYybUdbtJa31Pkq3EmZU1Uo4WnCnT9renicPi8zoVWqdS9KUoU8eqLkr3TdJJNtqMdGvxIuPgX4r06d9Wv/AIe39jqs0qi71BdE1O41Wf7NCIY7i88QeG9QsElQLNIkZnknZQd0cUe2NU1tP8YfEbwNf2AsPij8UfCS2DiRbW0+Knxe03Tz9ljVVtRpgvNcENs0atDIttbQCdpRLcMHBmP7Et4d1WMM4sZ5bVSB9stjHcWhzyuy5WTy5g4ztaAum5GjJDqFrn9Z0bRXt3fxHpVnPBB5bM2taZC9vDuYeU7G+gZItzL+534Z22+VuODXPPgyCV8JnGKo0uXljQvNU03bROnUg1HslBW2vqYw4wzuNZVMU6OLvOnzzxuAwOMqvlkrzlUxFCU5ydvtTlzPWT3v+b9j+13+0NpZvtS0r9oX4l2V7I9qlhpF1/wgvjixs5YZEhdZF+IHhpbi4s7+0DXLTfa9WvkvVYkWFsz7vRfC/wDwUL/aytJoraX4ieAvF8kUkFtcQeLvhKdNvL5jOjztG3gLXNNtLeSW2L20MkEM1rHcmK5NrcRRzWz/AFVqPwz+GviaD7PceA9J1CAKFkS101NNjcDGCs8cmmRs0eRtMc5kAcBPkZq8t8Q/soeB5LS6u/DXg7RtM1JFzZ2s+t+I7m0mm3K8S3twl7bXqWwI2y28MmZE3iG5hd0mg5Z8MZ1TpRp0cdRqU4QcYNu9Rx6OXtqVZuUb2i3NuySvo2e9R4pyOrXnicTQo1K9SrGo6dbKKlGirRhzKDyzOMNGnGdm3BYbku3ypRsj5P8Ait8WfEPiHV7zXdXfW9U8Ry6lFe6rdato+prFcOkqmG0E40m4isolWMfYoYLe0t7SytzFbNbCKOGvKfC4f4k63cx6t4X1B9ZjmglitbC2YWt+kkNzE899cya9ojWNvZNb2Tf2ilyWaVQDG4UQt972f7KaXll9tm13V/CmqToHuvD3hrV9Y1Pw61xC0hS4t5fEeo3utm4lVsj7XqU9pbSEmKAAbz23hD9nLV9BtLnRr/x/d3Gi3MimddL0HTNH1nUYFh+zpa6prKm6uLpUiMmJoxBefOEFyIkVa8vA8G4/AulGlTnKcXU5sVUrQnUmq0/a1XKUpcz55qMm+S7tFHVxDxlV4inKtiM5wWEwtOVCpDKMDgq9GDeHpyw1GnSi6Lpp06MpRV8TKPvyn8baPhrxd4L+HHhnS5obqeObX9OWHxHLoSeItNuLO01a2R9Ntzcah4pkn0uydJr6S3to9SuoVuZZI3uYFQPPD5Zp/g3wkUuLs+BvGNpN9hTVCbTRvAvjGO7F7qVjaJaWX/CJ+KJI3uduopfqkFtJFHpFteyrK81ubab9HvEP7H3g6ea51bRrjVdR1Ka2W3l07X9R06903VbaO4tLz+zrx9S8O66kVtNPYQZnk0y+ntxn7NtxGE47WP2KbTWo45E0P4baV9ut9LGq6Vpmna3plr9q0iy+z2pOraTf2N5dwoUTyNmm6e0JMZRfKtIbRuzG5Bms1aeHnUSTXLhMRBXSXutqpKlFydt3JtXeiWp38I8WZTldKpUqTwFPEyrxjCeNwDxXLSai+bnpxrVqX2r8lJape9K9l8PWfgvwmtybmB9R0DUI2sYYhq3gHxboVzGdV0+6uLWCyu7DS7tBM9vZ3kd3ElzELCW2kguvIuWjik6C2+H/AIGtdRuPFXjfxhYWN/Y6lplrp+rXHiK50bVZL9rS/mhsbu68Y29uZ76eHTLiKxinku7aa3sr+O4geKCRY/pPV/2ZfEHgG8huZdK1S/0TXtTtv7Sg+H3jf4jz6rbX9tZarDpItYk0l59P0Mtf3MeoNLqVhYW5ktJJBcG0tozxnxh/ZB+MvxIs9P8ADvhLRb/VrefxNPq08HiDXY9WSxVdP1Wx03UU1O/vYYtF0+wbWL+e+a4vUWJZ4ba1hlUSRQeFHIM5niqdBxzLC0Z2U6rjh6rpWs1Fzp4iej92PwS699P0itx/w7HKquKr0OHMwxMZqVKhTo16Pt7OlBy9liMup2ajKcm1KLiuVKDSbl82+IvhjL48DXU9xBqscU7x21/oXiLwLcShbiRmjS4Xw7KIGlljRlzcWUU5VJTEIstng9Q/Zw1W3d3a28W2MSxeWkdrpclxA/70SxtPO32mW5BZVXFvd2q4Idt2MV+qPwj/AOCW3gDwfZxQ/EDx83jQanc6Bq3ibQ7TwbHFpI1LRLDXrSG10TXdS8TTagLO3bxDeqNRm0C1vruCMyLa6bLcR/ZfcPEf7DH7PdvJdf2VZ+LvCMGo2UMF9qHhLxn4l02K3t7e5tbiztbSCZ7ua3uUuLC3e4uYIYoUs4Y4BeiKa5gf23wnnlPWjjVODS96pT5Zy20tzzS/lvqnvY+VXiBwDj3z5lwlhnXnJqU6FWTW0UpOcYU5vTRRS0sktFd/gxN8Ddb+3G0g1S+tp7u4UmC7sGgnmkJ8uCKC0fyZiFkMatOJJ0Rmhi8vdMina8Rfs/8AirR4tMTWfEvgW0vrmKeZdL1nxFDol7Z2eYVt55vtEMi3E19L9pkkigaSO1WOPdcSTzzRW/63fD79n74e6rq2o654Q+K/xsGk6ZbXmnW8Pj3V7fxB4auri2ghtEls7LU7628QXWoNBOdR/cW8dnG/mGa4S6SCGSPW/wBjzSvEur3EEHxS0HXLzTYbd73doklvNaLfvcG0WaWPW5oZmeK1aNI0k3wxW8bSIgnj3OGTZ7SqL6xQhiaXanKnGbutHeTi1Z8t79PU+Y4pzLgvGYFvhrL/AKlj5Tpvnr1cVOnThGpTc0qcqzpy56cpRu0pJx0srX/Pzx5oT/BzS7S113RNcmtNZhWxaXWNKvtMnxp0QhP9o2eoRefpu/zVuIbKQCHbqKz2jS214Jp/iW58QQfaJILN47fTxdTy29rDbORZxhy9vEt08m6Z4lKl5bglpHjbdG+Tj7D/AGoPit4k1iTQtD1/xr4k8Ta5YXPiOPVbvX/hxpnw5tbXSNXPhm50/SrCxDS63ex21zoc9413fSiW8jurIXMswsonX4kvdRdVlktp9zCRmlEUUP2aRmwVG1bW3MgLM4iZ1KEs0pSNjuHNi269TlnrblTd1Ztcva+73Z4VarGUk4+6lrFaq3z8rL0H3LTanFJcqz3yoskL2cNvdQSTSmQb5LWOOLyXlDs7yMUkRwFMjlsyJ+g3/BOSx/tHxr4ptLzxHeeHmvNIsP7ItYdSiL3NxaamJb2yGhX1pPbakxsoreS3lkvbS9gliWK1j1KWS8Wy/PSK4vBJ++vPtZCRiaEP56QKv3llnIkgWMg8pbC4cAna25ee28E/EXxJ4G1iPWvDmrJo95BbsiSwyRLHPA/l+ZYSoYzb3ayfKZLe6VrS6CqtwuGBrJOpTjy018MvdcbqSd1dp7367q/4FYWdGnVU6kVOGvNdX31e/l9z7an9E1/rmjSS3ltC0oWB5Yt2ppArNOpmhlt5jbTXFvZ3fnQvG1tctFJAhC3C20izxJjTT6g1yHuZ1gETq0cDRqsMkZJKTSCNRbTEI2EkeKUyxu0RYxua/P74N/tDeK/imo8K/wDCO6LavaQ3/iDWtdS7S3sr+6msLq01S+voJbb7clxd6je6XqZttIvkd763tLq7jaws5LSf780HR9M1Hwude0XxE+uaRNYtqL/bZbeJdKtmiE9xcXluIrfyraDl5rqBIII48NqMVvds0S+1gcZVre5WcZaq037j6bt25m39/wA2dmLw2HUPrGF/h6Nwvza6bLp6JW8zH8QaZZ+IUu4rue10kXUXlf2ro+n2cN4Hj8kwvcXNlZ2mowCLayQ+SdQ2orRy4hmmSvLdO0G88BKNO0GTTtQsxKup2DR+XfvLFpk6+VqEcmpTavI93o9xf+Tbag6Tvps12BB9kNy1tTdH8TWXirVNWh8IakNeudMEFlqlzptpeS6QBHJcyW6W2oPaW2kXaZuZnEmm3U52n94NoQN2H9j6qH86x0nxPDq0cbMsmmWcc0EysUaSG6jllktL2FhFHsjuLW7VGiWYLDcQW8q9NeKStNc8HZpPdWa03W3l3u+pz0ndqcL03FJOyTUk0nez26pbaHTTX9jZppd9c2ttp8Wt241XW9RSKe1gstTv4LcLLM17b2uk3Muo3k0sUzx6v9osYoovMg2Pbxr88/BH47ftL23xK8DeBvGllp2qeB9SvV0zXPEcOnrJfNI+hzTQzyvaXsdlptq+qJbxpdx6LaQzu5txcSSFtut8XviN4N+HPiHwxqvjDwd4fj8WJpFpq95DqOn2o1Oy8PaXrCxSpHd3WleJk0+wnuTBaTXFzoOnW1pJet9l8QQ3c7/YsqXRfF3hUNcF49bsmCrFewSFL25W3cxGQySPbrMWAeWO8he13AEQRzGQMcJ0qaw8oxpwvOOj1UtbWtvdrS69bna5w58POFapzU1+/T2b35bczTVtE7J26Pd/qVLjZE/JViDx0AJHbHXAz+HcCljlJDgcAZwe316nBHf9a/PXQPjzD4UtL7VNW1mPRdOkisrbUr/VG1i9lhurbbHaTvpOoaxbaXBeETGK9NtY6RqGteeJ9Y1a6uYLO6h4H4u/FP4zeObvwX48/Zq8eI13otlrdn4o0HTJraXR/EcMl5ZXekyR+GPEK3mn6rdiza4triALLrtjLcONKlaB470+QqMnUVO6Tet5aJev3/0j1ed/V/rXs6joc/svaqnJ03UtFuHPbl5kpJtXulr1V/00u3/ePkckL6Y+4MnJ69D75HPeudvr610+1nvr25gsrK2jae6vLyZILa2hUFmllmk2xoiDJZmbAGc1+X3jz9r39qf/AIVv8PJ/Dnwy0WD4heJNX8daB4shg8K6y95o8nhe50dNIvrDR9Q1WeGym1O11Ga4vF1KLUbaLyAIYFViU8N07Uv2iNVPizXf2gviDfSaD4m+HPjbwz/wjt/r2mQ2dhqXiDSGt7fVx4T0RtN8P6cumziN7ryLSxvfs4EdnAzARp1Ry+o3FSlFcz923vN6pX0+bV2cKzKlPm9mm/ZylGd9OWcLXj30v8SVuq8v1W8V/tKfBzwha3sV54w0++vNP0251a4sNOuFvr6LT7SL7TPenTbMXOqPaJGyt9og0+WMh0Ib5xn43l/4KH6J4t8XWXgvwN4S1ZYrxb+STXtcWLTrSJbLTry/RoYy1xeXKztaCLZcW2kyIsqtuLZQfHnw0+Dml+HdMute0zUX8RWXiXw7q+iTWlnFDFJNpGqpJaX/ANktr67s5YbgBJIN09/HeQSpcKfKmBkh9n0P4V+F9KvEl8K+G54LR8xwR6xawNq0yzLCu27fS5byGcL5ksMw3qWdYypSJjG/oRyynCMm7yfRu8dVbp69U2r+SOGeZVqloxbhdrbqtNmt1+WnXb5F+Jn7RevfE3QrTX/iP8H9GvdVnOiRT3/hzVfFeh6owsJfHUWnT3FvqWp6/pUv2W2uru5YadpekR3P/CQRtKCttbJXnnwk8beCJviP4b1TxHpM+heFtL1KGW5bxM0eoLa6k0F6LG6SS1sIPKis786XLHc7fNt5f385hijVz+neq+DNPnsUs7XR9D0nU7eWGSOS68NafrsKrE7xSJNo2oMYJlZ45AFmjAWSJlZWCyAeLap8B/Bn2dLTWPCmp+KGv7yPdruns+hwaIjXMP226uLTS9TstauI5bVZo7XSNPtNZt4JLgl9lpbRQyQsPzYarzTqUXyTppwnJOKdlzwS97mjvFp3u7pXsbQxTpTV6aqxaXu25l00d01tr5L8fu7wh8XINc06wu7N9I8RWd5cPDFd6BqVpdqtsXuza3l1Mi+XGslvBC0sawvJDc3Btt0qRvdH1Gy8W+E9UF1DcHymtLkWd2l9bb4Uumgt5/K82NJkO6G6hcSFVjxIASCHC/lp8OP2fNTOsx+KvAY8RWet+H/Duqyz6Vq1pqcWi2Uf2e8s7a3v7r7JpxvZbOeQ38I8ueae+2oTJdTqJPULrUvj/wCGtR8Lafr/AIfstX8LXFn5fim9vLJ9R0SWay1GSzfWNK1SeZLy6Rp7fLWiPdW1hcpEYr28LPGnjQx3EWXVI0sNj8PmMFB1VhsdGMa7pppcycZRm7O0eaU4x55JO7lZ08q4ezNc1TB1MBUbj+9w0+SKk2vsPmp63TaVNvT7N0z9G4PD3h/U0xYQ2sgZWXGlTmLaGBVgfsMqkEg4KkKwIIIG0itLRdX/AOEEvb+61Dw9deKdBuLaKBrUazZBbC5WZ3nnkh1a4sdOnVo1t444xf8A2yGYPIQmI9v5z/DP9o2x8eajfSP4S8aWeqaRqD+HdQh0W11HW9PspDLdTLqOoRWcCf2TbxGxeK41W/8AKt7VHhimuB5wVPeJ/GupaReaY1z4x0HVoo0vZrw2sF1rGq2q3F5J/ZEVkvmHwlLBbaeqWWpSJ4wivhLbJOumn7T9nt/Vw3FOLqVo4fH5HiqE3y3qYblqQXXmSny2ila/vy307rijwZQmp1MBnWFsoVJxjj6jwsbQhz8spJVG6js4wjGmpTm4xS1V/b4/FnxdvNVv9c0/VrXSob68e4s9LuNOEUWnWbSwMtu1wJpJby8WKIQT3Qt7e1dGYxTXAVJHL34n6xpGtWV14oj0HXNTjmJt47zdq0lvu82SRrDTY5bK20h0BtxHqMlvl0jP2q4uJJJJj89XPi/xb4pu3WC81d7Z0Msen6e5Qw2+xpFm26HbafNPGAqtcG+l1CAor7k2MsdclJeNIsVtNN8nEU6hEiRCFMio0cEcNqXEyIHYR53O4YAsTXszzOpUS+q4Z072fPiHrvG9qUG731teqvQxoZFgsM3LMczljZOF1h8upezpKVrRvisVTUkk9Xy4SqpK6TV1JfcN38ZvDt3ZRtL4f02XU7xQYbbTbi51CVBHHMbyT+yNEttXSNrOGKVX07UbjTLmVjjyxBNNPH0ekah4Kv4EuRrV1Yy3OmwXskd1c2trOizYJ/4kkF9DPpnkjaGhurO4u1bzI2lPlOK+KfCeuano2u2GsweENW8UW8BuFuRp4xPbrLaSWz3FsssRMoVpCkkMIjQpOw81Wfafopfi34Ku44rS7stS0CeUFVtPE+hzWjg4wSfIF9agnqC9wo2nox3Knr4Ks50+apNRlzbPbSyT11td/PyPncfhnSqclOi6tNL4m03rqlKys7Ky0Sv2PYGS3lCjSNVWa2mjM0epvPbR2HlxShJRG96gkuXDYSWIP8x8xI72J8ObKw3kUUbCWC4yqqJUQqsrjHm7pYpp0jYAkvAMtG5ZWG7KL5np13YaqXn03VUm3RFJJNM1E7kgb5An+jSjyVRQPKT92ISq+VsKg12NrdbPLieJGiXyIz5bNJN5MU3nMqfbmuYWfl1RXhaJTI26N3YSr3c9TSzhNNK7T9Plf/Poed7GhJXlCdJ6JpprX8fm9lf5G+s06AmW3jPyE/urgtlwM4KvBCBwcguwwMDhicLHrEDuYjDdq0YxJIkEkkEcwGTbyTwCdI50HLRu0ZB2g5eWJZeW8S3Wr27RXmmZe1WKZpNLlCR3Vy1wqF1WS2C/Z4rcqEt0iXcAoeJ7TfNCd7QJotZgjkkt5NHsreOMtDPC1vErLBGZ0t0Hlji4aSOPJQbQoaWN22vKqSuueLXXT/t30W3z+4aw8Y60pKelrbPWz7d/uG3uv6bawySzX8CLEFEsUkqRPE75CLNFI0ckUjnG1ZVWQhlIBLV6NosviOCwZbO88PHT5H3xINLu1ublUIBN7qkOsSpdukgkWMx2MUMStvjt1ZpA3ld3qegard3eg2E9rPLafLfWb3H+krG8UbLNPApE32do5SYsBXkDOWNqrxovO/8ACFaWkjvZ3Wsae7SrKzabqc+n+ZKvCykWnlBSmB5O3m3UKI2UKCfNx+HzLE+zeW4yOElTbc+aEZqb0cU7qSjbquWX3o9DC1cFhYtY7DSxHtLJKnOzgla7V3F37e9HZas+gRrniOLLS6FpU+M4Fpr829sAbSI7vRbWMbucj7QSmcZcAtSSeIw3y3fh3WYYlUs8h/se6hI7hfs+qy3DRryTut0YgA7GHA8itbG+jiW3HiHxPOFZhvu9cvrq4bcxIDXVy8t1Mx/vSyyEcBfuoB6XB8D9S1qwt59T8S6msFzBMLrQ9TmubqG7jkMJt/tREibI9iytPbPbvLIHiSV441ubaTyquK4hy5U/r2PyycJz5Y81Kq5vbaFKFOVoLVt+6tE3rr6FLD5JjeZUMJmFOai2+WcHFNbpSnKpu+yvqmcLqHxa8ESn7H9vudCtFZTIuuaDrnh8zySbWVydV0yziMOMvGsckuAQ8rbsLGqeKfh7foso8U+Eb1Vyqyf2zot0oxgEKzTSKvI5CkHjDDhTXoR+CPivTo4hoevzW8SwmKK00fxdqenqkSKVWFrV5bS28ko+w2/z27BtrptUbOKvfhd44aQKNP0qVULjzr/wD8LPE08jMQzZ1PxF4R1u+ZQThIlvTDGuBHHGhVa9eGZUatnHGYGb0vebpWemynOTW91dX+Z5qy+dK6VDFJX7Kpp7q1aUF0+7vc/m/wBctNX115jrS3Gp3khM11qGualNqlzcyiCOF3kE9tO0spRPIVxfNN5Xk722x7G+c9Y0zVbK3uLye3/sq3jgby7KWLLMtwCXa2SZxJIHjhadvnhuYXjEbnZNIR22nfEG/ghtbCCd5fs8sUKwqkS28mHDSQq8kf7iJlASMyvGEiVlKhQRUmvQa3rum3F/fM6L5ouYbXNv5UUSRmC4tn8xsRquZW8uWXef3gCAhgPzinU9k1Go03JpR0WqbXe+197an0VWrGSjreTfw6aXte2mqfRbnm8Nu19auLS+H2SwluERJVFtc3u1jGZmiJkaJHMiPiQl412xkRsY1atblIw1t9n83zJlFw0/74jzS7wKkqGFDIdjN5aOCiRyyEiOWQKtqzQ2U0scckDmZHto992siwbXklheFZI4pVk8yF1SVHnDCHy50hF0s3qfw78Ax+L9atWaCHVNKs5vt2uwJJJa3S2P2a9VZLuOBEISG5NlbXjW7oqNMsSJbLJdO/eoKenTR9E0+m2vnp2GqT9yPLyuTvrpeLtr5fr6H0B+z7e2+hXk6yaFp8d9L5yaZdXiXdtc6jwgSCeW7acRNcwWcpnGkS3LRP8Au51ZvKlT9KfDHxw1jVNftbu90XSfC2nWemwab9l0PSbDRnN7ZLAsOrRvo+pXFpcT3Lfapb64g0nQhcyyW0lpoelrFMtx88/C/wCGegfFIzaVqWi/EK0j8G654b1u98SeFPDcHja00zQRcyXM2rT6Jb3OjavBdaJc6dLfyS2+q6xe62jLa2fh+VV1C+ttzXbSysb66bw7qh1rSt6TabqUlld6PdX2lzMfsl9caTeqt5pckqoyzW0weOK4V44557c293cdH1WUILmceVyVqmvNdtb+itv+G5205qk+SD1iveg1dWb2eu3ay+4+15PiXpUFjJf2l1Y6ZNMwtba203wDLrmo3c8olla+hkstPt9O0rTPMjuoZ9QuNRupLS7+ywtp5g1CK7j8hf4heNtVRLfWJ797xIY5P7RFzfG1kaSSVDBbWdvc29raeWke5oFDyW63CiK4cb8+HeHfEV7ZZ/0iGQrcTSi1mfzIo/MZnMd9Ckokgmk3mbapWVYZYXKyRuu7s7T4kprFxb6JrHh+fRWlLul39psJ9NmK4iMEV8LxBvMksb20V5ZRC7KsqHZHJIs1K1XljCUeeyT5ldt7dXb069Dop04VXKXMoXa/drutE1fS1vLVnq/hnwnofiSP/hJ/E3h/w7qPiG11CfSbPVbywsNU1K00G4v31GDSoL64t5riCJbuCO4ubZZAJLyCO5maWSKOQ5kfw08XXU3mzak6aZNcSqpWK6ltrTbG775WnuZj5kitswk0EKxhpnmYqVNjR9W8R3VxLovh7QoH8O/2daXMfigTPFFDrVrqkHn6TqenR2U39mSyQXd4i/ahYI0MMFzZ/a45pLiL1e68MXPiC1hsPEV1d6n9psbuO4ttSvX1HS4glxC0bw28sUUUMsCziFXgS3SZARcRyrK8b6UpUZTgq9WcYRXNdJu9mny26+V7bEezrxhP2dOM3dq0rLa1nd7J7Pdrp5+bTfs/+HddtLO41PTV8UtPbreWirqFv9ivIn2yrJa3FkDMIZioRpBcsjIxilMqnZXCal4R07wlrtzpmmaHpXh9tN+xm60bSnmilLz29pciV4HijsZd1vN8u+CCUtbxM8pFypg9bTR7vw3ptxoVrqWq29o18kFjDpuvamttMrIkUMlzYwi0gtCzNKbq2tBPahIjNb+WZGihvaP4B0SzeS4Gp2c1zcO8twLmxmjN45AG66mXVYH3gAgALNsARVOBuONetGTap6Qu0pct5zhpaVre5darV623tc3pU6qjGM7pWUvZcz9nGpZX+FWutVdq772Z5tNqb+LND1KK10jxgY9EsZX1C8trS9uoNEtAVjTUbqI27wWFrbXMqI11dNJpc5mZFkSJfLm+etU+D9mIPE+pGLWfE9pfK97f2XiCS01m8ge1DJ9i8Pwx21nfQCd7kWyWkMmbh/s6zTCWLDepfGz4YfEvx08Vl4E1ex0nSdJ1HStVm8K6utjqHhvxJcaRPeTxXxjjjudf0+88uc28v2C+ktr6KKwS+t2FkFg4vwFoXx10GWb/AIS3wJZ6PYaXaWtnpkGl61DqVhfvbahrEj39ld+bIlpKthc2Npax3aWTMtqBO1tNLO69OGnGMabo1ZtwfvQq6yt1s2uZ3s3e+ia6b8talUUpqpSjCMuV80Fy3slpo7Lz0T28zzP4Vzan4x8bHwjH4dbwcokhWw/4SW3tfDdoIfOupNS1HVY9VNlNaG3hl068lsYrW61Ax3byn7TIZkgvfEX9mhpfGuqeINM+J8lv4hiuQn2jSNUhvdOgk8gC3/sTTZ5dP1W1s0NjNGNaGn3lizM1rZajLIY1j+pmvE8SS2sU8i6f4lsYmhtrzULCH/hItOsC+bwafdzw3DXdpJLsWa5t5dS06aYQgTttjFZWnfB3T9J1i61jTda1HxFqeqm7knuvFHnTeIZLq/mSe6htNTsoF8Px215eJDLLZQ23hvTYcpLLh4yR2OTlJtT3StB7Jrlvbvd+V7vRrYwpKdGacYxtB83NyKV21pdNST3Xp+XEfCq61PwX4cn8J+N/D48a302salc6Rq2nprlv4b0TTb/Rr63uptRsNA8X/D7xT4n1e4e4g0mzn1nx9braWKmOF7LTrbT4LLwHxrqXivwd4ou7ix8T3emaJq/iCKLSPDN9PefELxammWtit3No9p4a0rTle1WZHne71Jtb8T3n2b7LdXeo2pEqzfdUvg6DSbC+1fxLrVt4e0jTpEsWCXnhi61uTVbiF5rCG08Lax4r8M67rVjeNFMkuoeGLTXHtTGUS2uLhkhbxfX/AIafD/xPf3uo6r4es9SaZxGutNYahoOrX9kvyQJqXl3MN/HFPbJGJtNuiB5e6C+W4C/K5zqKlyy9ynKybSXNJKz1dndadLPXqduGxkIYupWqUaVeXs3GMJUqLoqXuLnjCUXGm0k25Rjdtyel1bnPBPibwz8U9S1DSLfVNJ8OWOiWNtq+q+KvHvirQfhpoWkwahexadaz6dqnifXNC1W6urie5S3ePw9aXN9bSSpZXcUF3PFayTeIfBi29xeR6F43+3anAHHh7X7XUNU1jwqkU2+5ku9K0bzPDkWs20iajeJJqk0Yv5Jby9SW/eX7SlYlvcfCrQ9Tb4e+F9B8U+FNRdbt2/sSbVvCeja7eWaxXkFqupade266q0u1YzLq9sYFmdobOW8M9xt8UWL4x6dqPiFfA3w38R2nibUm03TdH1nU0/tjxDoWgwx30NwieOob7QfCXhzSdeku5U1Gz0zxFc6/qqwB9WvoZoZZH4YKjKpKolHma5HUnFKcqak5KmnZScFJtqLdk7tK51040sU3BU50ZRox9nTofvqdStyQjOrXrV66jSu7c/s4P4uWMeWKa/RT9mbQdG+Fnwe+KPiHxpcr4whGqpq/iG+m0TT7abWriO33wWTWmXS4Xzr6OysIdRnvXSOcJcXk0Tna3wXD8DPj5qt74Wj8Jy/DXxVLZ3l1pUnh3WI57a7t4UZLn+zYTp1hoovbGGVro2Mvh+eKOGN5jJcxxzg+r/s8/A7X9G+CniTwL8TvH0vxAvvGrx6ldatDodloq6NDqvh3Q2tNO09ra4vbbVv7IuYftsGqrM8M9w3lrGscOw8H4G/ZY8eeDPG9j4m/t7ShZ6DqTXtp/ZDSrqGqQz+Xp2orFbX0AtdNuJ9Ee7WIvdXai7MMfmKVS+t/GxVTERxMJUXzU1P3npdK6s/RXv2t5PX7XhvAcI4zIM8hnmIeCzynepldSU6qhJKleEIU6d4VJyrxUK0ZNyhSnGSaSbPprwF8Ml+G3h608O6ZqNzfwW5lLX97Dareygyuym7lsbVUuSoYLEINLtvIhHktJM6LNL5r8Y/E/wDwiekC41r4f+KfiBpmk3g1ttP0m11W90qW4gQRSXVxaeHZVvba3Fq01peX1zY210LaULa3HzZFnVLj47eF/EF94g0zQv8AhLtD1DVLu4l0ibUrFdZt9GjjS30zTkCzRWFm6JZm4m/syxu2W61OZ7i61UszW3VaN8afDGozw6L4osdS8N+ILq8kshpV5pl1dLKZtQvLKw2/ZoZ7xILv7Iyx3Oq6fpXnEw3Btra3v7Dz+qlj505NSk5K+0k12W9tvR9G9tT57EcNV3TjPDToY2EoczeCr0q9WnaKlKNSjGTrw5dU24Wsr81nc+f/AIR6r4C8faRDq9n4l8I2OpX0txdW/hPQ/EGi614m0fT7M2tvdXPifTdHurbVtHjW4vIUEWp2GnixHlebdXKvmL0fxpq/hbwemmL4ivrvUdH1RriIakkFvrtlam1+zGb7VYsZr3gXlsqxI1wrCWORZQS4j9ttbLwJ4h1bUb/To/D+p65YKdMv9UtrewudRtVmitrmSyGoiKWZEKpaO8MM+1Xih3hXRQPP/iZ8D7D4gWdskes6hol7ZGRbS4t9t1brHI0cjC5gud09w4eIBRDf2MSIf9VuBaT1oZnSnFL3oN7v7u2vfXX52PmJ5XiKM5+0pu9v4co8r+zZtP8A4G+541d6H8Etehlv9I8V+HLXZH5/nWtyfD8qEyO09x9kaSGRBb8KC+nSLJI0MJuRcuhnz/D/AIQ8TXEEHibwV8RdbutL/wBJisbvWrR9Z0fU7eNnSe404XTiW4tIbiJ4bW8/s1J1IlS1Xy5HLeZ+Ov2WPinp/hzW7Lwtc6H4ludQNnHB5SwaRrVwseoWjzLv1aVNGgjXTo7sLJfa6mJpAsf7xkEuf8Lk+LvgsT+EZfBfifSrVnje58ZeJftV3pWl+RG8Vvp/hi1S6htJYMPJJv0ojTXnd7l5ryd28nspY5JyaxDtGyiou19rdLP7uybOWWEU3Hmwz1+O6229db9z2i88Y/ETwcWvPFOh+Gtfsbd8XN7ZayfD02DlVkI1gGJm3EGNLeJVnbEEU8bOZI7Xjz7P8Svh1aXHiSTxH4F8K31xp+oPf6L4p0m2uEjiufLsV1S28Nazc+JYrO8aW3kjtdQ0iyjmBhMYjuICgzdN8OWz6hLL4q1PX/Guq34urzT5NRsprafR/nhjhsdNtE0+GGxtI2lw99FmckPNPd+R5QGxY/DHVriSK+GqXlgqTag40aTULm/t0hu55JWiEu6COBZEdyyi3uXtJZ5F0+4t7aK3gj6P7RxXuuPJOF05cz15XbazV327bOxzPLMPaT96ErNpKy6bpa6XvfX53enKv4W8LXlvpkWh67p3iiHSLC1tob/UPEdrpfjV54IUSK4sb1nj1m7k8rY8/wBosL+/mlEkf2iF2G3pLG5+JPhyGKWK21LxHp/ltIln4m0y90rVmt1xiSx1R4Ba6oXYCOFUlvpWDb5sOCq51z4BurjULrTbnwl4Sn0+X7GzS6NrFvYa1azbp5pri6MmkWupf6UDiSOHW0WbEchgEqST3EN/8MNMtRdnR/EuueHb26hwTqFv9ttmcptibZf29vdzJEzYG67kG8FThzkS6/vOpRnVw9V6uUJN05N/z0pXjL1UVPtO+rhYKXJ7OpGniKSXuxnGPtI7P3KitUi+tm3C+8baGtJ8Xbaa1shcv4v+HWrxyRXB1HTdK03X1tr22FvNJFBe3mi6xplzYYuYf9Km0eJp4pFnga0EYuV7/Sfj/wCMZGhj0n4w/DzxDJKzCWDxl4QFndQZbYge58P+IfCVsrSvlIIm00KwUPHPdA+XXnnhbwtYaxJe/wDCUfFTQdMEOnxxQRwQa5b3d5baZHb2tutumn2uo6Hpdonz28kjRKjSLskVTdNIfD/EniDw9Y21pP4vitvD9jqN3frpF5r1jpF7od0kUxCRfbNMurXVNPiihe3aM6hBfXkkUzTNGqhmTCtbMZqOIpYTFVYLlTc62HlstmueK10a5fXXe4QlgYWoutSg3t7OlVj0fXllZeT7WV9/0Bsvj38QoolOpfDjwzr9tHI0UuoeDviBl7l0B8xrbR9d8O2EMaqcxvFL4jklEm8ASKGlbdg/aS0QqV1L4b/FDS7lcb7f+xNC1SPnJ/d3uieI9Us5gARkrOCpIQgOrqni3wx8Rfs36F4Y0vw5rJ+G2r6+bF9Uku0e7t7m8tb6aWbTorbXtE1LTr1Y0tWijsbE6uJbQx7UjALlvnXUdb8Vyanqd14f1rxboGi3d/PPpmipC2qWel2UgSSCystR8QLquq3kUKSbWk1C8l1AN8t48pEcsmGJyfL6cYT5MXCcmlKnQn7dR2bXv20W11v2szSjmOJk3zUqE0m7SmpUW7NLmtF316Xv59z8EfDKWb3R2wrKI1BkkmWW4jEpBbzgHeKHzshcEqwVQ/lgEBz1l/q8oZtsiIA5WJFLmN4yVyJY1Hlnnd99SRny1CLkPzFhavZWJSMRKZGbznjMiKz4A3mNiSTxtHzHcBknLcrPcNs2l4iwGQMMcHj7y4Y46AdBkexr4p4ijVq+7Sk5J6VGui5bcq6XX4eZ4ksdQqylGFOalF2jPmsrprZfO7T0dkmkc2WW5vL23uLbZBPcC5Vo1/d4jljVUUlAE85ZvJcBQ3+iMAh8xnr0jwL4ql8A6lYyWLzWOn3Fwr3uo2kki31mkpSOV2LiRZLYL+9KyQlljHlSPJC8sT+ef2bqd/qFtFpNtPfXFzLDG0dpBNK8qp5xSBVt1ViitM7iMlQWZd5ATdXoMXgvxLDcx6bfaVdadfhjFNZapbvplzGGiMyqbS8fzV3QgyjGXKHevysN3sQlaMZW0aW+n8r622+71PoMJUWJp01b96orV7aWv99uj3+Vvsb4feL/AIn6tLrfjX4V6xN4T8V+GbaC08TWej3Gvafp15oHig3k8Mum6n4U1/w54kNjKujPBrGl2Wrww2t1BHMyS2klkLKl4Q26DFMbW0s9Ou7i8vLq/NhALW2v71riSK6u/LyzkzOmHWV5ZIwVR5JV2SPkfBTxnB8F7vTIddvdJmstWmOnQ2S3Dvr4t7qdLl1jFxIbf+zrO8aW9tbfdHtuLqdFnQ3ro/1X4z8A2Wv2Z8XeExaT2V+ftaQaYj7Z1mTzXv4IxBGIbzznnW6tHHmScAgXRmhk7YYqOlNv907JJu9pWV7+V/mtLM9GFJOLnFLnTcZrry9O/n6/I8lGtWdqbi8u5pLZry9iKpb2UhtrWFbSG3D3Vz9rnmd3eBRlbVURXU71RDsreGPiFD4j1DUfDV5oevaZJbrdSNcXVvImnXFqksUFrdWGsWz+TIb+3ujc2v2WcXCRxSswUJG0mNeJLbxTrLAJJFik8uLGUuV2n5RkMWR+VkRQ20HBUhlLcd4R8Wz3k2njT4tQtNiRzeJ9B1OxvBDptw6vbXKWOqvZNCyieT+0PJtnee4SJRcQDz5LyHZUpU6dStHlq4aNpVYqS9tTTas4R3qQbaUowtKKaa5rWebrRjUUFFuU4tR0dlJJWk7PR3Wz8+x9feAPiLr/AIEWK/nvr3UdOtoBD9qtI/P121tIY2ju7bVEmkli8W2QmWcvBPFDfbZXa3NxcrErfYvgz4ieBviBDpup2viaw0WC8BskvI8S+G57i4+zusJzLHf+Hr9XEIm0nUNogW4WO0jQxxwTfmz4f8W6fc6peaLZyvc/ZozqCSujQiSK7up/OhEE2y5imspXiSeKaGPbFPbOpIkGegj0260zUJPEHg2+j0XVpwqajYFA+heIYFDD7Jrem7Wt5mcSOkd4IjcW+9nUO5Xb58qUpJ1aL56dvhvZ9Nn372fyOmGLajGFWN0nrOKtNLTW3X03PrLXPFuq6H8VoPAXijRtQNy1lHrllqmmWt/N4ci028tXEV3PqF1a2s/no0rae1oLKQi8mWWNjZk3Ve2aJ8NviV4s06+17Svh74m1Dw7ZwTXQ8Q2mmz3Gl3EMExjmljuxCIZZIyHEsUbyTRsGG3K5r5R+G3xvvZ9et/Dfiq1s59OlaOI+AvEzrBdWUkbANqPwx8YzSSwz2tyWynhLV4jAkxWK2vUVbhZfa/ilbfGXWfD9q3wr+INvH8PtHnu7+/0bRtNu9P8AFum3VzDZq0Op2U19e2CwWf2FpIjbaDcLdJc7ZJriB5N3PB+825vl09x35k9NH/wOj2O3njOmnTSd2ld6JbNp6uze9m76WOvhub3SppLaa2e3u7KaWC4injaC6tZ4GaOSGa3nxLHLDIrRyRvCsiMpQjzAVHZ6bqthfxt/aLoJpmLSTIsUCMrZQLcwTMYZ8Bdu5otwG4IYySa+XfCyfEG50mxsLGzuLuK2DW8t+llpuj6dG3mOwjWaGCy06BQVYt5FrZAP5j/Zy7Ba9Jsfh1q0wS58Q/2Y3mlLiZbVIrh3cALGkk0e6WRogWVW80LIc+XG4BLUmnK6ck21a2ltrd/xB3cUnBNWu76+j/H7lsekat4Ahvvs15p8CWyecztcaf5s1ttNvOuZbNQZbb/SNkUnkG6gjjZppJIslF8ZvdH8TaNfTGxv7LVIGmmkFpdyqtvkrxDYaxZWztBBExLPFe2WqM7HyhcWca/J3/izx9pnws0Oy1HxHq50PR7i9s9Jtb+4OLUXd8zLaRG3j82+kD+XNmaOzljEiGFpVllhjmtQ6zb+JdW1Pw/dW8w1XT5LqFiy8ySWbP506I+yWON4VhuY1YFjFIGRXjG5e+liHHlVXWD0i9m7WT1trZb6aHDUoxvL2VvaJJuPM7JS2dk9E7fh6nnM+u2zy6ZY63mCa4j8610DVrhGSeRdzyQK1nePbXk1vFbytJYWeo3VtDbnzZ7RkkV6q39p4eJiMVveQCVAskRuBLp9u4UNK/2pWbULRAqv5MMFv5ZnMduptYWEg6W68NNqFuLDUbWwuob2JkuLYxLqFg8kDxNLA8U0KGVI3MUsZmtkJwj7A2K42fwVd6af+JPdSXURw0ujamJ9RtxGMnZaaisv9q6fI7hQXvJdXsY4laKDS4Hdp07p+9RbpVF10nq0tOj3t0019Tih7tVKpSteS5nFaNK11rf5W/4Zk+mafIQbOztljEihJwk93cOq7CWjaQWzQSYzG6yxXWVBZXR3HlMt7Fk3S3EckFqWd7dZHSGWYxDMpt4HDEMqhnYxIzqNzFCARXX6RLbaeZN1oLdvLMa7AMoSRuRlZZIipHEmELuMiNoWJNP1/wCInw5tbMWnipITdQWV7Mv2a6SC78mxgkneK3XzYri1uLlWMdpaNdSRXDF4pZsusb+ZhJ044iNPHQnKg5e9Oi4Rqb6tKpaHNba7Vna3RP0sRh5+xlUwUlCpypqFTncG9N1Dnk3foo7/ADt9b/B3xdpfi/wRBqSPb6b/AGfHeWj2l5qNm95HaaDDawXN/dW4aK5tLcRywTu15a2zQxTwSTKkc0Lv6OskMyRywyo8ciq8ciHfHJG67kZG5VlcEMpU4IIK9RX4aeP/AInQ+Kbrwzoei+Bby08L+Gr27CDTob3XtUkGqaJ4IvdYttUla4uZby/tdQh1LRTPAXtp0sIVjZLeW0M/656J8W/htqeqXXhqx8Z6Fb63a31zYHw5qV4mheIIZY5pI4400PVxYaoY5AjNZSCzMN3FE8lq00cbsueKWHjUq/VZydB1ZeyhVcHWjTv7nP7O8b23adtRUJV+SEcVGKrKEXOVNSVOU2lfkUle129Hquutz1khgACqsAc8AfmQwxn6HPesPVND0jVvIOo6ZY3zW08V1bG+tILo29xA4lhuITcRu0U0cgDxyxFGR1BUitLz16ZYEckjG0n/AMfTqQeMMeQSMYpSxxzhh1+Xg47YByM98hucnjFc8XrqtPM6oznB80JSg+8W4v70eJP8GvD+g302ueC7fUNK1S5k0uDUY7XWtSt5bvR7KaAzaZp+ovcvf6Qslta2lvDb2F9bWRgsLTTittYmV05C98OfFfw74g1HxroNnp+uTapcPD/YWqzpqmpaRpCwXUNpbW99fXWnXMcKNaaddahbWWt3MJv9X1OS1srxdNtX1T6YVgp67PQH3zxtJAxnGdvQdD3pWJIOQG57D6/wnvzx83APcVEoRWkdFpaz6237X+R6tHOsZGX7/wBnjVOCo1FjIyrOdFSg1Tc+dTio8keRxknC2jtofNr/AB5bR/sln468Iah4U1CTU9M0qVmuvt9nLLqGlm/a409I7OPWbyCGeC80xriLSW0s6jDFEurtHcLMnxn+2J8fvE2jat4Q0vwRq722ha14Qt/El2v2aW1fUodYvLuDT0uXzaalHAtpaSSSafM0Ub/aQbm2Z40K/p5rdppuo2U1nf2dtfWs42TWd7bR3NvKoYMFkt7hHidQwU4ZSuQCORX4d/tq6jFP8aNZsY1jjt9C0jw3o8MMKhEigi0z+1jGka/Ku1tVKoEUARiNQABXiZ7iK+HwS9nUkpTq04RlFuMlu3qr30V7W6H7n4GZHkHE/GsI4zJaVTD4HKsyx+JoYif1nBz5Y0cNQap1abqQdKriFUi/aycZKMoyunaLw1+0/wDEnwda2N3rum6rHpuqpBdw32pWlwLLVvtSh47i1u9Wt3kvGnjZZUWHX49xwpClzs+nvB37a3he9jhg1zTRaucCSa2uPsrhfl4jhvn+wSsd27zDrEQ+Vt8Sqcr6f8P/AA7a2fgnw9otzBBPDbaBp1hNbyxLLBJHDZwwvE8boUkQhdpR1KkfeA6DjfFH7Mvwi8UGWY+F4vD97MSTfeF5n0J1b++LG0xo8jkZ5udMn5OSOFK/Q0cpzvDUaVTCZh9Z9yDlSxUHGzcYtxU1z3101S82fO5lxR4UZzmOMw+c8GYrJGsVWhTzLh3F88XCFVwhVq4LEOnJtxXNUjTrOLu1GKuj3Hw/8XvhpryCOy1nS7QXLvPJHfw/YYmmlZmkknumQadNNI5YSSR3khZy43Psfb6lbDSriCKSGVJYJ0yhhuGurV0yyEws++MxhgV/dnapBGQVIH5YeIv2SPEnh0z3ngDx7I4JfZYa9DNp9w6DkibWNFD29y7ogGH0K3i8yNSTtdRF4r4P+K3jzQNSTRtI1J4tV1C4s9IjvbK8vIN+oXUtvaLIyWslvHfbZmVoTKscbGOJ5YmVCpwqZ5j8uq0qOa4H2ftpOEKtKrGUZOPLdRUb3dmtHy2ulc1w3g7kHFmCxmYcA8WwzJYGnGtjMDmGCq4PE4WE1Jw9s5z5YxfJO0qbrczjLlj0P2c1D4f+DNYmaeXQ9Ma5kiaCW7itoILmS3Y5ktpbqzW3uXtpSP3sBcwShdssbqcHivHn7PvhD4h6JHoOp3moWVlHeW16osZY4XM1osqwqHCB2jjWaQ7XlKb9kjpI6YbHsfi3df8ACYL4Lto9K1m503w/pdxqENzqC6Zqou7qXCTJN5NxbzCaAx7kFi8hk5DNM+x/ZbTxHbXk8drHFPbAhGe6ndZoczmIRbXhBlKBmVDIkLKc+ZwHdYPqKEoVIQqxi1zpSTS1V7N3a1vff79z8HxeW4jDzqU5NSUG4tqzvZtX222tprpY8w0D9n7wH4a0yHSv7BttasrbylgW/YX1ziGCOGBi+oGSUPFHGsQke9mmIRH8wglY4Lz4QeClmLWdrr+kBsh4LG81BYm2EhfklkniULlti25VNr52gFAPor+x9aieZI7B7wwwm6ml0qWLVY7e2BwLi7k02W6+xrIDlUvvInIJRo0dHRcC4vvmwAZNpKElY2ZSMHawYnYcMDtGMZ7mut1JLfmb0118uqa/z/A8uNCmlyySnbVXuuqu9Gt33P5cJrC0sEX7ZqmnSGQyGaO3k8yT5FDL5LR7fM84MEMkEc0UbhE580BPXv2etM+D+v8AxR0bSfig0K+C7y3vkvrrUNTuPDMcFyYStn/xOBNpwgPnxeUrZaNpJY3kV4md4/mSytb5ZYntoXlKBRDHFaeYAUCZCI28DzQu6bH+sG8klmIrtWTU7x1u7yGCyS8USxWltEtvEYkYwRmCK2S3iK74yjSpAfOnRsu8pkZvk8NisDg5Qmsvw1ZJqU41ozk5xstLxknHWzbWq5bJ2Pn6mEw9Wm50HXw3u8ilSUXytJfvFz02nJJt2neL0SV7NfTf7LfxI8VfBPUZJdU1HRdKudW8Jx2kvigaJb3OsWN6l5a3WLJpdPvrizfVrQy200sVsnmNBayTPCILd4Nf4ufE7WPiTqsWp3ev+JdQuYtPXTNRtJbtLl9UMN417p1xf30sX21EsnmuFjsoLx7KFJioUYMtz8zWZkhZiXXYyySs6iPIMa78Nvl3O7HbgFS5DFyDzVWK7e5ud7zttVSf9bmSTkZjSLAGQoVdxExUMSU2Rb34q2PjUUkoxjeWyVoxu09FbSz2S0VlruenUzjCUoQVOmpTVoXi1olZX10bdtezuX/EVmZofJtraOa4RGEjNCXa3+U/u87DtYGUsiLuKFizBMAn6E/Zw+KPinwTrlppvinUlvPD+r2B0xdNkvbeaQTWLvJp98bYyCb7fJ9ovLB5UW3a4t7XT7W5+0OkM0FX40fBvwX4V+H/AMKvH3grx7Z+JbLx5oMUutaNdeItFbxho3iFn1GW9il8N2YtdXt/D9olmNJnv7mGWC11hPs73941/YiX5hk0qW3USW8byGBMw77i5M1hJDLFOt1bqiwOkoCzK7SyTwZlkcRR3EUUqubng5+yrOLc4wqRkpRqJKpGMovmjeOzd1dNNWaOSjnMYV/atTcbpThdqLV102bsrp6fmfpp8ZLGx0Hwlf8AxNtZrnUtIia3u57DRrWIyzG7njtkuAXgmFnDbSSmS+lZrU7BLJPKbgGK58o8CwXfxI0rVtX8KWt/qUWh6HJ4n1/7JatJLoWh211BZXOoa2kSuLSxhu7q2txfykWsgmidZWWQNXjXgr4oXHirw/dfDDxh4kv9OOtS+Rp2t2Vy9uZZnlQQ2V9L8m2VpGEazzbba+hJ067ZJEt7ian4E1Xx/wDsi/EiD4j2tjo+p3Flp2t2fh++8QeH9N8Q6BqTJaNZyWs+i6kt3FZa1Dtgv7Z/PN1ayi2uIlktZWLduExTjOF5KVJ25039nRqUWuqtt0+R7lfFKpy4nD8sqEorne/s5u3uzsnJdXfS99dj2BtPistT/t+Bra01i0tXszd3IAgksZZYpprO8VpYY3tZnhik3tKjxTRpJFPaO8szbWn/ABCx4qOh39o2nJJ4cm1iKSVZOLrTLkLqtqrkA3cRsbqw1C0cW9vcLCZlubaNzGD5vp17efFnwTNd+IbGLRZvEj3872en2sOmi0glvZpLe4stMgtbaCwsfMQPp0Flaw29jHFD/Z8cdvHbolvR9E8QQGyi8Ravaaj/AGZZCx0y/tbOVL+WKPaYru9vJLyYSS/64yrZx2UEhuZldGSaSM+jKjCaeIw9R3bvPD3UYVrWdnbSnNraVn/eXVOLnVcJQS5ZLX1sr/c/z1ue4Weq+DPiLoEE0UljrlheNNDaXUMzpNbXcDFZGtZkeG4tbuPy2ZEYAvCPN8uSBgx0/DXxn8d/CDVoItdu9Y8R+EopZbXT/FVjGs/iLw5FGqyfZtURl+z6zpSRMyvHqKOHUKpkwkdk/wA22Wg6b4M1U+JodJeTUbnWbRJbnT/Ni06LTNW1OCxvLr+z7VVs7OfTYrkTT3qwQ2klnFK08tncPJA30ZpeoxNLqVldoki/bWjkSbawcTWVncMro4xt2XKhlYEEEbsZxU4qOCxVqmCp1aD5I+0o12pVqdSKipx5kkpQvqnbWL+YqMsRT1lOMaqm05QjaM4fZjOm2076X1fSSdz9FvAvxW8F/Eeysbq8u9O0+5vIY/sHiWwdl8JawTz5d7b5Mnh7VJS5D2k0SQeafLYwSyCOvSNW0ttCLrcWszLt8xNjf6IygsC8QgLb4mz80kZlVWVs7NrGvyJj0PXvBt/ca98N7+O2juzv1XwjeqJNA1ReWcRW5PlW0rFiFAKBN7/ZprUsxb6v+Cf7Utjfxt4U1C3mlntmNtf+A/EDyW99ZyogVj4P1W9MfmxKnEGnyyBSge1s7iKCG5kPnwSjLlrJx25ai0g9rN728/v6nq0sROqlFWVRfFBrSS705e7uvs2v0SPpLWpvCmsQ2kWreHdG1drS+t5bKLUraGWO0nuJktZbq2n+y3DLIkM8jlEVDc8wyNHu86PTudT0QpF9n0jTtPlsrMWMN5bwQRzWdgIVgMEDiMSwwmFFjCIkaeSNpbChTy3jaa2l8NS+Kvh1o9x4pt7UCbWNJhuFttY0PyZIrjbqOkmKa4uPlSR5J4I7eJIoJbglbby5m/P3xL418ceL70aRqGsz2QnnaCLSIpIdLsS7SRqkN/E7wPAsZRAk2pSSIrINoDO0lbpJNJpON21Po+a3n/WjHywqfamprVxi+WVlpdrR6f0tT7P1z4vfDzw9ewWs/iezn1BH8lIdPd75Lcyq6ubuW3EtnAVMm2ZbiZZFUFDC+3YKz+OdQvXuI9IttN1ENDu0+azik/s+Ql2KCfVLcz25jO1vOuLOylMfmAtEXQJXypo/wNuGxdeIdTFs0a7mtdNXz5ij5yGvJwkUbAZXalvcBuMPnr9HeH49M8J+HoLKEx2OlWgkkSXU7tWG8sQ8y3EwijyxDLhl2oy7FRVTYN5RX/LupdtX8rq3R6L5a6dTKMqSmoyhFf3pPWVrJXdle6t37mF4+g8Sa5JBFpk2oaP5cfmXPkvaG2vJJP3f2aRLOKTVVJ37g0A8xdqMbcAS58I1m2SwSS1uLGPywN08jOLoeaGdPM86SODULFJcqyW1/wDZ5nYeayvvzXU6/wDF+W1vbqzstP061tWu3efVLVZNTkkXcnnX8NtGunfbJ3jJlEEqbpZIxEZkLLIeK8bfGnw3ocsvhHwLob/FezttTN+fH95oniLwst1YXcMTWWjaf4U8VQ2Ph/w3d6VO7XmqahY2PihbiZZNFs5CYF8QycDw2NcnUhOnOnBJyp1pOE5a3fJUSm5StspKy0V9T0faYZ8kJxqRqVL8tSEVOnFRSvzxaSitd1dvtZGBpFu/hu6/tDw5LFp1yJp5/s8iJLZv9rk867zGF+SS6mVZJZYikm9Fk87zFWRfeIvjloniOyt9D+M3g7TvE1mkb20OoXFu09zaRuQJZNO1yzaLxLozOpJaewvdQuSWVVaM/MPELC60rxNp8l/Zw3Hh+7hkVbnTrqKeCJNz7p5Idl3rsVwkSBnFw13olm/KxjcgWq76bCqGRntrrYZIlvVnjv4jCzs4BvY2uViifykkSG4kQYCKkZ8s+XyqpQxLtzVaGIikpRl7s1ZrVXvSmnbe0l/dT0XRLD4ihBTdKNfDt8qmlz07td48soTtF6Xi1vrpf9GvhZ470nTLi31DQfiHrni3wnH8tz4M8Z6hputX+nxsY5In0Xxg8Ca3eJb+X5aaZ4svb6/mEzFLuKSKKGT6b0fxX4d1yOD7DqBivb6C0urSxuEa0lktriOeVzHFPGpmeMLEsvls6x7uCc5r8QGNzatDcaS/9lXsI/4+7CW4t55V242uYpfLPYsdmZMgEbRg9nZfGv4gaPZ2cEpGqHTryyvdPmNwbG5spLe7ileaN4o5rfe0aMXhe2jN0RCtxIV2sNlTxELR5FVjf4o6SV7auG1ul1Ju+0GlZYclCd5QlKk7p8k37SL2VlOKi0/WNu7b0P2jF3G/CmOZOQWRlIbBIOOSjYZSG2scEEY4q5DG0sbSQkkIcPxuCkjO3aT1C4IwM984FfmH4P8Aib8NtQn87w3eaz8HfEeoXHm3n/CI362PhyW6lHmS3d/4C1SC+8H6jK0q4nl0+wTWb7zZD/aVtPIrV6h8Of2l9T0G4uvAXjDxdb6/qOjy2Wn6d4q1bw/b+F7HxRAI5JJdXmsE12/m0y4vbURyyTQ3EVg16t5IdPtI4jbiYTjNtRfvRvzRknCUbW+KMrNb6Nqz6XG6XK03F2b0lG8o+qlFuL9E211SPtDUmZUKvgjBByBxwR0Iz+GT75xX4D/G24/4S79ofxTbDLm9+I0nh18DJxpeo2vhg7QQA3lxaftTnDrGp5BzX7eRa7q17bXl3qTWarLOZ7UQswt7TTmCAKZijPcGKNTM8zbBPKzbBbwsiR/zz6l45lsfHsfjMDT2v/8AhIn16K31cXDWtzeXV/c6iEuJEuLIBjI29WN7AwnCuBIN0b+BnS9ticrw9rxnjISmm7Lli43vra3K3ruf0v4CSjlmX+I3EMua+W8LSw9BwhUqS9ti3VqwilSUp6zwlNNuPLFNynKMUftRo0IhtLaMAfJBGrc5x8qgj/63PtwMVvqAF6A/oAOOPoMf/Wr5E8B/tVeDdat7aHxJpt94ck/cRvqFgzeI9Dkk4VHFxp0CapGGYK7K2kyW8KEIbyZQzn6f0TxFoniSzGoeHda0rXLIuRJc6de297FE2GJtpWtnYwXURKrLBcBZ4mDpLGjghf1mlOPs9JJWX6L10v0P5Qrz9tWemrlq731bTk79Xvffucx8RdUGjeEfEup7lRrDRNTuY2YkDzY7SYwqSoLDdLsXjnkHnrX5T/CHTW1v4t+DLR1JUa42rTcgAJpMM+rfMSR8rNZqoxySdoBOK/Qb9pTV20/4X60ARHJqE9jp8Q34D+bexTSYIGfmtbeVgPXCtx1+Sv2UdH+2fEu+1J0Lw6N4auQHxlhd399YW8J54ANmNR5GDkKFBBOPznimp9Yz3K8LH3uSLqON95VJqG3/AHCuv8SP668HaCyXwk8QeIWuWWLqSwFGrflfLhMFHls97+2xrSs/i5lrZ29k+A3iS18TfGn49RmGHUtV1CZ00OCQWUuo2+n+ELmfQbLW/D9rrElppWoLPa6jHLe2Fxqtj9oswbwJdPbR2d398fC6Zng0/QvE03h648RQ20wurODRrvw3Nq1gjRKmoxeHtatre6t2XasN5Jpz3WlTO6yQTQB47cfnt49/ZKXRPGDTfCLxxNb+LbY2M9v4S8U3htLvUZruzzcnw34oleCOedmaIw2l1AkMJEjy68lwsNo3pXw51D9qWHVk8C+Pfhr/AMJZpaWk18v/AAnkdmdJb+zti+XZ+MLiSXT59XeSVI7YSXerXKvK10lvDbW811D9fUxuBynATxmY4rD4LA4GkqmKxWIrQo4ahTjGLlKrVqSjTpxUmk3KS1aW9j+asdSxCrq9Gt7TFqM8NH2M+atTla0qd178Wk2mr903ufbfieC60a8tptFt9QsbOW5na7mtWmltoBCLd0lll3uYTJLNOsbLJFs8nhxGFAs6b471a7N1Z6i9j4iuNOkSI3uraRp+oSYkX5fImuoJ5TEY4owT5jIZEcJhFUD590zxr4xvNV1DwzbfDjxh4P1GwlZJYdS+KfivVNC3KqzfY7ZtE1adlhe3ZpI10vSp7Y20QjgZHk8mP2T4Maz4W8ceHr3xL4b07WLLT7m/Fmy63dPczzXFrCs0s8DtdXki27G82mOS5kaK6S5jOChLXUxdOthaOPwGLo4zCYqFOrRqUKkKtGpSnGLhVpVqblCpGUWnFp8rWqbTV/nVQl9ZqRdNwcZOMozUouLWji1umpbrdH81dlaWSxrDe39xEQDIYrO3VY/KK/NmVtiRgMrbWdJzgj5EKZk10vLa4t5dP+2Xq6cFitlCIqGa2s0kW0iu7pCtzKikvcsNkdkk800tvCnmysebisrgOEkEpDv0SIxhlBAxkFmYg55YEnptGeOvtdPggt+BNLgM8irGTLuC4CtIIvmOBhAjLj5sbea/PPrqlomvheqd/K2vrbTT5anyFLPMwqqVGlSoUaEk1JqnZ2kknpe10r6W769ubnt2LEQPJKoj2KkZLISXjhK5ZmldSHZixDbvlbaoJII9IeJjNckRJCcAIFkMjHII3HcRtVl3BBjJUAhTg91ZW9xNp9vLPGsMk91cNHAF2OIIiVhOZVXqszpK2EQvlgvANUr544WiQKZ2LNGixlXjDYJOcbArbQwZPugnG7s3P7ePNypNt22s1fTf5fl0PNjgoKblKTld3stLt7t/5dPxAS2N3LbqukWdmRCkSvYvflZXQhFuLn+0dRvFeQZQt5UVtA+55JonZmLVbu0vIIkWW3mdZHYKkIt0CJKxJ3ANBGVUKSsSqyk7lXanzCzZzzxRXckFxDHb3MSrcTOU+WLeu5beKXdLO3zEsLfDgYJlCRTNDp2uoW11FHBKokYuBJKiIsjKBgMGbJOwhxE2Sy5j5U7ds18ROPK3eXPulb3eVJK1kui7X6M6eSjBcl0vaJtxs7+7orty67/D+J5drOkPamS6jX5JVZZI1Xd5bcB1CjmNQzEKGQjapB3Hp9E/DL4iaT4p0eH4d/E0Qarpd+lrZWWo38sqrdGBWitbPULzHmWWo2vmquka2AJYsmC7aVWBufNr9ERZUR4JI2R3gdozLLIRgudob5niQNMrFMDDNiMK5HBCOGCVLSScG0uX3ROIVRIbkEF4mLv+9VgoOXCkOdnlgY3duX4mU7U53V3eD1Wr6W2fZ9+p05LiFhsb7CrrSxP7uMZ6xlJuNouLvo1dKVnukt0ereKPDl/8FfGelXsJ1LWfC1mmpw6I6zRQPcIY7h5dF1JCXFtd2dxdxyOyB7a8jeK5tJUiZ0h9h0Pxfo3ia6l0vTXzrNrp1tqWpWGALeJrhLcyrbzZIEkdxcGJsfKSj/aFDhHHDaB4vt9b0tPh/wDEWZZ9JvLi2Fv4iP2VpLeNLhbqOz1YXEbRxwx5lgh1S3e1vNOtpJRbTQSLHcQay6TF8NvGGl/YtL0tD4usryz0zTbD7Xda2I9Hvbf7Zp088w8uZbKOR7pJ1+aaS4srKVw0tiE9/D1vY1eSN7zblL+WVuW+jejUb7LXrqfX/wBnzoTfsZJ4eUtYt3qQvraz1aVrXTVrpPV3faXjxGzubS9hF3YzG2gnsbpA0aySXdr5Qlhk3BS8qxAOoZXALK0qbcZk0+qadqegXUTPe6PaarJPqcxknbUbezuNGm0l0eMNM99bQPHptxHboj3Mf2eVoHuo2WC06TVRpWuaRFqNlcIY5LnSporqDbIwSLVLG7G2RVfMbPAm8HdtClu2az2EsMpilREuEU70KgxXEX3SyK4IeFt3IbJQnax6MfUq0oYiKnTmo1VrGUUrLROzS+JPZ3uzOVPkvB31tvv027bfNeVj0vT9ctxcGzhuUuCbK11AeVveJ7K8luYre4guADbzK0lncK4ikdodqGUIJYi8Wq+DvDviIm78oWeqhkkh1ixCwahBJHnZulC/v41yR5UwdeTtCkKy+VaRol2fGFjrWiyRJNNA+mahpdxLHDa3tpdXKXMjrPPKkVrcLMgliuvnkM3/AB8pcCa5lPtV1aXWkzujlVeLaJkR96qzlgvzAKHRyjiOQACQo2BuBFc7k5L2WIp8tX3U5JP2c47Jxel3ZJ8qtb84nF8l3az/AJXtta676aaprQ19C+KXi7wJPYp4j1q5sbi1P2fRviBpnmNdwKCiwxa/aupttX05yFa70y9e4nk8uSW3e8mWCGP6D8KfE74W+MfEFnD8T/DGj+BviJepbLovxI060V/h541v7hIPtEthe/apLaw1VZBNJ9k1c2eqSK8ny6jqMkVinzpayR6u0WmCyj1C5vZYbaHTJLaO+GoTzOI7ezWylhnS8luZmSCG18iZrmWRIEikZ1RvZdT/AGMfiD8MvCFn8W/gR438O/G7whqlh4qvviJ4I8OnUdRi8IzeENU03SdetptC1eKLUb/+xtQvprDUvK03TPEGg3FnqVrc2VvZwX80M06FWnCTjGVSiteTVy5Vvyu99OmnT5lSxnLKkqydm4r2sb88UrK7VmpLX1exv/EmHxL4J8Z2mmvrk2l6Xr9hdzR6t4n0yFvDdtPGYzD/AGLq8Usd5cvIHczxataR21rMohvL6S7njsoPnu/8Rw6P4iupNauLTxqoRvszyPMtukqs2JLS2aJrSNBs8t0S3dJFbfayyANNXR3P7YNjpXgG90t/Cdl4zt7KW2XWfhl4wv0tjZ6bHvhvNS8Hay0i35mt0YWtpZWVvJqljLOs1ta2lvDLPJ2Y+BEfjCDw9r3wvtku5vt+iXXirwFPd3Gp69oUMuqxXF5bWt1JpmlPqmnxw+bBKH020vHgkMUf9oWyXd6ucMRR5XaooxgrzVa0FTWl05trRJPWUle2p0e2pVZWly1UlG06d5XvbV7uMn1XQ+f9U8QWWu3011cww6chgaOCPTrOFYUljL+XHdRBrd3WRnCSXqu8sewlbSdSqR+Yavqmq2eqWdtbaet1YtJafbG3lsWk6ahHcC2YI6C5tbldLeTzGVJLKa5ETLNGuPvrU/2FfjdqkXjHxjex+CPAej2+r69qmnWHi/xTDpd7qWnzanfS2KWpsrK+0bSBJEYRBb69qGjtCWijuJYY8+V8UX9vd6Xe3theW0kU9jMba6jdY3CyLuMbJJG0lvJHOqmSGeGZ4Z41863keFlc8uXZ7kuZ4jE4XBZjhMdWwyj7fD4fEUq0qO1pOMJN8t7xclKcE9NztnSqRpQbpyhC65ZSjJK1ls5Le1/l1ta/zT8WdL+JdzrFzqPha8mj0i6s7YTwzfY5rbSRZQHfcQR3P2mTzJmVmd7S2idjOA8kqxx/Z/U/g14a8W6TIb3wh4h8QfEbwY81npnjLx9r2jTWHwt8M+IL2AXEdhY3N3pmryR69NE2JLe4t4bi3s5LLUJ4baweS6tfTbDR7/WIna3s8wxPCkkkjRRoTMJdnlpI6yXCAROJmt1mSHdEs7RtcQCTsNK+HWqjSdY0VfHHi3w34U8RxRv4j8OeGtXvNG0bxC0DIbcanDA4SaMSpH5/lRQPeQwxQzzNCiofX/2XknCtRhNTspXT8rW2atbSzXnsRWzTHVKNPD0cVOFKm7qmknDdbxWjla6Tulq9He5kw+JvCPiTUL6Dw54m06/SwNnHNfxz3Npp1+8q3CSyWEutppdxekTW4SJ9M0+S0uSyG2uWhnimlZ4rubjwTe21j4vsNQ0b7dFC1lfXen36aVeSTvKiWkWpvbfY4rzEYd7S6lguEEsIdA8gWvJ9b/Yz1/xDr81t4X8fWWm+FRcf2lBFdw3MeoQzyRxvcRy6ltvrs2QXzX+1XUk8cUoieWKR9kqfcngfXk8K+EdO8FeImsPHmiaJaWnh+6mmmhN2dPsoILC3jDagn2bVLS3jt9yy6htvL0xSxNa2MEFtcXXi43EfUKtGOFlLFqb1wtODlXo02l+8cpTa5E1a0pQntyKWh34al9epSnJRwrjy2q1bqnUneLcIpK6m7trRpW96S3PmdrSK6jeSApskG3kFGOTuHy7ih5TBwQe23gVtWem+KrhdKB1eLT9K02+sruazvUlnXUre1febKNWlE9vFMQpmNu8KTIAkkVxC0sb/AElD8OfCXjLxBb+OPBXirUNPRrzF/wCGtZsU1XR7qK1jQ3VtbaLq7MmmSRQlJZrrwrqX2C0mEUkgDOQ2p4o+Fn2iaS4s9sbB+LcxxwxqCDjyjFtUbc4HyBiDlnPQc/12GYyUKKppU7+0qTa9tRqOylCNKXLOElrrKKWl0mbrDzwa9pVU+aXwRhb2dSNoyUnUi3CUXfZOVndNp6LyCX4h+P8ARBqmleGJ7m10S98OX8UTDULea2TVZLe8iht10rUCtrDBcM9sn2qNYpYMyStJuTB+PdX/AGffiJ4r02W4bS47bTXChS1/Yzz3sLW7RTLFHY30lzEyJKUKOILuRpUe1jkWOaeH661Xwzq+ku/2y2lCL93zUdVZQeNjFSHyOM/Nk878GsOC4ubKYPYXl1p02SGEEzRBlzlkljJ8uVCcBldSrrkFSDitKmW0K1bB1qkqlR4O3Jdpqo1y2lNcur93VXd9tnY+r4e8Rc74ZyPiLI8rp4GlT4ljShi8VUo1JYqhTpU6lJwwz9sqUVUp1ZxcqlKo1zNws9vz++JF3rOjeIdOj8B3mqXkeg6YNJ1Dw3G0f9q2mpx3c5up59A1G0t5b1PIB+z39tBq00qKGuNUQyc3dG+Omr+E5dHvtXt9V0O6ew+3Rahpkt7pPiSaZYYbkWtraJfwTM1xDObrYL8RSBSsSPcXFtbv90eIoPD3iqKG3+IHhDSvFSwbZYtRFnBFrMBBJZ4JtsbJLI/mvIbO5sfNM0nmM4wK8T8Yfs16H4yXz/DXiuz1VZcKfD3xCtXnu7SKU5e30jxBZfZPEGnQW6qzLbRJfwOfs0HnC3gaWvp441VJc0tG2uaytslrZaab6I/MauEba9m3q776620d3r26vd2synr/AMb/ABZ8S9C0zw9q+qXer6VDKuuW2oahpK2F480KXenrYyXkFnp0d55Aurj7VHPBd3iSpayTXzMSH+gP2ZtVt/B2h+JvF13puoX9vf8AibR9AuH062N01jZWtvI0uoXClo4ltYJdYhRzLPbpJNJBB58bSRmvleXSkivdE0nQ9AFpA+k2EGi22mRSz/24r3E1jBqljGkRnvP7UNnCYbom6udTIW8a4uFngY/pL+xxoDad8PNLgvEks9Yvr3V9V1S1mHl3dvcX2tXLRR3UMgJH+i21nhJEKYjQAkLx8PWnLE8T4ivBv2eFhSjTm4KSUowg7Wur+85dV3uf2DTxeC4V+j/wtgcZCFWrxDmOJxuJwarqhWrYeWOnNuErSlpSoUqfOqcoxm+WSb0XvPhDWdD1vxjf+MbbXjrK6faSTXtrBZW+ja3DcXFjbaTFZ6lp97pj6lFpCLcuqvpVzb2N9NHbve6lqS2caT1vid8ZLm1vfDmgRw21xdTx6rrGq37Kyz6fo+n2rhliKvFia81Ca2IabzlEFrdxiMSSRSpo+P8Awn4Y0fX9G8QW2mW1rrz2upf6TZh7K3MV19lSeWSxhxZfablo8y3kcUdxJiZZWkRkWH4G+KfxCt5tT8aTaLeWOq+IbSKy8IWelSuzPHJcXy3GpLPbl45vJjtrW/8AMuIPkVvLO5QvP8+eMeNzbjPjPA8H4GdeeXZVgoTzGhhJ1aeGxmYZtKhTpPHRg1H2eF58K4qq3ThJ1H8Ulb8fpTwlZ0J4L61WvTVDDUsXGnVr4SEKtWUcPSqRuqkYxtJ1OSlZylHkjCCb+5v2d4bS90Kw1XxBc6Tc6r4vu/Et1cRzq0GtLPqWpXN6Vs7qJWM9p9nuDClrJMDaxSW4tgkdsDN9QeGtC0vw5pFtoulxCOw07NpaRssaGO3tcWtvGohjgTy44IY44SIx+6RBliCx+PfgT8S7PQ9K8K6R4otPFmhSSWMT6Rp+p6Vb3elXUWqTXE2gPYwWsUWr6dPdte2M/wBtlj1nSz9rucapDHIhtvtu2kEdtACGP7teSpbJ2jdyuf4sk5xknPQ8f0rw/ClguEuHMsjy0q+Cy7C4fFYdb4apSow5qEt7ezk5QVm0+XR2Sb+JzvJc3yvMKlXMsHUoQx/NicHUlyzhiKMpR/eUqlNyjUWq5rScouSU1Fn8tC/aRE721rFIxdQplDiMB2zLuPQyCMO6/eUEgHdwBp2kN2IZZWCljnfJ8rqiJ1JwFyByAAzFDgByzYrOtNVt7iFswKwCxgx20RaMSEBWZ9zAom4kbTvLHbtKvuatTUfEmk2UMNpJHKZLx1E62wj2AQ4Ywkj9/scyfMflRzHGAw8tg/xzVWN06bSb3ad2lbr6/wBWPx+EFBJW92922t/5n+rIr4CZIZraW7kXydrwy7IoFdMoUg8qMShN2ZfJLlpJd7eZEsitHm22nedETIrQwkIIxI5DYw0bRpDG6xpkKxeRAhOd20OoxFf3k147eQHtbRT8qrNNuKK2A3OFHBwFD7VLMQWYbhbg8wJGuDGuCUaQeZgEEZMjBiofIHDsGHJPDNTk5wjGS0bVtHrG1r/i+j9epE8S/eSgkr6e77ulkr9Negt3bQ52KyQhTvMaogL4ycou4gICAFD5YEAEqRmshmRVliR3IlBQbW2vtxkttUEDZhWJJVAVx/CpGugkDBGkBhRi0xi8vJUqE/jjkKsQR82CCcAhvlqlJDGdrbZCm4yKQMYjIGAFOSqfKpaNo8rlRtAJopTs7ybm3umrvp/Sf/DHK3dczd5N27bdbfhuWJLnTk0rTLK10rTdIuYrS4g1DU7a81Q3muyT6hd3AuNQ/tHVJrO1S3gltLQW+n2ljZ7NOju7hZb6Se4dfDd/pfh641K9vE1uS9GgeItG8OR6TexaZ9m1TWrC40ee8vz/AGTqMmqWdrYalMk+gwfYpL+SeC3k1qxs5LiOWlNA915IXdtUFmxHymO+FDtu2jPmEKQ23iM7XHOXkc/mG2SQKpdw3lo5dNqqYYxJJIZGe5dlhVN5k3LGpdy7GvQoy96Mo7xv02el1bdNaf5msai5qdoyco2imlbXTVOz1T2er26HQaNDbaX4nsx8Tote020t57ePU7SNotM1S0VbZRZu9jqWnXEH2dU+yuYmtxDcW+UeSMXEcz+teGPiR4YOvw+DNcdpLCzEEWgeIr2/na7hjnSHdoup6lJDY3cM8cpjZb6JjG2o200gkSLyduuv7PfjPWNIgbxPLFZ6mqxadpd1qOtWN7YC1VY30wmbS7jUL+5sLjzZHaaziu57JfLQ6e8G5rfD1v4OeEvh9YJceKry58WapPBc3kltZ3kHhvQ0+zCEfZrmeV5dY1iWU3Re3Syn0i68iG6nOwRsh71i6EKsVOqvaNW5F70na19FrZrS9rNn3WWYDPFFPD4OvOhUnGo8RiH7OKi7K3tJtuTXVQUpJq3Lueh/E2zh8HeCdZvvCwlSFtNa1ARFmkspZDEvnTxKrJLPBCoNveTiZpJjCEk3sVn5f4d6rr3i7w7Jq/iwW1rf319NNY2tk8ivpltEotRbusk9w8Mqzw3AeGR3uUH7rUCbkTRx8nYeNda8X6l4Z8ISs2neB59Y0vw9JpGnW9/JaXYuA8Nums3oN5rGoadptuwuJJdYvbq5mtrdp55DHGVPs8Hw11Dwlrd6l/430+XTr28v9QQXscq3Nxezzl3EJeQBYIx5crT7FedZCstoskKTD18FW2qWkkne0r22S00/roenisBXliafI/aznBQdOinUl7R8rSsotyb2XKtU9DKJmt5xFODHN1hnjBWG5C88dfLnUDLQlssAXhLxrII6Wo2smoTR3kV5cWWrwyW8iXUcjAXX2S5t7uGC7QvGs9ubi2gkeGZxDIUyHtpWa5rqZJNL1JrjT/tFpLPCVEqxTK4zukCSxMrB1BaJijgKAyEAhlZa5bU2k0iN3vN0lsskca3aoS6NI6RKLxeFVSzDFypVHX/WBJAGl9yVOhiqLjO0k/eTvrB2VuWUWnGWnR636pnDVo16EkqkJRV7ShOLWqbT0aTummu6knF6pkniTxBZXvhnWRqdosOpWWnTzX2jb8W2oQxqTNNpU1y6G5t/LVppbWX/AE6xXdHcRyFBLJ92/s+/AT9rD4vaPNrFglzofw/17Q4/DOofE2f4meJvhfrfifw3p+pWN+YLy58NR6nrniBoG02LT4vFdppej3lxafbLG+8SajKkscX58a7pdpremXmnairGKe3ljEsR2SxERssbKwBBaJj+73htqtJEyyQT3EE37I/Fv4m6zc6L4T+GHh+R9B8C+G/Duk2qaLpcskFpe/ZoBa2MNwyv5k+nadY21tFZWcpaISmSeZZplt3h/H/FTj/NvD7L8CsFClWr5hUrQo4jEQ9pGnToRo816ScVOsvaw1n7llJ8knaJ6GT5PHNsS41qjjRp8raj7sm3JJK72Wj1S7fLlPFv7N37CfwlgPjT9oDx/L8S9f0WU3FzpnhW5n0DQrW5MvyWdx/wj+qPdeYt46Qw2d54vg+0M8QXTJJCRXhvjj/gqzoHg+xufC/7NXwx03QdORmSz1nUrW2Wfyow628qW62Nu0pt4gyEalbahdyxoDNqjyFpT558dPD+oeIPhvqemafoV34juLjU/DudEsZHt7i/gj8Qaa9zCt1EGe1jECyNNdceRErS70WMuPFIfhB4ggl1XW/E2oaB8JfDGtWcumf8It4T0Wx1/wAST2M+nC2vLGfVodPuruaVrS2uJ5DbS6xFZw/aLiGK2CSzj5jw0zjgninI8TxL4n5vjczxks0x2DwPDkM5+o4Ot9WpZdUoQWT5LhcXn+OxGKqYuuqbw2EhhEsPKGIxKlUk4HEWGzTLsfHL+HMLSgpYejVxGYTwv1ipHmnVhKSrYmdHAUY0lTi5OtU537S8INwPtXW/GPi3x79k1bxfruqa5eTwxXCm/u5poLaSeMPILO0JFraIS7DZbQRKAfu/MRXNP8M9Lghn+L3xJ8K+K/Efwj0K11G2vm8G6toNrf2Wq2ISSH+0bXVLmM2tlfz3NvbJPcGyjupV8qK5aX7NDc+ep8TNOn1XTLPQ7a8vfDVjqj6VqmvWtvJq32iOHRvEMSrZ2OlxXWoDydcsNHtZ7k26fNf2amCO31Kznn+ifh98TLfS9W1LwZaappmtzuqTax8N/FFvC+lavaMILxLrSJby1uIjexL5D3cKrfW0TxQzXmlq7W98vxHg/lGZ5H4iKrnGDr4PD47Js0xODo1b+0hSnXw0adPEQ1lh60aVSjUlQrqFanCrRlUjebPpc4xEMxyl0cJiKU6lKtQjUkrWk4q81CX2uZ2gpRum4yUW0tPAvDbx+ILHTddPha88O22sC/Wx0yOSaW6tLaK4hWFnnn0fSXnQxuoW/mtNNt74Is8VtbrMqj0jxD4X8QaT4ch8UQ6brDeFLa5jtP7Zl0O5GmQ3E2AtqdWW3awNxIWUrbicMZJAIkYHy3+srX4d+BPiJqEWs6BqGqaHJYadeJc+DXh0661nR9QVQNO1HTrXxD/auja/ZadO1vcSaJqbNp2sC1bTp9fX7bc2Z+Uf2svj/wDEWfW9Qjvb7xVNqOneG9P+Hl9NdfD3Svhgvi3RdLvLPU7m2j8J6RczQnS9T1yz0w6r4gvry+tre006y0bwBpmiWt1rV1q/9bVlh6OHq4qrVvTi7pQvLR2SSSu2+yS7+Z8MlWpYiNJUlTjyuVapNpRSjZtNya1te3W9kuiPBH8dXlsbyCzMN5YyfujDdW8qpJHGYSu4O8bkRvGFVnjifBZvleVwV0HVbXIn1aze/wAlpYoRK8VpHKxkMazQRjfPEcqpjhurSVMBlnIXynx/BWvj4uXSaIngbXrHxozzpMnh7S7q+sJ0CSyWuwultHbh0huBKbx9xWzd0uJNkjSfRmm/A+50GO1g8SwyR6x9hjuZ9OkMAWyaX54luUsruaQyIqSsUmlgyrRGW38khpfNq1cLVwqqJVXCrKNO8VKNVyk1yx0tJX3veKX5etgm8RKDw7hJRvUk5NOCUbNzalZ2XZK9zzK6k8QeI45ZjHqNnozeXbW91pt1e6PaaW1kC1tONT09tPhsbjTWTzoNtxGkDmQW9tGlxJHJ9YeB7HxbBokEPivUBq8ZtoXtLy8Qx67KvkRhQzMiXDoGLs13rkV1qV6EOY7BgGnboE02jRR2FxFbpYNEYVhiihazMTx7JIXiEaoVdWKlGjC4baSQxFb0+oL5k0umP/pcjyT/AL0loDcC1S2iDsMubYeXEzxRtHuZQ6sGaQP40suqYidKXs4YChh5c8Pq8msbOOjtOrFRcIy+3TUpOS0m0tD244ulQjKPtZYupVioyjVgvqsH5Q5pOUofZlyxs7aSKWoWq3C/Z7yFT0IR0DqVOMuQOyg5JHzdCBwSPKtd+Fdvqzyvpe2KYAnypATGzYOcEsfLJY8AkDkjgiuP/aN/aAtvg9pd+q6Pql/4jks2bRI/sfm2DzukjxyzmWazhuTAUaQaTY3L6nfqrx2qiZlz8t+C/wBpb4n67pt146tkt9NlvLOWSGz1M6jP4NuoyLpYp7QrFp88MtrcGUXIaGeUxxWltJdbYy8Xt0ajqtulGU6UNHVXK4e0XJ7kHaPtHdy1inGFuWUr2ieZiKHslF1ZRhOpyuNH/l5yO3vSir+zj/Kp2cltFLU9q1nwRr+iyOt7ZuiLuIZcSw7QxHyuBhccYGTjOOpBrjLm2UxPFc2/mxNuSVZVDxMjAq6tnjJ6EMVyD35r1j4SftMaZ8YLi48Ja/4Ufwz4tt4o7k6ZNe22qWmoabNDbS211De/ZrAxahPDdLO+ktD9qSKGe4Rp4Yi69x4s8OeE7bw/rHiWAXH2bT9OuNSmbTIZdTF1DaRPJKtpa2okkmdwhWNYfMVzySiHeo8RBP2c7RqRjGU4tr2kVJaOcU2431t8SdtG2rvF0JqPtIX5W2lLlai2uW6jKWjaum0tVdHy9PoOi6i+im4V4h4fRF0n53YWsVvKt1FapLHmd7ZJo1aK2uDLBGxkEYTzZd30r4Y8c6Pp9vDLrKR6PcQ24Ztf0Oe0s1UI4Yz3OjPcC0uXI3Avpy6U772VjIrNnwXwt4o8AeM9E/tjw7qEUZhRJNQ0vUXitdTsDLHPNFFNBIY7UySCCREWw1C786SGVIpWeNlHBeKL2/uLkeTJJBaQuTDDMpeKdlY7HuIpZLpVcj/lkxkhXJUB/vV43tquOxjhgWqEYSviK06avNwbgouF1KSt8L5ldXdrWPfliqqwGFhmeLxONp0KcoZdhXiKk6WFhWkqtVUF70KUJT9+pCKUed80lc4D44ftL/Eq+/ab17QfDPxDSHwvpemaTo+n3v2cXuk2lrH4Vstdu7iCxuIZ4Lm9bUL24iuDLbXjS3e+GCRwI5K+jf2cf2a3+LtxP4t8V63LpXgzWJJdTv8AyJY7Xxd48u7+eS4vhDMpZ9E0C5uZJDPPABcXIUJZxMs1vqdj8EfELQ9K/t2JtM8NQr4t15Ws31e7vV0zTT/ae+GSVfNmW0u9Stra3uLnzjEq2lqr3V3cBI7da+7PhZ8ZL3wLoPhTwvqlnPrel6ToWmaVpt9osMVjFbWGk2psIbrSppI4brXbe8s7eJn1DWRawhVcaVbwwA3V71YjL8DSxix1LAUFjJ4elSxeJw+GprFYiNN3j7aaftKsIS1irzcUko7I7stzDFYDJsQ8Ny0a9fEP/asRNOFOg4wVOjh9Le0upOU5xjCGjilLllH9dbnwfo1xHp8f2dPK0lopNMhYefb6c0DReUbGGUstoEEESr9lMJCoFJ2iuljl2DYVCMoGRuTHcZXcyZU44wCOxOcivgeH9r7TfDdn9tuZbrxBYH+ybeKxisWXXHvdRubTTYbS0spJo7m4P2m5FxPKoltreySe7Mi2sPmD17U/Enxl182OsfDjXPhRd6JfWENxPY+OE19dV0q9nlnuWtUuPDUaQT26W89vaot3aQXUQsx5s17NJNct6VWhXp06FapTlGliaaqUZ2+OOnxJtSjNXXNTlFTjtKKeh8esasTUrYf6zOrPCVZ0alOUpyVOScZT9nzRacZuSm6lNyjNu6bZ+F3g3w1puv2et6ncLJaS2+mssEFgIIbaJjeXVq8ypLBO5nkhtgrSNKxQyytB5TeUYsf4keHtP0CbT49L8+AyaKl7LKZfMkknDucnzFZFUjCFYkj+VV/iyxKK+dlvH/r2v/ST5PFQgsJGShBP3NVFJ6yjfW1zJ8M2sb2Ny1w8t06wRPvuJGYlpjIXJCbFHKLjaB6HIq9qW21sIzDHGocPGybTsKxo7KOoIwVB4Yd6KK8Or/Gf9dzwqvwS/wAK/JGNawRPb287pueTzbhwWcKzq7IAyhhvUKoA37iOSGya3bREmlmV1BCRK4wMfM0QbOPu/KSdo247sGbJJRQkrrRbpbHPQScNUnrDp6Ho3wc8FaZ448WTaRq91qUNpHBBN/xL57eCR/MvIopImaa1uQI3jOCY1SXIVhKGUMPovw3o3hzwh4m0zTNB8M6LbJLHqry300N1e6vIYdIubtV/ta9u57+KI3EccslvBPFbyNHHviYIoBRXZTb+s4eOvLKcOaPR6091s/mfqPA2Fw1ahj6lXDUKtSnSxDp1KlGnOdNqnJpwnKLlBp6pxas9jiNWsprz4u+K/EMuq6qsmjQ6ImnaZHcQrpNuL/w/oz3AW2Nu023zWM8cQuhDFcF5kjDzTmXuPFXgjw9daF4d17UbaXU76a3ivolvbmY2tpOLMTZitbdreKdSyABdQF7sBJjKPhwUV6MKVL+25/uqfu0k4+5H3dZPTTTXXTqfdYytWllmF5qtSVpU6avOTtTUadoav4Fd2j8Ouxxvwo8Z6p4q+LniH4Y39rpVp4OTRb+K20rSbBNPhsJNOuYZrC606KJzbWFxaPI4i+yW8UBhklt5YJLeeeKX46+NfxP8aaf4u1/wna6zcQ6JbWmqamtvFLPBK9xL4UMMga5t5oZ0jaO1iUeS8MiDeElUORRRX089ad3q04pN6u37vT08jxIpUMRVdBKi1l8aqdJKm1U9pS/eJws1PRe+ve8yz8Fm1K+1i/sptc1c2kMt1GIJLiC7Hl2U91JEscmoW13NaM72kHm3FjJa3bwiaz88WN5e21x9O6pIW8PX8rqkjJpl3Nh1yrNFbNKgZeAV3KuV4BAwaKK1oaV0lom1otF06Hn5xUnUlTdSc6jVCKTnJyaTrVZNLmbteUpSfdyberZgOgtL6WwiJ+zeS7xo53mEK6IIomPKxAN8qtu2YCoVQBa/Rj4patc6VpMuuwLFLe2PgG31SNbhXaCW5tdPnmQTrHJFI0bNGvmBJY3YE4kU4IKK/nn6R8Yzo8IRnGMoyzDGqUZJSTTeXJpp3TWr0fc24XbU8Y1dP2S2/wANRnzLrvxG8X23hm21a11RLa5h8O+GddmWOw094b248TeIdQ0i5trlZ7WaRLSwtoY304WUlpdCdd99dX6kobnhbw7aat40gj+06jp0U2hahDqKabeNG2sbtE8A3l5calcXS3d0+oak/iG8iv8AVLae21OWGCyWO7iaF3lKK8zK8DgsBkGIq4HB4XB1K2E4tjWqYXD0sPOqsNSrPDKpOjCEprDtt0FJtUm26fLcxx9WpUxcI1Kk6kY4jLHGM5SlGLqSp+0cVJtJ1Pt2+L7Vz0zxOLDwZE0vhrRNC0mfU5Qt7c2Wk2lrPcFFCpJO9skP2iVAcLJciZgAB0Ar5+8SwJcMLuV5jczz/a/tCTSxXEF3CTdR3dpcxMlxZ3CTIHjltpYmhctJB5crNISitfAVLGZNm2Z4tLFZjOtRozzDEL2+NnSjKoo0pYqrzV5U4qMUoOo4pRiktEdvECVKpRo0kqdKKvGlTXJTi7J3UI2indt6Ldn1h+z34y8QeMLPxNba/fPd3vgrVdMtdG16Pdaa95Vzp8l1uvNQtGhFxPCR5CXIhjuJoC/22S7lkklf1/xb8ZfiBo9rJaLrEeoQefAWXUbGzlEiR3Lr5Uot4rVZY5FGJPMVnO5sOpOQUV/QWGnP2c/elv3fZHJXjGeGoucYzbjC7lFSb962rafTQ5nUfjX4vi0GG4tINDsJNV1K30+dbGxuII4optKgumlhjF8U88OSivOJ0Cf8szIBIJtH1LU7qW51G+1K9v765DvPc3k3nM7bQoCptWKGNAiiKC3jighAxFEgJoor0KrbjRu3/ES/FnlUYxjUkoxUU5Waikk1eLtZablm6uZoI0mRyWmbEivlo23ZJOw8Zz369PQVBI7aZFDc2hKtc7XeN2d4lZtxJjUtuTOem8jHGKKK8vNZOGCbg3FtpNxbi2nGTabVm02ldbOyPWyuKli4KUVJJXSaTSalGz16ro90eNfGjU5dRtNO0W/trC+06/i+3XEF9ZQX482OaREWEXq3CwIm1XUwqkoZRiXb8teHTafZz6cNPkt4zYiJ7dLUKFgigZ2dooolASKMvJI5VFC7nZsbmJoori4fio5bRcYqLm5zm0knKfPNc0rfFKyS5nd2SV7JGufylLH1FJtqFGmoJtvkTVNtRv8ACm23ZW1bPMfEPhnStA8P+J73Qkm0i/fS7qVNQsJmhvreW3t5Et5ba4wzwtAsUYhCfJHtUqoYAjW+CHxD8Vad4t07wfFqU8+h6dofhvQbe3vri9vSLbWdY0u7muj9pupIlv7X+1b22tJ4oo0Fm8cFzDdeRC0ZRXTmemHnUWlSK92otJx1S92fxLRtaPZtdWY5TJyxFKjJuVKcm50m26cmlZOUH7smlom03bTY+j/jB8E/h/r1rrviEaU2ieILKC7vP7Z8PmDTbu9nso5ZopdRi+zTWN7OzIgkvJrM33lqsaXUaKqj89NA+IPiuG80awu9SOsWd7fabp8sOrRRXTqmoX1nbSzreIsN+9xHHcSeSZ7qaEMFLwyAYJRWFLSVGS0lLkUpLST33a1fzPHxTcK1SMPdiq0rRj7sVrHZKyXyOi8fWem6Trvg3V10rTtRvNQ8XaRbTnWLf+0oVhbSL6FIoLe4doYYo5zBqD26ILe9vbO1/tKG+tEktJfTY2a9mMlwzSS4WUTE5lV0CIrBjn5lXAViCygAKwUAUUV9BSScldJ3UL3V73lrc9XETmsvo2lJWlUa1ejvBXXZ20Kd/YQXhka5MkrIgIdnJb5AQoJOfuhFCngrjgiu50L4meMtMgks11VryGLy1hOoxrdzxoN/yC5fFw6AYCrNJII1ULHsXIJRXnZnCEsInKEZOE5cjlFNxvVoJ8ravG60draaGWVyl7ScbvllCnzRu+WVm2uZbOz1V9mf/9k=" width="286" height="181" alt="Plaza Chimalhuacán" style="margin:0pt 9pt; -aw-left-pos:4.5pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:10.4pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold; color:#7f7f7f">COMERCIAL</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">Ubicación: Chimalhuacán, Estado de México</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">ABR: 31,204 m</span><span style="font-family:'Calibri Light'; font-size:6pt; vertical-align:super">2</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">Terminación de obra: 2011</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">Uno de los principales Centros Comerciales en Chimalhuacán y de las zonas con mayor densidad en el Estado de México. Entre sus principales inquilinos se encuentran: Sears, Cinépolis, Famsa, Elektra, Recórcholis, Boss GYM y Coppel. </span>
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" width="287" height="185" alt="Plaza Peninsula" style="margin:0pt 9pt; -aw-left-pos:3.5pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:6.6pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold">PLAZA PENINSULA</span>
</p>
<p style="margin:0pt; text-align:right">
<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold; color:#7f7f7f">COMERCIAL</span>
</p>
<p style="margin:0pt; text-align:right">
<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Calibri Light'; font-size:9pt">Ubicación: Cabo San Lucas, Baja California Sur</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Calibri Light'; font-size:9pt">ABR: 7,183 m</span><span style="font-family:'Calibri Light'; font-size:6pt; vertical-align:super">2</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Calibri Light'; font-size:9pt">Terminación de obra: 2007</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Calibri Light'; font-size:9pt">Plaza Península está situado en San José del Cabo, Baja California Sur en un lugar privilegiado y estratégicamente ubicado. Su arquitectura y diseño abierto concuerda con el magnífico paisaje que le rodea. Entre sus principales inquilinos se encuentran: BBVA, Actinver, Office Max y Starbucks. </span>
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" width="286" height="183" alt="1 - via san juan" style="margin:0pt 9pt; -aw-left-pos:4pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:7pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold">PLAZA VÍA SAN JUAN</span>
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<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold; color:#7f7f7f">COMERCIAL</span>
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<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
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<p style="margin:0pt">
<span style="font-family:'Calibri Light'; font-size:9pt">Ubicación: CDMX</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">ABR: 14,363 m</span><span style="font-family:'Calibri Light'; font-size:6pt; vertical-align:super">2</span>
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<p style="margin:0pt">
<span style="font-family:'Calibri Light'; font-size:9pt">Terminación de obra: 2015</span>
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<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Calibri Light'; font-size:9pt">Una de las principales plazas en Iztapalapa y de las zonas con mayor densidad de la ciudad. Entre sus principales inquilinos se encuentran: Soriana, Bísquets de Obregón, Honda, Toyota, Cinemex y </span><span style="font-family:'Calibri Light'; font-size:9pt">Dominos</span><span style="font-family:'Calibri Light'; font-size:9pt">. </span>
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<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
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<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
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<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
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<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
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<img 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" width="285" height="184" alt="Agencia Suzuki" style="margin:0pt 9pt; -aw-left-pos:4.5pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:7.7pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold">AGENCIA SUZUKI</span>
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<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold; color:#7f7f7f">COMERCIAL</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">Ubicación: La Paz, Baja California Sur</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">ABR: 1,248 m</span><span style="font-family:'Calibri Light'; font-size:6pt; vertical-align:super">2</span>
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<span style="font-family:'Calibri Light'; font-size:9pt">Terminación de obra: 2006</span>
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" width="285" height="177" alt="Plaza La Pilita" style="margin:0pt 9pt; -aw-left-pos:4.5pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:11.4pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold">PLAZA LA PILITA</span>
</p>
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<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold; color:#7f7f7f">COMERCIAL</span>
</p>
<p style="margin:0pt; text-align:right">
<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Calibri Light'; font-size:9pt">Ubicación: Metepec, Estado de México</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Calibri Light'; font-size:9pt">ABR: 6,450 m</span><span style="font-family:'Calibri Light'; font-size:6pt; vertical-align:super">2</span>
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<p style="margin:0pt">
<span style="font-family:'Calibri Light'; font-size:9pt">Terminación de obra: 2010</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Calibri Light'; font-size:9pt">Centro Comercial ubicado a 5 minutos del centro de Metepec. Anclado por Soriana y Cinemex. Cuenta con gran variedad de servicios y un amplio estacionamiento para más de 330 autos. Entre sus principales clientes se encuentran: Coppel, Cinemex, Cash America y Calzado Andrea. </span>
</p>
<p style="margin:0pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
</p>
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<img 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" width="285" height="146" alt="OLAB fibra hd 5" style="margin:0pt 9pt; -aw-left-pos:6.5pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:5.1pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold">PORTAFOLIO OLAB</span>
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<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold; color:#7f7f7f">COMERCIAL</span>
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<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Calibri Light'; font-size:9pt">Ubicación: Estado y Ciudad de México</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Calibri Light'; font-size:9pt">ABR: 3,519 m</span><span style="font-family:'Calibri Light'; font-size:6pt; vertical-align:super">2</span>
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<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold"> </span>
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<img 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" width="278" height="185" alt="BAES fibra hd 1" style="margin:0pt 9pt; -aw-left-pos:9.98pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0.59pt; -aw-wrap-type:square; float:left" />
</p>
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<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold">PORTAFOLIO BODEGA AURRERA EXPRESS</span>
</p>
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<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold; color:#7f7f7f">COMERCIAL</span>
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<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Calibri Light'; font-size:9pt">Ubicación: Estado y Ciudad de México</span>
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" width="277" height="177" alt="hyson 7" style="margin:0pt 9pt; -aw-left-pos:6pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:14.7pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold">ENSAMBLES HYSON</span>
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<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold">INDUSTRIAL</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: Parque Nuevo Industrial Nogales, Sonora</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">ABR: 6,733 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Terminación de obra: 2003</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Nave Industrial destinada a ensambles de partes para equipo de riego. </span>
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<img 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" width="283" height="186" alt="VERITIV 4" style="margin:0pt 9pt; -aw-left-pos:0pt; -aw-rel-hpos:margin; -aw-rel-vpos:paragraph; -aw-top-pos:0.49pt; -aw-wrap-type:square; float:left" />
</p>
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">DAHER</span>
</p>
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#7f7f7f">INDUSTRIAL</span>
</p>
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: Parque Nuevo Industrial Nogales, Sonora</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">ABR: 6,141 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Terminación de obra: 2007</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Nave industrial destinada a la manufactura de partes de Aeronaves. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">ESQUIMAL</span>
</p>
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<img 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" width="277" height="171" alt="daher 4" style="margin:0pt 9pt; -aw-left-pos:4.65pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0.45pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#7f7f7f">INDUSTRIAL</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: Aguascalientes, Aguascalientes</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">ABR: 12,786 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Terminación de obra: 2007</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Nave industrial destinada a la manufactura de colchas y edredones.</span>
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" width="279" height="155" alt="Industrial Esquimal" style="margin:0pt 9pt; -aw-left-pos:-1.26pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:11.58pt; -aw-wrap-type:square; float:left" />
</p>
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">VERITIV</span>
</p>
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#7f7f7f">INDUSTRIAL</span>
</p>
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: Parque Nuevo Industrial Nogales, Sonora</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">ABR: 4,645 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Terminación de obra: 2014</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Nave destinada a la logística para la distribución de empaques, cartón y papel.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
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<img 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" width="282" height="182" alt="sqm 2" style="margin:0pt 9pt; -aw-left-pos:7pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:13.7pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">SQM</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#7f7f7f">INDUSTRIAL</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: Manzanillo, Colima</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">ABR: 11,255 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Terminación de obra: 2007</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Aplicaciones a través de sus cinco líneas de negocio: Nutrición Vegetal de Especialidad, Yodo y derivados, Litio y derivados, Químicos Industriales y Potasio.</span>
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<span style="width:150.5pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:150.5pt"></span><span style="width:241.5pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:right; -aw-tabstop-pos:432pt"></span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">YAZAKI</span>
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<img 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" width="283" height="178" alt="durango 3" style="margin:0pt 9pt; -aw-left-pos:6pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:13.45pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#7f7f7f">INDUSTRIAL</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: Durango, Durango</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">ABR: 21,709 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Terminación de obra: 2007</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Empresa que se dedica a la producción de cables en el sector automotriz. Tienen presencia en 46 países alrededor del mundo con un total de 258,300 empleados. Tecnología auto eléctrica de Durango produce piezas de plástico con y sin reforzamiento para el sector automotriz. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">ELEKTRA</span>
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<img 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" width="284" height="180" alt="NAVE VILLAHERMOSA 5" style="margin:0pt 9pt; -aw-left-pos:5pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:7.55pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#7f7f7f">INDUSTRIAL</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: Villahermosa, Tabasco</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">ABR: 17,895 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Terminación de obra: 2003</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Nave Industrial que tiene de inquilino a Grupo Elektra. Empresa de Grupo Salinas que brinda servicios financieros y de comercio especializado líder en Latinoamérica y el mayor proveedor de préstamos no bancarios de corto plazo en Estado Unidos. </span>
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" width="277" height="169" alt="Heineken 3" style="margin:0pt 9pt; -aw-left-pos:6pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:14.75pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">HEINEKEN</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#7f7f7f">INDUSTRIAL</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: Chimalhuacán, Estado de México</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">ABR: 5,942 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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" width="277" height="175" alt="TERNIUM 1" style="margin:0pt 9pt; -aw-left-pos:6pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:15.45pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">TERNIUM</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#7f7f7f">INDUSTRIAL</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: Naucalpan, Estado de México</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">ABR: 7,395 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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pPEOMqk4ylB3fsnUm5RdndcsVro3a5EaWPrSrPDxp06tGNVYadVUoRm6kPcVaFOlDmjCa9+bi04P3OWxxXgv9lX4OaZr/iaztvix4ds/iNbadYaffaRrvwr+M+lWQ1m20u3vpbSx1Xw3aarFbaGs0GkWOmahN4eGqylrm9j8NCy07S7+970/BPQLjULeHwx8ZPgTbXvhPUbXW7nw/qT/ABR0lLrw/pso/tbXdSv9Z8JXVjYabpVo95qd1DfXMNxf28cVlqFlZ6u62RxdnhDwP4q8SeJPDk2ulvHOrf234hvm1jUzbQavHD9hMs2kXls1q8rRpDDC07zQK+n28lqSvl1x2mbvBVktt4b8RfEtPDVzpOrwJfWi/D+XUJob7WLzVNT/ALS8V6j4Il8cM+oSXDiaNNXRIoI47hDHeRG8Wc2xXDuKq0quX0sfGm6KdZYi/N7fnkuSDi9YukqcuaSb55SVtItnD9HifCxxlLPXk84pN4KWXQk1OM6dKX+1Qlezp1XVh+7lO6UJqSbnCn75pvgLxRfan4T+NegfG74EeDrmweWPQPFml+PNZ8PakLvTdMuL/TLLUtM1zwta3F5fagj6Zo+geHLWyuPFbz+I9KkttFjs57nUrb7Pj8cePdN0KTx3+0f4u/ZO+K3h7UE0rw0l54L+LloPHWmadZeK4tS8T+C9dntovDeoeMra/vZPEF3q3hGW71vSYDYeL7XxNqOkza1Lc3/5CXPi7wgfBXgzwZaeJfiC/hrwtcazNpVnZa94TOpWbaiLV7iaS7u9Atlkijjt7u1tp4ms7KE6hqpWO6uH04xffDfBf4ZeN/BuiaLqP7Uvi+bwr8R/HHhPUPCWnSfs8/EmaHR/A01/Z6jLd67d2mhrpN74khsrDVWsFtZJvDXiiGO3uG128tddsE1DTKsbR9lWw+GjKLXvOFaqpyimvsuUVq9L9Ot9DsxuBr1pYbGVqULX5ZVMPhpck0lC3O4ys1HZWjfo221b1ef9ljwx440W6+IHwD1rwz4vtdCXxtr9/wCFLLwbr+keOPAlvYww3lpp+kfDeLVPHd14jQ6uusx6HeeHtfu2u7iDQINDg1m9nvntPl/4max8cv2dLO/0D46fCrwxf+EPE3iHT7KDSvDPhS3/AOEFs11S6uNXfUdd1eDxMt1NrEl6tncJpUviPSjolvAFttNFjZWOny/WGg+Gfg98En8L6Nq/7Vmn2HgrWrzQbXwppnij9mf4geEJ9uhR3cnirU7m8TwpDfaLrWsM2o6ilrrAsLO61A20Tz2yJsue5+Jvg34VftE6Lo3gX4Q/tL/C+a98W3CS6RriQ/EyHxLo8dnZ3y6nquk+ErPQ1j8QeJNPZ2js/B1z4gsVv7L+09RnurX+ymeLulz11Cgpe/GUZzoKpFqS0cXKHxRTto1a9tLpHDJVKUJ4lwfsnGooVnTcIvkXvQpzkuVyjf4bpp2TSufBnhvw58PvFGu3Hh3XfHkPw48SJYWfiC21m0kOiyw2zzmztbGDVrax1M6Pb+cslxZW7tbpLIupPFcPcytHcfTHiP4R/tX/AAMj0D4x/DPTfF/i63sfBXiK71jxp4I+M2labpWkeDtC1LR7+BZom1vw3pPibTDaJqlrNpcVlrNw0eoPstd2j2UF34l4d/4JC3cPji8tPEP7cfw4sPG3n3Ov6HpVj4b1/RNR13RtBl0YWWoeJI/EojTw5dWGt3sP2XThYa/BsaVrW61GCOVNO95sP2Sfj98OTqKeD/j9+z/4V8XeGfECP8O0u/ihp9pdeKIbZbLWrmeynh0jTLyESLdNpuowanDaXzG0u5rp7zS9Tjvr2oYetCFRV6c6bUOan7B2bd17uqW9723uc1LEzrSg06agqiivayvJpq7bSaitdnFta39fz28Y/Gf4reO7rTtc8d+OdM8LTazfWFz5+h+DdE+H/jm98V6ZqSajDr1xq3hG10JhqGoXdjZs+o6yuqx6atnaQ2yJPBcST7/iDw/4n8Ta74a0bxjdX00WqvHFoWt+J9M1V0itfDk8OrQI0UL23mW+lXyQ6j9ptdOdpbiV5He5RSR+wHxa+KPxq0z4caL458WeBvgRBqPjLwlpnhSy8VXOqfEzxHpNnbSLDc6PNo48LaN4w8O3GmT3V+up6DJDr+m3+oW9vayWqXT2VpAPh3RfjT8X9P8AEuqaT48+H37KnjfRtBvtAu/AMeneFtQ1m48G6Le67a2N/BbajL4T0zxRpd9B4Ol1mYWIvotJk1W3srRLTTtHuopT5+LyrGc1PE1cdUjRTjaMIqFOMZcjcZOCS55WSk5ptPS63PZy/NcOo16FLKqNSpeUJVJ61Lr3XJKcm3BvX92oxate+jfzX8RJ/FEmgeCvhOln8KPEHhPSJEurWPRLO1sJYrqxChbrVXgsbbVpbm6t7y4Mt3BFfWT3Rtp5L1prF7NPBb/xHqugeJZ4UEeixl5YNTTTZtRhZ0+z/ZYZDJ9qtmghtlt4ESW2EM2IYI4pBtiSvp34k/FP4FaheaBoU3wJ1LXo/AUclj8QX8MeMviJoOt6QutyWmoLqmiXesXd22r3UU2kmHTItbheyudFa5tpF0i9uorqy8F8f/Ef9nnxhZal4s8M/Bz4xaFaW3izQtItLKDxnZ6sg0nVdOSGe31mXxAPGOoafcwzaTea4b9/Fw/tK716KG3h8P6Y0NvoPn4jAYuVV1cLjozhGSShOq3LZa2S13avZvpJ3dn6uGzLDRhGhisEqcKt1OVPDRfK47xpylfkukr31T36HA+A9a0q1lawutYl1CIagWm04wvDDLHNM8k0Fv8A2oLm8mjaPeboJPdXN5NciK4vSsm2X6PsfEHwp1OzQv4Fsp1heS4spdW8H6P9mljSCG0kBuTbz3kUojiaPzDcW1mu+WRVSRnmb4nuPHnwV025v7zRU8UWOttql2kVlerYSeFLrSYNSvILWGx1k6zFqbX6W0L3N8BYz2z3bi2gW3jga4X0Twt498L6lp1ndSTag+ngSX1hJp/myXcNxHcmCOITrdRXFuhWK+WW4DpY3B2hFvIXnVfJxOAzHDtYiomqcpXc4Ti03pq/e5vT3VZ9T16eKyXGYaFPDqrOorQhRmpwcVGy973eW2+l+j2Z7P438MfBXS/BGo+Lj4X+KVlpcRYvb/DvxXoMGjabEIl03+0L3SvE/hfWr6GCyuJbqS+gh1WTzzK0NrfaJaq92/a+BPj7+zf8CvD/AIN8bpogj+LUPhO+li8S2uj6fc63q2l6p9ptLzVNQs/Fum+LvCWlz2U73kFrBp2maBda0LN9Pj1/SNP8R6048rtPjBoFtDc2eoR6/e2N39oS3tLix021s3hFoDNbXUNveyqflMbEfZoWuHkjKvxIa8yX4a6L8U475tPg1N9AlubyL+zb+TC2cl2qNLbWHkW/mRWjqkUoZIrVnkELyqzRqE6sDi5UmpydRuPKlKMU27ayUpcu3nfrp3Pm8yy3EN+0oxhCNuX2dRJxjZrllHRPor3dulu/1Rb/APBQz4b6zJey+JdZ03SbmC9mhtNSj/Z5+B82r+IrBVQW2p6/qNt4auL+61AooBt73UdRtrDe0emziKWdaK/PrxN+yTfDUFZNOl2tFhWtopNPaRVdyslzDZR3Fk05VgrNamOPCjKBs0V9NTzmEYRXPLTvGd9Wu04rr2Wl+1z5ueGzRyfNThe6TtRoW05VdWS/pO7erPq6z/Z28Q+HrlX8M+K7C00y2SCeeGO01HV9V1a/j2xzPKs1lY2ts0ch2/bJprjy7UuksBi8ozeO6jb6N/buqaanibWI/iiz3zzf2YkViiyw6dcQN5lrZ2s0Gq+XNEtjNZxy6cscMVw7TH7PHBc6nh34mQeIZNYvdQ03xHoNnBcRoI9Ri1qGy3zyTiGUTWhsVQC5WdNkyIjRyBVnfAKUfHvjnQNG160sp9I1Nb/UbO3gOux2YkuoorsER2xkihXUt32V3kRobuZ4oZpLpo2bbEn51RjWj/Ekpdorptfy0/L7j6apOjCmuZ8keZRUZRta9lZLdXT327HhVx4a8QQ2skFvoesyXl1LaQ3kF/4Sv47K9gmje1mliimlmRbe6XdFH51sVVbeeaNFmErxaHi7T/F1vJYeTNa2EV1NFFBBbi8ieBiUUROZIikMTkrvUt/oyecfLDGPd9QeEotOtkjFp4Rk1O0AFtYX9/qd3Fbvpl83m3flvqAvTaRm7YyBkkdPJYKYQBKh5D4haBr95eWE994s8LeD/Der3lwlhp9za2Ek1kGDzLG13Y6pJIVVisZubwhiAoVkuSkKTOnSrzh7ajFxipNXlZPRPVJO2101a/Zp2OOvgcNKKbesraqXLG7aV2/uslvf0t5Jo/hf42+K7q306zt4dZ8L2xhbV3W+judOe0j2TyM+mXKqs6M+fsiCAq7N5khVGEg7yy0/4dDXDZeINPv0RL0IulTsY7O0uZCEeP7NCqTTpHICnk3zMFcm4WGKRY4k5f4i2PxD8ETSeHPB8Xj3UfCBistUv9dspZJ9J1nVHa3uJLm1u9NtWUWsbGG1tIPtCTCK2ha4V5wzVN8O/CtrHp2t/EDxLoPiGW/0poH03SNWTy5724llWGSeSByb4sl1ho3uTbvGJ5J4o3cRrHM8PWdODp1vq9Om3yqil72t1z8yv2W67a6Mwsva0qUFOlCi1KdTEJVbxsnJxvFu1lt03XS3uyaZ4H8GTLrOr6P4bIgkSAm8thLJA1nuFqtsdKvFh2G2Jiur6OyknQON4hwFfO0b4beD/iTeyaj4G8Uf2Joeop9j1nQPCdldJLcXESmRkuJ9aVSHaKZEjW7szb5UGKDYZc974AvfBvjWyvNW1PQG0+WVHso4J9JvJryd9kEH2aW6+2+Z5Fw90fKa3tbdI3DNPIWW0mn+hvBHwZvk0+S1+GngLxrG1xqNpqtwnh2PUJ5769RiXWe3FtqNy9lKY5o5IJLaR3hZ4WVFilVdXWnzRpQp1qs5WSlCk53laNvgfW10ra6PsehVq4aStag8O1drlcZN6PmvdK3k1fvqeWaL8PvD2gCbw94U0jTrAXzwyaxaalo+lzm7hhVHeTULqxFheas3+tWGC41BLKyleWeNpJJAlfPXi8+PbCy8WnXF8D3GlldOgtNN02WHVfEOk22pXhkjttONoouIbY2yM2DcTRyzxWSxMqrC5/QnQf2f/Hd9q1zB/wAIToWka5cXl34ffxLq2o+J7PTbLTvtmoX0CeJmt9J1ubTGkt9OkmF5q+lpp91bS2l2slhpuqaUb73jSP8AglJr3i/xLbav41+KcumadaPCba98C3cMt9dac8Ms8lvYtfeHraKzE8stlCZZXv40gs7mS2Bi1KKCy9fB5Fn+NqNRwFWlBwTjOuo0lrtaU7Xk7fCtru7V7nn4nN8vpRj+/gvZ6RjTbWnKk+bkXLKyWiadna2p+R1h8D71tOgjl8VW2v29xZQatHZa3fXnhdtKkW2W9kg1P7DNePbXMwkZZY7icOghMvkSPJ5g7dLfS/AvhK81m60C1nnldtSl07SNU1K9imvpkSI3A1Rik8dmIobP54LaSBhFE4gJd7kf0PaH/wAE/P2Z/Dn2r+1NE13UrvVbeG1vtW1PxDLYatdC3gmtgQnh+20K3EjJIY/Os7KO4iaOIxXCMJnuOg/4YG/ZqewjtII/Ga2Vumy3gHie4uPKjwzvG1xqNnfXMxZ2kd7i5lnneWTzmlaRQ49inwTn0leo8Gm7f8vZt2dtJWp2vtpfR7HIuKMsh8LrpWs5xp7SVraOWujunbVLZH8ucXjHw7pNxrfjTTfD2sHWfEj7dQ0a6srq3vRFAPMmurB49QbBM+2WC4YRXFwftBkgQWsEg7I+NrjX7OwvovDviHw2t7b3Nle32m2Tz6kzQoIo7UXVpqH2tkgu5pb9PtOnvaxqy7C0Nxk/0N6b/wAE8f2cG1hDrugw/YreO5uftMGuXf22LUVu4LbSP7Pm+z2skIi0yC6uNfae2mTUNV1CF9L/ALMtLG4t9RzdS/4JdfsqXeqza1ba58XoL65SUu+meOI1QW6RyxzBGvNCkjWFopDCH88CT7uGYErpLgvN3ZNUFbRP20kujbs4d/x8jGpxJl6iuSpOV5LmjKko9btpprf1v9x/Ov4+i8O/Cm10m/0+6tx4o1OWHzNTvw1211ZyKTfo0X2m5s/tPmwxmbdbebAqtEpihncM3wD4ms7G51a00+wWfxPrdlLqCRJ4svVhee0E8b3kFpcy25WO2CwS2b29wWjVmms7hFKCT+kvwj+zv+x18G9U1Hwy/gj/AITPxR4f8IXfxP1a/wDFWkeEvHGsQaBa6xJbRajNDquha9cabqtxcW88ulQ6bZabJqsmmag9gBc6c8dv9Datp0fxU0DwRY/DHxMfAGgWurprfm6NFLHvtdPtQJ9Av9M0248Pxj7TDqF5Bd29xZpHYalHbSXukyT2KwSdVLgnFexbrYqnGsk/3dOLkntZOcuXW++i16tb8cuI6f8AaEalF13hHCFKNJpU4J8sbz3lfVX5m09dVufyF61410iKJNB8M+GBqes6jNqFve6TpttqfiH4hSas8FsyQxz6gNUltmBiMrWenpdpPFE8UcMUz3Bj+9fh38GPEfj7RNJ0rxUujfDSRdIgmtvE/jGwm1jVdJfUPl1DT7PwroEN7cSraQKqQpqd1otrcnaFukOY7X99rn9jz4P38c+pXmhWem+Lr2ytbXWPGfhDTbPwrq+uS2IVbe51iWGO5OsXyKqF31ZdUR2DARxWxES/I/xN+CmieDvGWn+CtJ+JbSarq2k32uadpXiDQ5Eu7i1gvrTTGifxFpMI01bt7+8iitLY+HreW7t2jb7W8sE9zcepl/B+VQ5amb16zScWoU0qcFJtL36ivNq9vgUXrujhzPiPOOWt/ZNDCVJNWSnzOooLl+CHPRhdq9pSqaO/u9H89+G/+Ccfgq707TEb4sS+KdKtS7TxeHdM8O6dLeefI1yD5U1/q8NlJ5peQ2rx3kjxRfZ5QzR5m0fEv/BOH4cT6FJp+keN/iD4f1J5PMgl1ePTNQ0h52Hlos2iw2OiWd0oK25McN5ZKZYLef5ZSJJO41v4R/Fv4e3b31x4T1rTvs+SPE2myy6zEE3K00y3+kTTz6bZJIsckcuqvpgX93IlurRyrF3Xhv4i/EXw5ZRX2seKbO8srhIXgsPEksOs6newyxo0LW1lav8A2pa20ltmSC6uJtOsbyJv3dzOzRsv1P8AqjkjpxWHo0aiaXLFzqc3Rqz53LRNPrfY+ZocY53Rm44qGIw/s1ecpxUqaso6Lnj719W7Ozdt7Hx14S/4Jb+AfDRtbTxL4y1Hx/qDwNPdGC9t/B1hITOsjTN4TiPiq9ntFIWFBZeJbJrUNuS5DRp5k3xz+CnwY+Gmi6ZeeKvCXjFvCct3pvhLU7dda+MK+GNP0610HWJ7XV7dtM8e3EtgLG00xra5kFsmlCW7ilksPtJwP0B039ozwc0qRa54Sura6Ullu9DkF1cSMz+Yk0ulyPbwxHczpJNcXNxbs37yQQ+YyL6R4a8QeC/FN2smgeJ4odUvY0EWkay81vqEspYOICgaCzknhVigWwgv2wu4XkuyQjgr8H0KVKs6EKmGq1IOKrwlJum/dam3fmfK7O1+lraH0eG4+rY2FPC168a9CDinRilT93TSKj7nNo7vlcnvfv8Ahrd/Dr9nn4laDDc/DX4wa/Y6B4UlEdt4H8YfGLxPq0Wjz3Vi2ppLongdLCPVRZX0c80VxPe6TcPDMkWzUbm2vIDp74/2O/iPoWkaL4i8KS+EdQjht7l/DU8eoXt9Pa29+irczta6hDb3dvMqidPI1G0iMt3JIkkNtJBIG/dSw+G0N/PcapZ+GWuriKK5s7XxXbaTpFjfSQ6hLJNJHoupw2Om6tLbEss8Wp2FutncvNDPBf3tykssecvwonWzP9q6nqH2sXMk5/tu4udX1OS2mbe0M142nWAV18xkjkefUmaOPzHuZJHcHw58P4zDv2lPEwq11FJ1FFQnJR+Faya93bTTto0fQ4LiPATpU8LiFOnhFKU6dKf7ylTcknOyirRdrpv7Sbba0P59fEfhj4jWsWt+HdZvvGEenXMk9hrOgX2qWpsfNvbhL25n06PVtIiuxb6rqLnVtU8m4nbUbhd6J5OM+i/DhvHvhOHwrb+GvF2n2ek+DYtRsrPQNU8OaNqNtaTakwa7X7dbWB1a1LKF8h9KvbJVtZEglj+zs0B/W34gfCnx3PCZfBPgvwJ43MTJKuleJodQjRwRs+ee2ZYkZtybGNpdb3yHhmVlifwnXfiRqtlCtl8b/wBhLwtc3lnZR2svi/4P6UPDlyJ4bO0upZbPT9MuvDtze2z3AkETRwXAeMqolF8jW1cKpZqpShXxDpSj8Ptqc+Sa10jJJwbbtbb5aHq+2yebhLD0/rEJq7eHlC9Oyi/fhzKaVk9eXTTqfM3jfxn+0D4s8B3/AIPup/Buo2+p6bLoMWoaTa6pb6tpmmXc9lPNDp01/cSWtkkp063SdBYywSxW9oxUXcNvJB554I+CqSw2s3ikeG0lhknWWK3sdSvLuV977RcNd2+n2mEEuC8dpMkzB3N3dF3lk+otR0Pw1qr3mpeB/EGoQaWyxXtroHiLwz4rsNQtEvVgkGmL9p0uTVri5s5ZTazLc2hmXymlkeREaU3tP8GeN7/7GNP8O3uvQ3f2NINS8O7da0+b7WrNbMLuwe4hgjkjjlcNO6R+VFLMWWOJivBOrjK0nSqynOLaUeVaSkrL3eVa669+/VnqQpYChy1qahG0VK85axUknrzOy6aWV3fRmboXhLw7psIto4tKUfu2CLZQWriJFO2IGKMRsoOGETZjDDHHAF6T4b+DLjT7/UdF8PafZS3quNWtrWyt7cXc1rJJsmubW1W4t5GuFG6GY/v3jkX5kbEad5qvwG+Lul20V3ceFZLxGhLyroV1Z6tcW5cCRbc2VvM97NcRxhUla1t57d5siGTEkW7zY3/iDwlNcLc2+pabcxyxpcWN5b3FjcMrOgybaaITBgMgqI1LIwXAwGCrYevQjapSq072+KMo9urS/D5GuHxuExErU50Kqu/glGSjZ2u+z39dl2fBmazuLK707WLSLTNKjSWzhbUlhKiRnSFXsre4w0zWpZZW8uJlDtEzyN5juvhsvwl0fxHYJpviC0OqRW9zcR6b4jgAedAk08l1FBdCITJYzCNwkM8aQgsHtRDI0br9dXN/ofiK8VNUhtICz+cNThMUVzbXqBk8yQIghDSRbfNLhQ6llfy04MM3gTw9HbJbX2rpDY3Nw6WWowW63dpJcs8lyfOZZRLbMuGby7i3ARVXbcukoKebN1OZKTukmtZO6enT/NXPQiqafuJRfeK5X99vvPjiTwHoXgq8ksNJ0DRrK/tmWI3l1bjUbmNZo1beJdQaWaFpoWDlYzEhIAZJBEqnAufCZhtrq58PwW2lXE8ks8enO86aN9uZcO0P9nXVneWSyqEKCF5rOLZHiwK7q+m/i58CPH+o+F9SuPBV5a6tryQWkGmXn2hIbwwR3aBrmRbvyD+6s48eVbzTXEiR7I47u5ZBXmmifDH486pH4L0K+8KwXHiXx342s7HV/E1lb2sMHgnwuY9P8zWNV8Ny39vM8sOnW16k0SeX9hWJFmN3qKxJqHrYXDU61D2jqUfaKtSpRwsuZVanOm5VYpQ5OWLUVK84v3nZO115GLr1oVXScK3s3TnN17Jwi4NWi3zKXPK948sXHS8nHrwieDtTNnZMNeCym3QT2a63c3a2UwVDLGlzf+HbMSxPK0hiMUIKRqIpWlKJNIV93fEP4CeCtH8SS6R4KvfE/wDZunWtnb3j+Ir3Rdb1CTVBCrXRe80nRfC1nkoYHmij0mHyLp7i2wBCBRVyp04SlB4ai3F2bU7bNa7/ANW9L81NTqQjNVa1pJNXsnb3d/Pe/nrft+Tl7HpUt5Jb6xqF74gdJHWT7Rc3AsFhLL5lq0ELyJcBH8szS+Y4hkYRRQlo3YYfjrwj4K17T4dWvdXt9LmgA+2M9xLazzPFDEkFrOLO8jQzpJAzqLSNHDyhZGZVDLtzfDbXfDksOrajpv8AaekgTC2njaFblo45N/ntbwOlvJNbRwyi4eCR0PlMGhtkRgnAfE7QbPx7bw2Gj3gsXuIFlvLu6iubVLOZtqJDFFBukmvJ03SMk/CxpGkSjErP8VKjP2nK5NJWu2uitdPs1rt+OrPXxEMPXoqMKUZ1LJu6t72mi7W6Wd767mz4V8C6lr8txNqPii2fwclns03TrT7Xvlu5IrSaGImCQyOkCpJIjRwqy28kZdA58m36LQ/hz4I0G9eDVxPqyLdWdxbN4suJv7FguJTEkl7Ii242W2ny3Wn215/aVq0U0t0iw73hbJ4S8K2fw90nw7odrra+IY9HG66lWVkS7u7nbDIyTAMYot0YdZhHIY9yRliqiKvV4orbxZaf2FbQ6NYPrhGlR3V5fwWUI1LVZrGPTElvVihs9N05NZ0/S7y5lihCGK0naaMiae6esPSpVMRRpVrulOpGLabTabXXstNer6dDllhIQoKUb+0iuapGSTUXZaLmevd+fZM+t/hf/wAE9Pil8cPhj4e13XPiP4D+H/hXxVpNlqtrFBaajeeKbOLVFs5rCyudNX7HolrewhpLe5soddurVrmZo4Z73aBP7B8Pv+CUth4BvtYktr+88Wz2c8Ulm/inWNatdM8Q2I0TT4LS1urrw3rED6Jqj+LbObUbi+XwTrsOkeHn0/StJjvdSS61ubzz9kb9pjQf2Xvht488OfGbVL3wHZeGdUj8SJrVzpF34g0qbw14gsFa3lsE0Sy1iXUIpLnTdQv7DW9It7rTNUtdXheO+WC0guG9u8W/8FJ/AcksWneC9H+IHxV1vU4UutK0rSLW4gXWIpo0Ns1jpel2niHX5hK89pHDInhRsieNQheWG2l/XcryDJI4WnUdCEpzinUhiJ+1acdNIzvFLmTs1GL2u7WPz7MsRm6xM4U1UnBVOSjUo05e8+SE2oyjo3yyV4p3tulY+zNB/Zr/AGbNB0dLaX4X+GLWXU4LS/votRn1vWtVF2bmC+eGK88SXCa9bRrdxSG4tLhdLjaJPszQyKr6cfbtGv8AwN4O0m00Xw/Y2egeG7ATBbTSNNkttMsIpbg3V2Usba2kkYmfz7p5bW0kup7iO5aSKeSRnf8AICb4l/8ABRP4qeIrYeBPhR4L+Enw7uNCmzrfjZTYeK7PXn1G1+zB7LxFLqmp/YU0+O7iYx/Dy2vBcNFPEfmjdvMviL+znqk8L6n+2T+3Dc2OnSotwPAvh3WBo8AdJJisulReItSurfUpGZQjppfwt0+4htrOfyfKiBXTPoMPSweHi4YbDRhyuyVKhCnDVJqSdoR1X2lr69fJqYbGydOWKxcIc8FNqpXU6kIuSUozpQdSrCfuu8ZxildNvVH7EfEXX/A3wqsvE/xV8VfEbwPq+iJYiVJIvBt3/bWj6TNO5Nil3pVnqN7r0ipCjXdnL9nnJt0kTSY/JYv8A+If+CmXh/VbibQvg58Nvij8VtWhZ7cW3h/QLjTdJRAVS3M6+H7TxDq1rHEjRySLq+g6XsD2lt5qTXn+ifQEWoeA/HfwovPF2j6Ro/xH0HxB4BGpaUNV0xZIfGvh2bR7jV9BsNRt9W0uaZ7LVY70SJa6ppUxtZr2SaTTPtCtEPzLm+O/7bnxE0OHT/g58CdB+CnhXYRa6n40sB4XGiWRWRlVrXxPZWuoziKHYsb6b8L7eCWSSW4D24CGz1nUlSinHki5LVyjJt2S2St9979Fpc7Muy6lWqT9rCrNRnblTVKC2d5zqXs/dfu8t+2mp1ut/Hn9vjxqND1Dxdqvwk/Y08A3GoX0PiDxLr1vpvjfxPZW8149h4fisl1XVdW0ZNQ1N5NOWU+IdL8J28Ja7IuYZJrG11D7N+GviJPAngezPiH9sbSPiAkc0+qTeMfFt78PLC1vLW6S3ntoZJdB/sfTodLsFhP2a5065s7yW1luUu9Tukleav53PjrY6nbtqt18av2xG+Kfjb+1J7zRfAHg+71DXPC+matdQeRFo9zqNvKujWtnFK3CSeFPCt0nkRTSj/UWtj8l6iWKGQFGYQwqsr73kWeKIRqysQAIVdMooZTGoRFyuGX4XPuL6+Q4qlCeFWLjWo88JTruguZTcZJxhRkmkuV62dmrO7P6P8N/APLvFLJsdjqOdzyOpl2P+qV8Ph8vp5hTq05YfD16FX21XGYadOcpVK1NRTnTcYxk+V3v/Q98O9R/aA+Jv7Rnhfwt8K/2/NA+J/w50DX4pviTo/8AwgnwvPiLUNOS9t7/AFDTNG1jSPB8lpdJBpdvcWLa1o93FFb3GprFdLDd2A879yby1aWxltra5bT3e3eG3vI47RngcoY7e8iiu1u7Wa5tZGDwxX9pd6fvRUltfKZ1P8WX7Anx+j+A/wAedX8T6H8JPiN8XPiBe+Cdd0bw9onw5t/t2qR6XPPpd7rP2uCPz763tEm07TpWurPTL1kLyPO8MCN536TftSftL/Ef4zeDPhz4zm8CfFf4D6n4c8WfEDwpP4a8X3er6Rqmt2d7o/w+1iz8RW+bTSzcaalxDqGlxl4JmguYb0iVVn2H38mzr69k0c1rJqcuefsINztyT9moRclvZczbWvbofkHiZwG+FeM8Vwrl7nWwWXewpf2lVo06TruvhaOJlUqwovkjLmm4xgpXjHlhzNxkz94fiXDa2/he2urzX49EEGpeHzrmqReC4fF+oeIdHttXtJ9e8NXOhRadrFxPaeKNNS90bVJtOsbg6Fpt/e6ppy6bJZR31r5Jrvx78J/B/Q/A3i3V0uIfC2sav4j8N3Mul+DJdDu7DVFma485vC13e/23dSxw6Nq/2qLR7fXtUvvs0d1a6VJa7pI/5ypvEfid9Htdei+Jnip7ux8NW2orHceOdt3YeNpvFt5oN9p1lp/2yLWkt5PBMiajEY4PMle4vLg3x0+WWFPo/wCFniK++IHwWi8OfE6eTx9omp/GfxdpyWPi+W28SJ5ejfDj4WTafabfEM893Jp0FlqniUR6Zp4uFjOoT3psltBeXVt0rMFVqRgqcqSnTlUUp2aSja7vpe++sT4yORzw69rWqxrQjVhTlThzxcr6JJvmcXtfe/8Ae6f0gfDL4yfDT4qCZPB/jHRNamsYlfVdJ+2rbeJNKUnag17w3epa69oMjsr7ItV0yymdh8qq6A1683hTw1dXsGqT6HpNzqCQkQ6nPplrNewRyjJjjlkVruEOFUNliCuzcGVStfy7+Cfhh4Q8QeMPFPhz4OeOfEHgPxL8NYfDN0mn6rYL468EadB4jttVutLk0B9V1C28a+Gbq2vrHXLdz4C8b+DH0pBFb22ICiJ+i3we+L/7Uvw08Ja1qPj3x/4GvLXw5c30tzY+L9V1nxZ4Uv8Awrp+mWOoy65beOdZ0/QviH4FmmMuo2mpJ4w1r4yWukRaab+O71OG5FnabwqOatNRmkruUeVrRJ3ab0tq/u6k1csd/wDYqzVSUlGNGvCXNOUmoqlCpBNSnKTSinSppt2ctT9fb3R/tEax+Z5GyeGdVjUPNItvNFP5TmUSwLDO0SxOhRd0LNteFijr4X8UvgNYeOdOubnSdL8P6L4wR7WfTPF8vh6zv7y0NldwXcsdyqS2s91BfJFcWphnlnhijvnujHNKBCOC8GftreEr7QrbU/iD4G8Z+ELibTlv7G/8J6dN8XvCOt5hM0cPhzxB8PbfUtQlM4Kw2V34g8NeGIb+6aJLLzBNGT5L8QvjL4y8evLc+M9Y1b4VfDl0uWs/APhnxDFpnifULQOsUVx8T/HejX0F9Y3eoJMJU8JeAb610vTWhuLbWvFviwTLDb7Kon7tOV20rOLcUk3HVyXw9LJ2k9LIxp5Ri5zn/aEYYSnRly1JVrVZTmr+5QoQcpVZrlabTUIWvUqU1qeY/EP4Q/DDw14i1eKL4gaDpPjS9kttQ1P4a+D9K17xnqVvL9lgGo3lv4Q8Nxa54v8ADlnqOpte3VvHd6ff2kUt5Dp9nJIWsbeqHw/XRbXUoNP8Ua14p+H9jc3c1vpc138Nfib4Fi8RPHHJdmzuvGfxD8BeE7WS5NtDPMNAk8+WSGC8mtLVYbe4uBgr+0D4c8BWKaT8M/BOnWOj27S/Y0t9PTRNC8+Us0t95NpbQzX8k8w33M+23kvJHNxJfSSOZG+b/iP8RvGnxOvtLvPEHiLVNMm0LWLjXNKbws1vpAtb6bThpLpdwJbzw6xANPjSBINcXUUaNEcbJUSVa+vVElGpX9pGNlKEIOfuqyernDm08t19+E8ny+KrLB4CpTrSTlTxVfEU6MOd23w1KhPljK7fKq15Ozcls/2l8OasdM0y2g0aK1m0wRE29xHMtxdXBBKNObnzJ4ppGZdpknNw742uE24HSLr2lXGItQSZ5XQubR41uHdMMqRpIXkKAbjskl8lIyPKa5ZVVK/EHw58ZviX4TYy2d5Z63GmC226m8Ia3cBQima8v9LW60PVNwQMtrN4btIJXRFmniUrJD6po/7cF2ZLrwi8+maF40uLaEWUHxLsIdCtI5r2dbS11S88VafqUfhmTSYbiRUeS5ntri6cQwJKk7ukyccLUd6OJpxlJN8td+yqdL8sXeMndvRSb20WxxQpZlRfLVwdSUY2XNRftadnZe9Je/Fb2c0l3Z+h3xO+KXw9+E2iXPjLxlr2meA9HtCyJNJeTNNd3GDMlrY2MJluNS1JliMtvp+lWNxeAr5sYYRLJF+Pfx1/4KY/EKbxRqfhP4N/DPTL2G3aK2fxZ49kvr8JJdRJKFfQbGewtbCS2d5wLN9Y1Bp2QmC2bcVb7e8EfsFS/GjWrf4n/tA+PT8WLq9Xz9K0ywvAPBNhZSlSLHTVsplW4sFKAmOwj0izmclru3vHaWSTr/2iP+Cctv4j0OfxB8DvFGj/AA18eafdnxDCde8JXHizStU1m31iHX3mN1piS+LNMnuJrZ7UnTYPEZisHk03R/D0aXUscrr0KkMPzYehHESSWs17slorq+krdm4rp3M6VeDqyjWxE6K1apUXzSc1pZz5uSL6Ps932+AdH/aL+LXw/wDB2n+P/HXxO8XfDvXvFNzpWj6ba+HJPD/hLQ3jNzajWNX1TwpqPhi+tdXtFutRhTw20V9putGFbyfUGns7r7LF8VeKv2i/2gvGvi06p8Kf2y9R+A3j+yur2MaV8co/G158OvGM7X1zHZX+obPCHjzwdpmpy6fpsGn6emu+EtPsElSazm16O2+0mw5j416B4t8I+NdV+Dvxr+Nurj4j+HbrQ3juI9W8Naj4A07VtWvpDCLLV/D+sXl1pNy93pM91fazrCeGNd0y+1Ww0mLQUs49QuIPNNV8H6t4d1qW3ktNJ+KfjnV777FcXfhPxDpXjyxtdbkgso7OG3i8Oak+m65cX817Kb3THWJrS/jn0jV5xaahd6Tp3yGLeMdVNONGVJ+0dKOlNSaW3LK1n/dbb20bZ9PQc4KNafPXoSioScrTnblXuVJu7k32k7W01SR71N/wV/8A2wv2afE+m+Cf2jvhx8CPjil7Yx39l4j+B3xO8O3moatbtem0bfc+C9T8a6NZavuWQt4e1Hw9oHiC2iNvNeaNarIPtX298LP+C037Dnxj8vwx8S7Lxj8Ltc/1F1o3xI8Cv4h0NbgyBRDFqfhaHxGyqokHm3Ot6TocUdykkOSzWjXXwtqPw++Jfw6XS/C3jX9lL4u+Kbvw/wCHrHxT4Z8WeFLbw14fl02LxBZu2q3/AIu8N+IdE1Pw5bX/AJWlxXGppqPiGC78RX/h27tI73TvsVvex+Ja9+zf8ONb8Va43j34e/HTwzqer6taarZfEXwLoHgHxZ4Wg8M3NvHH4f8AD1zongi38I+BvEmrTWeoWSarp/g/xXLBottHp1xFBrl1rKaTeehh62Kq4d83ssRJf8ul70ZJWslzqPLPumr3+01qaV6WXUnGq4VsNCUafPVjek6cm4/ZTqRUU/tKOqV2l09w/aS/4KE/ALUfiivh79n34e28/hDSb1rXXvHZvdT0ZfF8rpMgPgvw9NO1npmi2U5ikj1PUNJt7zWHbyodPsLKOG8uPdfhh8Xf+E6042vgvSNV8eOsTsvhbSbGW716znW3LJLJp1usl5bRjdsm1BTNppMzxi6nZBn8jPFfg74Z+KviDo+jeC/CNr4U1fVvD0usaVHoEM0fhTVF0i11aXWNUGranqusy+G7tl0sW0+ga1cR6Ha+IbK7trDUxpuq281l7HL8Lf2iPhj4ZtviR8OtJa88Q23lax4ch8NeNtGtfEnhmOwvZNPudQ1LRINYt/Et/a6nby2jpqOhacLJzqUAmv47VZIL35/G4OFWUJ14xwM66nONN+zTi4tJ0mqbdPnbV1admmne2/v5bmOJjzxoSeMwtP2apzU+dyjNRanzuzs23dpJXTVtkftl4N8WastnDpWreF9b8L3fMV3p/iK1m02706MR7/OsWaAC7RbgD7Kjm1M1rLHI6xFhC9bwn4nm0/41afHN4itrPT7XSfEN9qdpZeLvAuj+LdU0iy0efVLmx8KaJ4+1fTtC1e7hi0jUNSu9U8+W90/RtE8SGGxmmhhstR+PvCn7dn7Q/g/Sp9B+N1j8IvE2vaVD4bh1Lwv4j8i08Wz6trVjbyW+kXMGjSi2s9UhE7S37atoUENha2t9bXd4LzTL2c/T3gT9ov8AY18ZeHNIuP2hfgP4i0bWLF4dStfiKnh618S+B9OnurmM2dz4Zv7S4L28s08kc0FxBo+p6jeziS9S7lgknWHko4SNGrSqqbrxpyU+WL5HJRWiuk9L7ry7vT18XjK0sMqdSnPCvEJujVmrqSXKnNRdm1d+67WktbySZ3vxA/aW+LKX4h/Zz+Dvwl8TeD11DW5p9d8VaH4W1jxNq0l1eJNZajrOqeJPElkL+4nt2aE3mnXeqW95LbT3iXEdlcafCCqPjb4gfsMaG+m3vhb4y+JW07W0u7tbPwx4O1PxjJZeVJEjDU7RLXRm8PNLM85tbWayhnu9lzLKhMImnKwqVcY6k37KKvJtJrZNppO7votNuj076Qp4WUYy9q9VG/LKUVdKKbUU0ld3dloumiZ8M+GbrTfFsVh5hRbfUWihZ4/L83TL2Q/Z/Ot5mt52sjCXUzZGLrTzJay7lcFOU1f4W/bf39j9gsb57gOLX54mllQyCYzW1vNMjzujSLdT2stuvnlW2GECEeVfDn4i6bba2smhRXk+gTXkc8FqczXcEKMhkZAryuXiw8bbx5jxgLKPNya+ktS8b+HNCjk1DxjFqMdkRBqclkml+IE1LX7KaV5buw0F9G8M+L/J1uWJo/7Lj1XSrXSZpmf7dqOnRRtOZxmV1K1eEKKhGU5WU5SUaWqWspO0YrRu7fXzNcNiaX1eVeU5L2cHJqEZVJ6ct0qcE5Td2rOK123PmO7bUPD9wLHWhHpcFkMxo2Gt5LdZluCwcSm3nlIjSGI3Vqb0BpZY0UIsg+XPG/xo/wCEP1bxP4aFpLC3iO9e+sLy8vmngFwhiNpLp0Foy21rb/Z1EmWcXBJYTN9oLk/VviP4saLqemaBaeOvh+3hWz8U+K9U0vRNFkOt6942+yG10yTTBH4eHhnT9B8Qw/btQjhj1e18Q6brmrXUjaVpvw7ubrStQK5nxS/Y0+IejeGNA8e+IPgz8XLfw1qqLNY3XiPwZrHh2aysIgss73l9q1rbf2V+6aKUPdz2gEQnkWQxxysnC8mrUcRGnWjzpWm54bmqxVmnuofik076PqsKuIWMo/ua3spyly8tRRp1JNJafvJtXd+kl/etqfRv7N3jCbXbfTdH1LRtM+NHwe+I3hJ5vFPw91HSItal8M6tr9jHq82mW2hXlnqWqW0H9vKdGivdFt77wrq19qNgur3EXiNBb6Z9C+Cv2vPHGs+Br3Rv2Tv2SdU0XVrK41TRrXStZ8GXGmaLFrOiahf6NHJ4iuPDlr4U8DaSly8Jvlmv/GagrPIiNLOs0Y+D/hRf+EPh1oXhS2m1SbwvrPg3xXaX2kfETwTH4i16TwTZ+Ib9dmn/ABIVjpVsujSeLb24jurvw5BqV9awanqGLjWIpLLTL/8AQuW9/b18fP4t0fT/ABV8KtG8ISapLf8AgL4oWPiy003SNR+Ht7BbXGlX17Hoej3njS68QWatd2t1KLXwNo+qagEMUtnBHJMn6ZlkZ06NKFSLhdJrT2kkpKNr688Pe1Sfuty2utPm8bSjOjXTlGp7GdFWWPjh6U7OMZ/u/fo4jnjKMpuDVSEaUtdGl8m/Hn4vftSaTq3w+8MftM/HGX9njW72Oz8aaloXw4ttU8V6VqPh432t6U3h/ULbwRJ4Y0vUIzPaCS6M3jPVbi3kgtSrXCT+dBx+n+I/+Ce1jHLr3jTx58XfjP4jOJDourL4g+H/AIOuLw4d3Nj4TsbTVY45icTrq/iHxSJmjhjkjaJrgzeh/E74IfA/QfBXiDxl+0t+0D48+NOr+HoLrxHqGgfDnSdI8LPfXmgzXGpWVtbazqeq32rXd8ZLIrobp8QvDj6i6QGaKON7oH5Z8Uft5fAz4QwXmnfs5fAHQ9LnvLLTIZ/Hk1tLrXiS7Gp2yHyrzxVqkz68+o2TboZLbUNV8Qwecd0dxcZuFOGJw+fOtVq0MfgaeDlaUY4rB1pzhCMVfndLG0YaWbTUIXT95XTZ9VlWa+GdHKsHh8z4f4hq5xQjVjiauVZ7leHw9Wc53hOksbw/ja9NJOMXGGIryi05U20+Vfpv8HP+Chf7Lvh/wZp2gNLpvgFdNhn07R/AfhbSPGPiHTtP0+xubqHSbTT9Sk8IaFHdy3elx21zMstpaMl5NPbF7hkFxP8AA3jFvBXxSu9df4x/tkeKLvwvPqV3PaeGvC3hb4jWv2HSV1GBLFX1XUvCV3oNjfy6XPbkJZ+BbS3a4ul/4nWLlJ77rf2VvjPrX7Rngn9o7w38X/GPhPSteu9Og8UeA4/G32XQrKLSrSHw5p1xpsM1r4VsNCsrPRPEiadLqkVyy38x1wyWltqJMsi/DXxH/Z3vPHnxr8R6jJ4ilu/DFpa+GLWzu9Ju5rzTtRvdL8KaDo+sX+h6nKI4zp2q65p+paski6fZSvHdmH7OgjE1x85j+I62Aw8a+KzXLK9J+7SWHw1aFVyV+aKgsZWlolpJygnovM9xYHhCWBWbZfwrxdTpSnH2tXGZxgcXS5aihKnWjiIZDhKTcpSUOT2c6m0nK1+Xo/iXP8E/D9g+j/BrwX8P7oS7rCbxx8WdT+KXiTXktXg8prrTLdPCmuHTtSkhleVDp2q6TFDcokixsUTyfE7jw5ol1GVf4meDYv3csflrp3xGUt5oiG5tngExF0WPAYhmy8hB3OWr2TQv2YrPw3Y6j4kfSbeS+0myaDTrOTWdavLLV9auHu5IEuTPJK/2W3tTBB9pFobhp4pLoRxQq1pZ+YP8K9RGg+I728utR0PVbG80qPRdAuNLnvYNRtNSuriG5lutZ0me7gtV0xvs8cSLaXU+pvcHy4LSSLyH+G4gxeKziWDqKWBm3Sq1KVNyVCs6DjGXtGp13zwtTnZ3veMnrHU/efA/xA4F4ZpZ5gcbic2yCpi5YGo6mMxNDM8LialKVWD9hTw+TUng3RhOMq0q0qlNwaqXgqUr+kfspWPx38HfHrwxP+zR8RvhZqXxK8R23iHS9K0LXdM8Wf2dq88XhfXbrZcv4n+Hdtoym2s11CaHzdW00GU7UneUwRn9fviP42/by8E/C+11/wDaHsPhiniV/H8eh+H4vCfg/wAIeJ7Kfw7eeGdR1K9m1KCbSdXhsZYNS0dYxcRx23mJdJG8m1UB/F74C/CnTrLxMvir4ieM/EPwz8Ow3umaDq3izTYrmO78O2Wr31oNS1jT5NLvm1l5rW2KwtEkGnXH2e6fYJvNKp+ivg7RPhhafDv4mL8C/wBt7xD8VLu38Z/DKbXbnxtrPxB8J3HhiKz034pWOm2VjqGvXBeW215NUvDLHYRmK8fw7bXF0xe2gevv+EXWXD8qcppNKpUpxw8oSUKctU7zqz5pOcaklJONPlajvFs/DfGjN+Hc98QquZZFV+vUK0MLHEY7Ezm/b16UYwcsNDD4fCxp4aNKFKn79KrUnUhUqe0lCUUtOD9oPxVJ4UuNY1Dw/wDDXUPEUM40waXqfwm+H7S3F2dQtLm01dLaLwrHO2jpo8urWk4Nx5qazaQyieCG9W1PXah4+0/xZ8ANM8W/EDSvDHg6z0f45a1a3UvgfwJovhpV0aLwr8MGn1nyrKxhto9U+2am1ne3z3WnXGo6Nbrpn2l1t7eBsnRtY8Vx+Gv7F/4XxoUeuumpxWmqy/Gi+gjMF6qXInmlm1aO6S90+7trGGzmmSWVdPudYSFGKwstP4k6freqfAiw07xz480X4q2L/EHXNOutR0vxnf8Ai660z/hI/wDhVNholpFqVxmG3SNtP1+e8t/MW5hi1BryBmklME/p1arhT53WnUSw0nNNUtHzLWbjNvmtuo6PfzPzmNKneMXTUF9YhyzTqK62vFOMY2u/ilZ6eV19U+Pfg7pPgaZPE3wgHj/TtZjsdAg1rXPGN14btrbW7PUL7UrK1s8aNc3mpS3GnNpt3cRSXWizwaXb3Ze3haaW9a+reG/id4p8U+EviH4V8W2Wm2moSeHvE/hqwt557dxqurNZX2mRS2U+57S50t7oOPtE0z3M0Zt5TawhZjc/Kniv9onxH46Nn8PvEHiK715rJbfVjpOm6StnFBKsV7bx3OpatpsVho0Tg291P5eoTR3Gny4vLdLSJ0Mnf6CNai09E17UGuVZEa2hupRqVzbQI0zpHLrM0a3t/wCapheZbuW6igkQx21xeKqluPA5jReMSgsQ8P7Jqom46ylHVcr+w7eWl7rWx6OZUMXQy+CSw9PEKVKpQqqnUVWnHmU4TVR8tpvl0mlZP7V07ebfB/Svi18N9d8PWi6n/wAI7o9jpj3vi2JfEupXkni7WZ7fxBpc2jXOiwa3N4Yj0W2g1uO/tmtLDTpLDU7bTjaG4FqsFt9KeJPFus+JJzcavdvcO5LrBuZLW3VugggJZAFB2l5BLNtyLrG0S1wEshaUvGQix5w7ABQQSsmdzI5cgfOFYFM7ZZLSLdCYvPkOUDyMPkJBJ2klVaIoioPLLoB5W2NCq826wKTdnvhONNONGMqVJ/8ALtN2VlZWi21H0jbv5Hl5hj8fmU6M8xxDxuJo0lBYipGDrycpc96taMVVryu2lOtKpU5Wo83KkjobfUJYiI7SZoZE2PIqyboiwK7FljbMUy4VHRZVlaRQqr9siAjEOr+OPDvhvTJtU8YXek6FpFtEZbzWrq9g0qKKKFkIMqFJ4rgh9iQWun2jXl5PKsUSyahNDa14H8UPjf4R+GVrqumzq+o+OINKtL/SfC9rmNWj1UJLa32pXkwNvb2ggkjvJbWOS8vr2K4tZDazWM0+rWn5U/Ebxj8TfjBr39veMbuPUbOxLJpvh5GbTvDuhWyozyi0hjM1qr7AI5tQvzfX91uKXd9IuzZ5GYZ5QwMHyt1Kqte0tIdb1JXVn1tdt21R7vDnCGNz7GU6U5fVKdSKqR56dRVK8W0oxw8XFQcqjcVTnUnTp3d1J2sfcni/9syHxXNeaF8HbYxmFLprrxLrunytfiztmCz3+iaJcxrb2VvHmFk1XVxeH7HOy3Wk6fqDJJD93/sLab4a+JHwseb4keDbP4ntrM2pXvijxn4g1HSdS8R6LPB4m1vT/DGii1v9RuPFK+HrPRHOpeGNT8NKmlRHV9ekkg0q4Cy6v+NXwy/Zz+Jfxk0zWta0DQLbTPDeg293rXiP4leLLmePwrodsk08Ut/darHa3lzfp9rkFlc6hZ2uoIlzLF/aLWjvJcN95n4b/B/wavwx+Cfibxx4s0X4kWOgeHPFGleI/hP8S5Na8Oxal4etb3ToNds9JTxNrXh3TtP1jVPDF3p8eqan4T0uCS81O5mvp9DvNZ8QNFz5BmeLx2LqYzEYetUwapSgpTg/YTneKfs+eyvBbu0uy3Po+MuE8Bwpk31GeYYH+38XiqXJgqGKp1sfl+Hor2jq4+NLmjF4hS9mqCnSlGajUcXyWX6zab+zhJ4M1K81L9m742+Pvg1qaXMUk+iWOs3niLwm1xCoaKC90m7v47q53JJi5Gs3+uLIgt1W2jVZ/P5D49+Pv+CkWoeEv+EN1zUE8VeFRaX0Wo+IPgnLF4e8Ta/dn7LNojayukW2meKxY2z212dX0fw/pOnaTrdtctpmqS3EUkYkh+Dnirxv4X8R6Lc69by+PtJ1me2/t3xbdanpF1rGoQWUlpDJqGqP/aPg64tNQ1XTobiLT9L0zQ/EWmaXrF3BdzXEuj2cekN+lGi6j8P/ABalsvhbxdaWl/cusdv4e8TyQaVqc1y/EdlY3Bc6dqt9Mf8AVWmlzXL8BcluB9pW+qV6Dw9HHVsE60ErUp8qi2tuWScfJJKLa62Px+Kr0cTDEV8vw+N9jU5o1Z04c87WV20ru/8AeTto7M/k7+Gf/C2vgLBceGPBninRIL3WdbvW1mx+JvhnxWF1KLUtEvvCd/4c16+tr+300aJJpeueJRrFoLS0bURqGqW+sTXNrYKunvefWdK8STeOdM03wf4s02ewl0mXwtpfjK/026sPD8E0cV5pWn+D7vXZ1h0i3t7ieysVi1rSbC3vr+7gEt/d/Z/sX9SfxK+G2g6xpc/hL4g6HZ3en+KYobWSyuplgk1qLR7231y2js7uyuYLqZtJvrS31WFtPuhNYXUEd5G8MiiRfzZ8ef8ABML4Q69c+Ir/AMOaz4osz4hDXd74Y8QarLrWhTaiba6iluYtakg/4TTTb+8a4ie78Qpr1/rjyWcMzXU/72OXxlw9j6SpRhmksTRpS5nzUoKpZqKatrdaXs5SavdNNpHes6wNWWIlPB8lavKLqRlOq03FRtP4mk01paKSSsktz85bPXPi5ovgXWPDvgq08dah4WvJdQ8S6Vo3iyTXYk8GeNNSmeTVdH8D38PxR8UeB9d0PV9PEGnR63o/hvQrVbCRzplrIzWFqnnVv8d/iFoWm2+j2fgCXQvGWvQi3ufCN9d+OrfVPFV3pb6fof8AbviO+vfFt5pOt2zeH9LsZ0l1zQfBmr22neSPCuqabNZy3w9p8a/8E9/2nvh1qJfwff6UfAukvpN1pXhvwNP45v7e+1My3lve3d5PcX3iHxjY24gitL/xDYwWd9baqt3PBpZuZni0qx8k8HfHzwb8PfDvjay+Inw41U/F3UtcsvC0Hj1NS1/UPBHhaw0vXNPtNRuNY0PTtX0r+09ZtorTXEmmmg8T6/4jtrnT/stt4Qi+269q3Mvr+BxFVU6dOUZqKjPEwqUFTn9iMJNyjU5m7P3eV6banoTpZdj8LTdX2t4y9+GGkq7qwbjdzi4pwUForTuk3ZNnc6T8V/B/jrTtP0r4jjxP4U8c6fNY6kNUmg0XUbnXNcs1jfTPDUmo+Ldbl8Ia1pssF1HENUvPDz6ZrqS6RdeK7pv7Ak0O1+ofh54u0/xFp2oT/wDCYWnjZdTv47CXQJfAdzodhYQW+kWsWqre3lxp2l+FdYvrrUWu2to/BentoqQCacjTxNY29c18I7zQfjlpmo6H4C+C/wADvFtz4c06R/i18ZV8EeNy/wAKvD1wLtLjxdNqPg/Q9J+M+ueIL6w03XbH7Ez6ro3gy6u7fWbeDwxb6Ve21x4fd/G65+CMNjoeg/Du18U+ArTxXP4f0DxRY601jqev+V5MlxrmmQ+IYdX1vVbDUZ7pv7OfWPsdxPpkazWUtvcTRWNrpncsVj8BGP1bC+2jyOVSnOUuSpBKNSpTvJKLUm4yfw620L4bo4TLszkli8XDDycoxp1Yx5ZwlJyo0ptJ80bXlTW6Su7LU9u+InwEsNSuNd8b+FdEs7rxQ3hPWdE0a3v7NJ9K0dr+18k38emRW+bu9sWYz6cmpHU0trqO3eyFrLDaXFv8WeIPD3iG20GHwx8UptQ8E+GxfeF5PD/ij4Zav46vPC/w5uNJsIdPm8T+KPB+i6n4m8VWevGC71mS6s4NPv7y/ktoJtP0fRkh1Bn/AE38PfGK0trXwNaeJPDl5oHibxvotrqGn2V3Zan5WsEpZfbE0oTLLJeQxz31nFbfMbordWbLGqXUIm9p8QfDfSfFFsBq3heGSW7iKSRQ7Guj9oR4ZYRPG0TxPJDKYJUiuHikR5IdzRMyt8/gaOe0eaWFw8sXGlFe2hOi2nTqRjZ05XTVk+a6UppWbjZs+nzmlkcpUnisfTwFWvUqQp1FVScp0pck04t2XLJKDc+VOV4P3rX/ACa+Ol78CNPvfDk3waudR8b6pqlle6l8QNb8Z67qFxodxqdy9o2mTeEP7K03wjcwwzoNRbU7a70+GC0UaZZwWNhqNtrIuCvqr4j/ALGXhfVtZF1Ovi/RJpN8kgi0bU7hL0mO3hW4a8sIntb2Xy4EElwJZpnypnkZiKK4KuOzV1Z/7C4e98DpVJOPw6NySbet9ra6aNl0cqy1Uqa+s/WPdX75YqnFVPhvK0ZNL7S0b27n4dfBr4u/EDTdXkFrDbzaTDFuv9KuLsW91PbMRE8saWskMlxcQrGrTPBHNYrKzkQGQuw+z/Dn7RerXluNF14W9zoxlMtojASvYmQiNvs9xcb7iMjGJYA8cLkHeqOpI/Kjwv4pez1SG3s01N7mLyzeyQblQ7Y43fLqkIE/mxOVjeeNGEpQEvuYfYWjyalrPhix1uDwxNJMBJGdQkubKZLq2i3Bbj7BZxLdB9qnmRsuqB5I5SwkPu4OrTqRdDEe5OW0ZNvazTi91/T32/PslxtSVP4pKvF+8puWsNLSV9LeVt077n2q2leBobW58Y+CbGyl8XNaTrZaqdRv7e/0ieWzu7a2udLvoJpbjQ7/AEqS7XUdMl05o47fVLa2uSkiiRD9H2f/AAWX/aa1HwZq3w6+MWt+AtD0bSro2t1LrPw8sfGPjLxD4dvXvLGHT9V1zVfFOi6A0GjvZQX1jr9j4UvPFGqXN3bTSp56xXb/AJN6N4w1fQbxUE09m7EDynEgtJNzgBJInOYgcnjIUDO0qcCvpDw5P4F8b/Zp9cs9Ij163UC0luLS3uFhYjdvha4jk+zEkfLJuVXYKDnPzfQYKvTwEakauGjXjV5OWbbhXh7Od4xhVcZv2cnzqpHlbatba561VzxMY05VbKEqzjSqU41KMatenClKvGlL3fbQUI8k7rllaStOMZR7v4J6x448Ua5qPjL4aavE9xcQX1tqVtPoECeGtcs7y5SG+e50yaLTYI9E1lLeOcW0C2bRxu62zLDJJHL9qeLfgJ4x8e6Vpfib4c/EJvhR4u/4QzwT4K1jwOs51v4dXtx/at1YXWo+Hba+iMfh7WtPtru0WfVLTQ187QoYtMt7e30/Q5b8fO3wy8F/CS78Z6dD41+I+t/DXxfBp+o3fw4v/B/hrVNe8V+M/EunWf8AaNx4e0rUxZr8NdAD6dbSXepap8Tte0XQv7OgnSzstaeO4sovsfWPjd4I8IaV4K1bWba80fQfFPhWa9h8W3ni7wx4nj1bV9HFw3iQ2tt4Y0rQJZtH06BtFt38Qx6BY6Nqet6xBZ6VAbO70a51Xw8NLPMtx+Jx8cLVx2UYuotaVd18Rl86s7P22HlBSlQV1+/oOXKmlUw0IxnWX1nE3EmTcS5Zk2TRyrJMjzPKsKqbxWEwTwc84lGC5qlWrTqKhKrOUXU9hUo+0VSUvZYh+09kfMNr+zH+zJ8HvHHgmP4l+MtS1j4j6le6c9vofxV1Pwt4y0DW9Vmur3Stbkg8IJpN28/h862j2NjeaqJ9B08adfHVb97jTJJh22qfsdfsvfEXx1od5pNvpOkeMZ7m2s9DTwnqUvgfQt0MkrwWcVpCbbwxBNfBzaySyPHd6jLLDYwzmT7Dar9UlvBXxJt9Jn8Q2ej+NtJtNWm1WDW4Hgu/EGmvf6DJo0raPq0U8bxbo3sby4jSa3uLiaB5Lqa7Li3Pj/jXwBfeENBl8S6FPd+KtBRfEEs9rYafdXut2tl4fu3WQHS4LUXt7LNp4iv1sbayj1z7M01xLokVvbzzJ6GZ4vG4ylg6+RY6rGhUw7hmMPZUMVOvKrNq1BXio0HSahNShWcqjnd8nKn8vgKGCoSr0s2w0I1YVL4efPKhShTUY/xPdk3Pmu7ucYqKVk22d5c/sJxeBUtYbjwhBYWF1qduj+Vqfhq2MOqazqVtaWt9Jc299DahmuLqLznvIjezl5LyS7lMEokl1/8AZJi0qF5NTtPEtlaWsDvPLb6gmrRx20O+4kihj0n+05mT55LspYwrIbZJb4kWlvPcRfml8U/+ClHxN0LxDpvw2+HeoJ4yNzonha+1K88P2+o3fi61P2NL+Lw5rniO+0XS9f0bxP4QmUaXcRWs+q6PbNYQCy1yciGW3+3x8cPjf8U9PSKHWPEs1pHZway2l6BYJpotYLeC3uZL25h8P2lmVHmBbydZgYFupPMVYwII4/jsTwvh4SUas5LETjzyhDCYSVTmdviUYOSa0v8A5nu0cbCtQjKnSp/VoVXTi5YjEKmk0rzSnLlSlyvXRXUWl8LPnzxU/wAHNC8PaVb6j4v1fV30S/07wodF8OPqFtPpOqxSy2moTtAdIikuFgewmnnSBtVu9Ut4baLTNJ1PU9QtbG+67Uvh1+z8uuxqfHula1rlnCYUn8OeJIvElnbfaDOs1hdXOgaTPBZanHGGa+0y/W01G0SS3aa3SGW0nm4vxRaReMTr97q9jpt69xq17Za4kdjZ28N/c6xFHrklzf2VpBb2pn1FtSu3YpDtHlMn7tVijXjNH8P2nh67e4ivNcvG8kWluNZ8Qa3rMWnWsTEra6dDql9eQWEAPOyxjg3AIjkrHHtivkeAxGDq068HPM+dexzBU4QlGhFRj9WnRjy0OSME4R5aak7WejlKVuLhjlXhH2WHlCUalCNWrBfvKai5QqRfMlNaSjzcri2rO916pqnws+Emu6RqWh6p4quotFM01xLb6fb69PfhZrRYHeKC40R4r2UQ7JoI7cR+ZNFGN5RmNbHhX9lX4W/D7wr4h17wJq3xbuvhf4+svCdz4s8c+KvAp0PwPJ4j0XW/ENroelaF4p03SPEGka5qMXm6lPKNOunm0+01iOw1GOC8mKtx8F9BMBH5XRQC6/eCgscA8uihiSqg4VmL4yedC1sHmkCQo6wJdzaiYUnlFudQngtbOe+exQ/Zpru6tbS1gmupIzNLHZwo7skCBOnLaWIwGBx2DliqrliMPTpYWvSp0KTwzpNuMJUlBUq1KTqSjKFWM2rNx+JSU16MJ18JVw1PDwhSlbE050lUdWlbenVnCVWjWhpKNSnKD5kpTfumpP8AAn4TyPFPbeOplVV3Jua+kQ52sRlPB8e5uc7VYOo3KSSVz6BpXw0+Fsfw/vPAeqa0+radf+Il8SPcwTa0Lp5IbbSo7SGC3tNHs0SS0u9L+1x3TzReZ55t7gPDFvefwZ8MPEnikNLpmnudNVhHdapduLLSEZWJMcl5cCKF5U6i0gM184LCK3dgRX1t4X+D/h3QHjvfEZbVpkELRQ28UtvokfkQRD99bc392TKryLJcG1tCgKXVhIGxRg8mzyfNKebOFKpDk9q8BhKbcZWV4Nwlz77xpzjzR96LS0yxmPy6DUfq0qlSMuZU44iq/eVkuZcy5bf3pRVj4/1nwRcy+AvGOgfBr4Zg+f4X1jSpdRe2tbMSi5s7uCO2lup5odLhlf7RLNbw6nqV4+Wl+zLHKSE+H9E8V/ErRdUTw3Bper6F4xie8muPCVzZpZaZe2caW0enxaT4cu5PtGt6lqUFhcST6r4fOmT6mZpLTQYLhkOozfvSmrpNDawWFlaLooVkgmsBD5Ucb4BFtZWy/ZYUlZt3+jRvnJZoYwSB4L4o0Twr488ExHxBbolh4u0G2fVrLTtT1K3S+ttVt4bgWF4bCe2lu1hWSOJo2ZmjmjElusZVNnpUskoYD36GKxFWtK/t8RiJucqkuaMvcXw0YuSV4UqdOjomqasjowmfxxNGrhMbgI1KUqsHQlh23Kl7safLVpOE1ioxi24p1adbmt++s7R/MDwz+1P4Ru5YdL8VRHw/qMrQQ2+oWy3F14eunmkSGGd2MMuoaQklxJK3kSWusQ6dbIsh1G5uN86cz8a/2nF07b4U+FGpafca5eSWcE/jW5li/sLTzqFqsVxZ6I16v2S4vIri6CS6/eXKaTYm0+1LLf8AnLd6ZzH7UXwE8I+AIbj/AIRjWmutXv5hbaX8Pbj/AInfjW7gniSWa98PWloh1hrLTLWVbvfrdveLcQwu58QPNi3L/Bv7OUN/f2PiT41ax4R+Hnh68NoR4C07VtP8M3kdmIVtLGPVrq4vfPt45ntI7S9gsr3UtbluppJ728j1B9TuY/KxWZ5pBywkKftK8prlcFzP2VtW3FSSdlo7b9FbT9Ay/gbhz2FDPM3zWhl+U++1G9X6zipw9lJU6OBrU41OdyajJ888PB6yr2aPAPC/w48V+MvFFxoPhQyfEvW5Lv7Vr2q6fHcRaNYau95saS98W6wEtJrea3R5Zb0IJb65lubSwW6ZBcz/AKL/AAZ/Yk8IaZYafr/xI1keLdak+0XNn4ZttN83wLpLSL563tzNNryavr99DdRRokGq6LcaXf2t3ObgWDadB/aH174K0r4VaD4a0TSvhvpvhqw0HR5ZjZjwhql/LpF5dTSTvPealdXusarFqmrXX2iNr6eaQwmWC3a3sdNWCOJOm1W/jiTESRCPy8s6MHBkUluWbLvhW5UEx7uV3KAThQyeVWv7fHJSkm7UuWUVHRbp2be93Nb9FqjmzfxFo4CjWwHCdGrgKNRKNXMK041MxxCUORNTjalgqbi/do4PlcUnCVWrG7lgaj4Y8FwNZXJgt21Cwt7WC0nt7zUrC60RrW1htP8AiT3Wn3NtdaNbPDBDFLa6U9lDcJHGs/neWceeanp+hjUr/WIY9T8T398iW88firxJ4k8V6FbunCy2OleIdT1a3t5sDLpYLAsjAPKN6xmPUv5JLnzruSYQWtqs1xPcbiI4Y4Yy8jybS2diKXIC5IyPm5A5Dxv4J8ffE74Ra7ffAzxUmja5LcSponiq2SeO11C50DVHtdU06DUrvT1S2S5vbG6006hYNcx+bBIsk0Ns3mT/AFeFoVaFCTpRqeyguacafM4xvbV20Xe9l22PyariJ5hjYzxVaPtq84RlXrvRczSTlL4rK1/d6Jv+ZmpH4T+Jk1nY3zSa/pHhe7ebTdMubLTJdO8MRzWSWZfTbO4soI7WG6s7W7tpvsEeoC4htXjkeFY3hDv8Q+AviNpkOg6h4a8YeKFltReap4r0+wuZdRurbS1t5bK38m0vNVmt7u2vJLiebz3Hn239l37JY3cVleTWvGfsXfFb4qaXqnxA8D/GbwZ8cdT0C/s/DF34u0jwPrHhzwjqN74t8JXupXUPh/xTL4q8K+MYdb8MSjVvEn2ebw7qWna/cx2vhm3Mt5p11YQWX1R4d+NPwr1rxJa6Xp2oazDH/bXhXw5rvinQ7nRfEvh20k1B9VWHSBaa0nhi60/W9Bn1SB9X0u01h/FFxYatYXHhS81PU9JvfCllzY2njMbRp0spxcYYy/teWcFOKcLJ066kub2c+Zfw5U6mnNFySdOfoxwdLKcXiP7apx+pU4whTxVOcpQxCxFNSp1sN7Nxqc0FJOUXH93K0asY89z57tf2gfE0vj7wJq3iy68N/FnR/gfZ3XijT7XxYyQp4Sv9ZvtP0/S7oRyiNbWRjot8Xm0ifTLe2ktoIrjUVF/Ep/Wr4ZftXfB74pyNZeJdEm8Ga78ouW0xlt/szuACZ9Kn81JYAc7Hs3aaVfm8x9wavzQ+IHwI+FHiTxpovxEiOseC/E9jdWWsXFve2l8klzAUgvLG6vPDUuq2h07W4o1t7wR3klxp63u99V0ee8kvJpfLb+/8vxnJe+GrWSCwXX5l0kMxSaKymldvsiSrue6hiOxFEnmhAuWIy27jynMs5lia+ExFDFZXiMKoudZKnVwNerzcrpptJV4WipKdH2FSMJRVR0Zy5Dhx+W5ZZYmjUw2Ow9flVKEZShi4wafJN8kr05pe5yzdWDk04c695/0MxeD7TW4EvvBuuaR4rtnGdllcQRajEuXAFxZSSs8L5RtsSzSS8D5c9PnT4u/s9fC74n20+m/FP4aaHrtzDC6RXOq6bJY67Y8A7LLXLP7F4g0vJVGf7HewNujidgxjQr8L+Hfit498I6javZxvYX0UQvbaEXU9nqHkplXntkdY5hATGyvNC5U7DG0ilcD0L4Tftx+OdYh1Ob4k6l/wlejX11fXvhnTNe0C00wWehapdSXGhWU2u2KM76oNLWK7F1qWnW95aaRqmhi5in1MXesXn1FDP7wlTzDC08TCLUZVcFH6ym1Llk6mFlz1abj/AC054p2u7pnjSyirSnGWCr1aKmubkxNqDhG0Wn7XmVOom3ZScKa1V0t18I/tBfspfBb4XePNE0X4c3nxBsNc8T6T9h0vw9beCF8Y+A9GW+1mGzZ9Y8QaLHpOu+GdOmGoP/aUl9cavE2m2hlvgo8udvB7j9lP9pz4NSv4ssPBVr4ljSy1BNPuDY/8L4+H0Oh6taXZ1O3tPB3jF/7Y8K3AkistQEo0VrL7QwWTUBZxyWcXtP7Sdj8HdQ/aH/4Wf8QdE+O2heGPHFn4YutStvBniCLUvBniLxD4VtWsNP0e0trfXor6OX+zoonEWr6no1jeXdyn2ZbDUbi8muf1JsP2gfhNY+BdH8WXvjOw0LS77xPp/ga3s/EZfSdatfFV/aJeado17pcweYXUmnyRXk91aPeaZbKxWfUlkSQKsPh8szWWIlhcTLCVJNxi6NSbjy05J2rYerGMfcqWcqc1FqW8VoN43OsscXmOFp4jBKzgqlOlzS05XOniILmTcb/vIyaUU43tKSl+Uf7KfiXwhplxceM/ipqvinUvHwnk0yLWNYsbLVNC0LZDjUm0yx0qCLVdFlzIukTQWmj3VvHFp8gtltY7q7gT9Y/htq3hLxXHJqOieJ9C8QSoAxt9L1O2u7mxQnaG1DTw/wDaGnSzAhhDf2trL5LRsiZmUr+dv/BRf48/DfwxpfhfwxoVh4V/4Wf4ru49cuPE8mm2/wDaOmeFrKRvlm1OzEd9nxHqB+y2ctxc/ZTaWWsyCSG6W2nT87ND+M2oQNYalfKZ3Qq0WseGbtXms5v3gEkV1b3EU1vOsYDARXUsyx4O52lJHowxtPApZdUxUatSnGPtqkYqLdRpfE43tJLl0k/dvZnmYyg80xdTMcLh/ZUZaUME63tZUaSUUoqUkua8uaT5YQTk+b2cXof0vX+t6glzJb6XbQXQt22XMzqPLEpx+5j3MoJiwfMZSfmYDCqqZK/E7wl+2d8QdM082un/ABSSa3XyyE8V6foGp6hE+1g23UPEmnjWrhCAqf6VPLEixJ9nWIF95W8cVh2lapSt5yhv7t76d9/V/LheHxd7OGJi72tGErL4bJPl6XX3eWv8/T6df6Os0VtbpDZYDXF15lxPd6golAUx3CW4kZow7SJt3QKNoBLYUegWWtXnhbUmfTvGojsrS005oru1stT/ALPS4klRpVFnq+mWUztYojx3cgs4lnWRktluk8wN9UfHP9myTwt4St9X8D6T4j1uwnu7trmTVLm0mWw8+QSF55pIrES26HesbaegLqyv5CSy7JPzx1u2v4Y/sUQyjeYL9Y18yMSPK7SRwBwX3CaXBleVSGYFULGNT+WU6cqknGbcZpq01JqWlndW05ru3TRXOnM8sq5XjoOm3UpN03GpHmS1SbjeLs0l6a9ep9ZP8dfD2uf2j4a1mDUEe11jzo7hNK0hog1vK1ld3mpyWNvp97NeQWcUkVjAs11ZacJr67sbdLi71SXUugEc9s0N1bySLFMolguE8xWaPoCo2oyD+HbjAYckZBPw1Jq6zvpRSxiu7kww2Vzbz3hhkguLXzbNHMdnPH5guYUiuZp3ik8y5klgYL5bZ+nPhzP42urlU1yBoNCigFnCsgiUSgtCrSQQxMyzSwoYw8m6C5FvBDJNv3Olz9FgcTKDp060nUVkveleXRbX17/8Db18NVr1ZyfLOpBPSpGNlFWVuZpWfbrK/XqfR/h7xHZ6s9tZ+Imt7pbRJ4rR9QjVpIVu4Db3At3kPmYubdmhuIiVhmjzE6urFThftB3/AMTdX04audU/4S7S1tfscFvFHaaZp+hXd64s4tbGkaeIobvVmP8AZ0V3qUsQurmHTrOGSeCK3Bflbm3CuhRmPQo4Ocrlh2+gyR7c8muy0DxD9lZbHVbePUNMlXy7i0uVE0EsTcFJYWzFJHjnDqeAM5xivoFKcIy9jNqEklOF3aSVmk0nrt6fO53R5PaQnOnTlOm26c5RTlBuybW1ttN+tz6m/YZ8FfGfxR4M8W63pPjH4Y/Cj4O/CiXRrz4ifEqy0zxLcap411vUn0myt/C9nPr0XiPV/EXxEvfIFhANGOj2qpqZhijvmk0jw9efol4d/aM+DeveJIrTwn45Sy1CLULfSLC38Vp4e0vWNT1xtJtpNX0ddOsdc8Q6TrTaVqF/qHhwXNjeyR3upafeT6VEmbaZvyabwxBd6BqP/Cs9cTwabzSLmxl0fQNE8Madc3tvIxuZNIi8Spor+K9L0PUdQUT6ppmj6zptvdNLczyRG7nknbwL4a/CfxXYePbDx14ut4fC+o+Fox/wilrpzWlxbprEdxNJb647wSz4W1H2XybSeEO9xGjyr5VvGknBiINUpVsLU9li6bU1FpqFZxV1Sk1f2XPJxvWjTqTio2UJ/C96S560o4tOrhqq5ZO6coX5F7Sz/iNQ5uWDlCPNa7Td1+3PxD+Hnw+1W2huvCejad4L8eana39iviPTtI0eLRNW8RLHby+HNS8abr+wvryGRYbjT7qdrDVfEF9czaO02r3VslxJb+Q+DP8Agorp/wAD/g/q2kyfs23dn4+8NMdN1XW7C8RPhrItkbWyOparrMVvc61oos7u9sLVPB4gWGGS6htjrukzTixWn4D+MV3rdgnh/wCJgtNO15IJGtfFmkWUkXhjWVDkCHVbR5pJ9H1SUtEqPCJ7G9maR2jsVQkWrD4XWHiTxVpWhaFJo1npni3xVpd7rc91qX9kWb6st/EbOWNcKsMV8bq4OoXKX2nRCaOzvJzMY1kg8GlmlfEU8TialPG5LjsJC2YJ0YVqc6aip+1oVZUqmHxUeVPkr0GpwtyYijCqp0o/U5bPK8vnTwOZZPlnE+XYmtCtgI18TjcHUo4lcsIxq1cHWo4hYeTUVicDiINVkr0KtJSVeflPhH4u+LviofFPxA+JmpeHLG98S32m/ZdD8H+D7HSbKya5t0aaG/1OyaOWWbT4bXS7hLjVrnWdXnZbuwS6kt45Ug2dWnsobrybB55XidorxbhPLiWWNijKGIyGRgwl+QLkHaSvNeveMPgFrnhHQopfBfixPG95a7r7WdPj0O7sk1S/fydRubtoJftlxJfvI9vLeQa8Ee6MlvqGoJo4urTTF+e9ZPiTT9Zg07X/AA3qNprs0Fiz6f8AY2S5uItQtYtQ0m5tbeBGjnhvbCWF7f7CJYpFi3DDMUV5dWpYvDVXQbxSqT53WqtTxMdbtycX9p/aS5WrpaLTnzuvOvmn1mrHD4CEV7GOCyuh9UyzlhGnSpypYZxUklCnGSlJ+0qNyqVHKpOTfUwaxYWun63dyxyySaDYXF/cRQrGWnggsXvyluzbRIXjiaKMuVVplaPeArNXsHg3XvDnhjWLLxJ4n8K3Gs6Hc2mmXVnqNrO97FYw7vtkq614VW3jfVrS4gk2G5t59YkhDeW/h5oVfUrbwPwv4o0v+0IJns8v5kfnGSMA3MOHCrPuCl4gC+3zGCBWYBl3M1ei/HRPiDN4C0HW/hfe2scd1fXdvrOowWllfWehW1to8iaeNbN/bSJYG61G8sl01sR2t39hv7aW6Eq2tpf82YY3D5RThisVWhho+1p0adSu4RpOtVdqdNudoxlUl7seaSvJqN7tHVlk6WIxUaMY0fZShP6wq9SrTpxpKMfaVZVKa9pGMXaTcYya/kaun9w/CL9q74YfFq91Xw9oUOpaVdaFcwWEcmsaYbLT7mGV5ra3k01baWe3sLWa6t54bdLoWcUpMa2qSecEHv00DQwS3q3Rs7O3ieefzyosDbQoZ7gqroRCvko7O9qAuFMrxswyv4k/DG512z1XxZrOjR638PrzWfFNnq+m6leW95c+E/FFhptr4e1S10rxJoBuli1nRLHWIru0XVtH1Cz8T6OssqwagbWe6RvVfiR+2X8T/Dfh/wAVeGovA+k6H4iuhdW9x4h1LxdpXiHw9ZabfaBpGjyT+AtHLWOoa0s9yl7fG61S1s9I8Pahqdnaa3YajeTvHP1ZfntHE4edXEVJTqRpwrS9nTqTnGnUhGcE4wc3GTg1JSly05R1jN6nlrJcHXwjx9LNcHGjh3KeYU8RWp4Wrhoc38SFGrJTxdOzcYvB/WasnZzo0pShB/c/xU+LPhv4W+HfEetaxquieArTT7P7XBe6pJEkeuanKt0sdrpGjxr9q17UZGsFzDZ2816Itn2hLSCMlfgvXf2jY/EWrRado+v6f8BfCM1p4aspfE3i2CLVPjDeWunyS6rp954V+H9l/aNp4NsbiyvLaaDVvEa3upDS/smq2ln5FybdfB/Bv7W/wE8EeKr/AMZfFTR/FXxO+NeseDdWtdL8d+PtTtdVf4ceJrhp7fQ/E3hjwvP4em8JW+l+G9SjvLuw8G31tplvchl/tCe6sppbZ/V73VP2Vv2rPhXf6T4n+DS2/wAV9VttCg0H4/eBNB+JuiNd67o99p9vruqeKbbT/GGrfCK71HxB4dtrm2hS30jw/oGgXF6k9tp10bWx0CvRwy/tOm6yxCwVJw5lTeuJqQVpRlzawpc12lGF53avU0cT6Z4nKeHcFhMVl2A/tn617N0s4qqj/Z8KslL3aOXTqvFVHDknNVMwpU4tONsJHSR4l4i/4TXWPEPiHTv2TvF2laj4kuPEOnaRq6+LbXUdS+JHiPT0mRNV+KOo/Ey58N6rbjwtezymyvnTxt4clsdEe9d/D9haya35mX4Q/Y1+M/xQ1vVfFnxz8RSeEtbt4tPh0fX/AAdq2l6jq2vSrbyW91d6xqF4NUvJooraGxhspRdWhdfM862ZkhkX6I+Ef7Mfw0+E+nXtndBfHr3d7BcwXPiq0sLi805beNo44NPuGhmu4k+Z2l8u7KzOy5QRpEifQ+seK4NA0a91SWcaboei6fdX948GCLfT7CBp5clY8kR28J2Io3kKqKOMDenWnRpQpUI0qcIL+LywVWSvzfvKmkua3xSb163PicxxWJzPHTxGIxGJxlavUglCrUnKOqhCnThR5vZxUUlCFOMeVWSilojhPgt8LJfgnpWq6Pe+MNW8Y/2nf2159r1RLSG6hmisLe1kwLVcSmeaCa6klLsxeZYmyIQ7+n3mu2lhLoh1m+NpB4k1208PaNG8kAN/qd/JPDZW7PNNBDHFPdW72hnyIIrjCXLxIJJk+WPB3xksfj9448MeDPA3ij4m/DRZvEFnHquvyfCOx8a63rmmXgtxYad4S8CatqFhf+JL/WRdm/0q3sNY0HUbqz0bUNPhZNb1nwvBqH6B6v8ADzVfib4ck+Evxk1zXfg7e+GrnVfF3w/tPj9+zbfeFPjJ8T77xLaP4W8F6j4OtdFvdWm8PJrniHwdL/wmHgHxNJq+n6Ous/2NpF+/hDUdD0zw/wB1DBLEwliJTUlzLnkrPWyai3spWeivrolvc8rFVK2Dr06GIwuIpznSc6cKtGpTbpx5oKolKMb0lODpymvdupO+jPgn9p7wr8Q/GGh3beHtH+Kmg638F/il4h8N+OvAvhTT9Z+zav4OGjWGoSeJNd1i0WXRNIGp6fC974Wg8T2dxpt1bT3v9k6nOLuO7ueb/Y9+LHg3wPoN4fGa6bplxZeIdTg03xF4j8ZeKdI1nw3Frmmy3PiDVZ/BXhjStQsvHtvqsWm6daQ3OrSaPe6Zr0kdqkupDUdKl0X9Lk+Dk3g77dLa/CPwf4F+JeraSLdP2cjbfGq4179oDxadA1nxHYxt8Pryw8PqdFn1m78T6poz61/aOl2+zXXivYZtI1W+m/Dr4w+DdX8Y/FjUfFPh/wAPXfgf4x23jOfwr45+GGrW0/h2bWdZ0x4YPEmjzaNq8ssWh38L20sM+kaprGoyXWoQtJay2GuR/Z9QwWaQyvGUMLVjWpYPMFUo08TOhJ052UHOEnOHLHmjKUYydnTcXNOVmfT5RwTmnE+QZ1nGX/2ficXw19Wx2PyyOY0IY+lh6nt4RxFLDqpGeKhh6lP99Gk6ql7WnSlHmkqcvbtf/wCCneuaR8Wr4aL4A+FuufCi91kJpccVvrh8TL/ZE66bPqmqaVqOrawfDPivUBBPb3WqWVjc6bDcnT7F4JSiW0n2hr/wY8B6l4lPj/w1IvgrT/E/9ha74z8F3ug6HfWetahZTTanbC5tbu2u4NF1BJNR1a11A6WUheXUNTltDZX95d3E/gP7N/wCtfAWk3HjX4i6Hbv8Q9bje1u7G7MV5aafptjek6Jb6bam61GO1mgs7eyUyx3s89qsUVrDcQ28Itk+wrDT7jU54nmjk8osvlaeyMyxk/dmuegC8fcIw33mwAQca/sVXtgYKjGLcXUho5p2V+ZW5nfXmfU8BVsTiYReLlKpdRXsqt5RpuPKrQi7qPKkkrKysmndIpWmipqbxw2dn/Z+lqzLHb2oa2N0SxYyJ5ZQQxOxbc/AYsxAd8sO70OX4b+GbbUfFOs3ML2vhfVNP0bU76C0vJdJ8OalqGpWVhC2q6jFb3VrpcFveahbtqOoXrW9rY2plubq6iWF3Hq3hrRIdNgjuL6CK4kZQVgfekjkZH+pjWQxxqMLuVQqgAbsgCvL9U/Z8+GfjbxnrXii+8OPDrT3uhadLf6Drms+HLuXV7uT57gy6BqlpKsTR6xpFub67uYLqKS1uJJBElqlzcceJaUZ0237ylGpNTlCXvpRbU4SjOMnf4otSi0nGzszuw1F1JpxS5oSjKKcVJNpxcdHo03bR6PZ3i2eXa98DNF+LmoeL7jwn8WryW51S/nvNW8RQXVh4gsbbUdXvLa2a1j1jQtY0e0s4PDuiQ2y3Et2IbPQ9CuNL1CS2uI5HuTwXhz9j/41+DfH+v6j4n+Lmj6vYa5eaZc69FaXWuWt3a2+hQ30FpaaO8Wj654W1SO7jNnp96zXKk2VtLFp19arLayxfWXwv/Z8Hwo1HU2tdV8ZafNcX+r/AG3wf4l8XXfi7wPPZalqYWa90fT4tVnjg8Tf2Ra2GlXmpzXM7SXQvri50y/LK6+t69dvHE9uAEEKP5Y80hYMku5AJJ3Fn3FTGAzPuZQTivmcLk6pRjTwONzDCUafLCnDnoVbKnZKCdehWqcneXteaSS1s3f6XMsTS9lGni6GDxdaf72UoxqUklKN1rSqwtNPXlScY2SkoNK/yFBqup+F5JbPyYtQ0W6ZobrT5kM9plvlJSKXcEB7rjIbaemRXxr8Sv2WfE2va/f+NdC8S6R4f+GetTTal4l8KaZY3GkTWNlYpJqOqarbCzv5ba6NkbBtUvIZNPuJL0x+TZwwy+SjfeeueHJtRktTDJEDHei8mBaaNmXcD5Y8l4gVY7W/eLOrklWhZSceH/tJfEXQ/A2l6T8OY7u6h1/xjb2l5qKma5jht9KW/c2en/LJuhu9R1CztNRkiSBCLTT9IvtwgvW830M/xGLwNDD4rL6s6GYTr0MNTr06UakY4f2sK2JhiOZqPsXRpShDm+GvKn7NwlK54uWU8NXliKGNhCrgo0alZ0ak5RTqqPJQdHlkpKftZw5rSt7JS5+aK5H+Qfx8ufFPxH8bah8TvHMV9LYa3DZ2mnafcebJq+g6JodnZadpFvf3Fms9nbSy6ZZi7vZIrOyEupy395LZxzXk8svh1lr9poOo+Xo+pX8MIaWNHFxN5k3lOSEjuoYooy6iPzPLVni8rAE8u0yV+gXiTwal34gtb66ttb07ULPyILplu2nt9RjkunkGA6M0sLwKD9qjFsjsrrgiM+Zv654J8B+IdNuZpPDWkiQQW07m4sLIXEd6hSN55riNUE0JDR/aD5cN3AcSJLIPMt4/D+uYh1J1amIqe0qS55zUvicmubmTT83/AJ6HLUyb2sksM/YrSzjrfbppZaLS3z1SPibRPijeC1Z447S7maVlnmbT7S5jwp3QogiGyN0Vz5vAdsoJMsmSV7nY+C/Cvg9JIrLw7KJ76R5LyC0t/tsMDxSSMixyXiTMIibmQRmPYrhSxQcAFdSzWtFJPlna3vWtdaPolra62RpHA4mmlCddc0dHeL8vPrb8X3Pt/wAO61o2t6XMkxe+gvIGhvbKcCWOJpVC+aLc71ZDuZT5oe3lUFJIzGXUfCH7Q37MEviDV7fU/DzQvp84jNjpcBsNMgsZYfKNytxHdPGlwLgsohnNxJItvCI54i1mbub07w74i1Dw3cLcRTFFHIBOY3TnKuMkOjHgqeeARziub+K37R2kaN4cudRl1CO4u4TLCtn5kUl79sg3i5fT9Okmt7b7NDtb7TczyxxxqEUpM0sQf6qplE8TNyovkaV+duyWv2m9Pw89jneKpRp+zxFONWlJpezak3J3T93l13Sum9vmfKHh79lvxHBqUv8AaIsbaJUiDXB1HT5mi2OxXaNPkmZwzSOhVFdlLLMVWGN2X2y88NeGPBOkvpNtevqmruEMko3mCARidAwRn/iWRJV+0xRXCv8AuvKSJWeTxm0+NfxT8VahFLpena8dIklENxqE9jBpGktYG62Ld6dZDSZfENxLLA0RjJuIES4LKTJbvH5XL+M/GE1lM9uLrdI1w8Sz2t1byC4kiiSSaO4SZg8TxSSNIrIZg4EckHmsSh4ngo4OtGpXr+2qRXuqErq+mjtbbzWgsRm2HweDdOhho0ItL3bWclpZt2bu+j+49T0V7fWda+wxsdls0cUx8tiIiZZLeKJwMustw8LmDKbZlG5W2lC/oeseGbeOwXUbK6tHBeSGSHzrZ7mKWCV4JoDHE7kyRzIyNyRkEZwRu+AY/EOrhr14xLbT+f8AbS8cZtwtw4lEDwpbyfZ98XmoUDHzQY2mChCrn2H4UeJRo+o2v/CV61e2fh6wilkuJtKsbO91K5e40+eJbDTkvbqyic6jcx6ZBJf3mU02GBrxre4n2Wt70U8znCceayi5K612dvX/AC18z5mlm6qNRdJK7bc3o7e7pdvR+qR7dp+t6ppFx5lveSR7SMqpIHpjBPB28AkcZHbivd/D3jOy1u0Ed06pNGuZHmIXCgYYsWXYyYGScgcn7vOfBpRpGt6da6lpeoLK06SqiuQlxciB9hmaBmEw81fKmQsu8wzwu4AlUnl2ubmykWRS8ZVh+8Q7SGHTHVSwPT+uDXupUsRT54STvo9rdPm9F0/JnrRxHKoy3jJqzi1K+itdq3Lby0PuHSp0SKe7bUrZLO1V3kmXbdXG2FPM2W0UJMs6kN+6Od25mULJls9v4e1uzf7Je2V5cmPzkuYp3ttskLo++N47bLSwEOgaWFwzBt4aJn4Hx14V+IbpJFbajIzgnakhACJwBufaFKt1G4bhhiflwM+8aXqpZFv7WRJomXFzHCcqGYblmIwFLxsQGkQqTGW3rlMrxVqCSnGcVKMlyuDV4yjJcri77xabvps3c64VLuM4Sd01KLTaaad7rs09brqfpF4c/aC8L20Ea+NLjwqmo36sizTzT6Xr2ofZFlnt5WlF3NaQQ2VxMbmFoNOSzhcobd7eaL9x6bJc+FviVpvhzwr440C31Pwxo+mSaRY3P257Sez04QRRWMeleJA0muaOIVhiM+nTahdaHqKxmW8liil+zV+BXjzxH408V3GneHo7W8hgi8QzeKp7bUo9E0zTXg0aCGys7G01eSPTLrxELu4vprhop7wpYxWaXDpDcwWUg+0f2JPi38bPiH4f+IPxP8d22qSfs++DXsvDVv4th0Lw5a6Do+vPf2NvbxQW+lQaLfRWCQXdtZQaVomneIJ3vL3TLK1tPPkVJN8FkDyii8TlmFoTo4hQhXhCrKVSVRSjaNHCpStTjGcqlbFTcILk1vZ8vlPOZ5nVq0MyqTwyw1af1WNSPK/Yp8qq4mrLk5alaaiqNCEJy1TTu7H0H8cPhj4c+FXgrV/GGlXMv9iaNqMmlXFlr1pb2l5b6s+kaTrVpYyypdXMV/FNBq8MMGpWBdJZLe6kmgs0hkRPmf8AZW+Nuu+IdP17WzJAklrqT2kmkw4a1bT2g2eSkMpMl2Lgi43JcWxjuIx5TLvjkjX9IfE3gS88dfC2y1q78F6lc+BvEum3t34V8S614c1VNCgvPEmhy6fb6zoeqtDbWc17FbzRMtsLu4tpZIhHPatMoZPlfXPgP4M+HmieItZ8Maeug6Reate6mvh3w3p+o3F7p9lv8J6DoNtcRzz3Ux1e91HUbp4JbO4l8PTTNNb+dps0gEHm4vBUsyty+zxGDr0v32Br04zjWp1NHanOMqVelNf9utP4WTKeYYXMKNZYidOlQbjz05STjUTXLOUk4yhNdm4yTS3PR28P+B/G1q+o+DJNM8MeJiHlutAuxJB4fv5jhfl8pJbzw64JLLFYrLokw+T7FY75buvyP+KHw9+Ol38UbnSdZ8MeONPS0tNQgsrG8ksvEVlqmnWmo3er22m2cujXEJvdCmjg8+KSxubqeORZIbMTxiHzf0DvfCHjPwvfXW1jf/2PqF7pt5cW0jWup2F5pl9daVe2dyVyN9tfWlzbmRHkikkgkME8sXzHpl8ZeLbuzTTdRsbu8s4GSWG11XR9M161jlJBWVINVt7mOOU7MefEEcFQcjmvhocIYzh/F18XwnXpwo4mMKWKybMsRXjhFTpzUksHioU8TVoRg17mGrYfFUI6RoPC04ckvoKuJwWZU4vH03TqxanDF4WjTkq2lmsRh5VKKc5p2dejUpyd+arSrSk5rzr4Efsn+B/G3gXUdV+K+k6d4512TW5odV12/F02vWOoWGnaVbmw/tm7uLbWovs0ccF2bmCVvMmuzNI73DTTP6iz/Cv4HXPhj4SeF9HvtJtdZmYaGbS1utR0xLy8vpBMk+rXU0txd3nnM1xOryXciW4aVikMbBOhs9Q8Sy6bGj2F3Hpln8sUNwyaToVsjPnzDp2krDHGsRzujCIgGAzbfmPlXxF+JA+HnjXwVc+L9J1nVrTwt4q1+x1eW2t7G20fSLy/8Pa3aaLZQwi3acQJqFtFdJqUrRSvKHithqcHkG49N5pXyrCYOnnuMwFLOMW8RV9ngoVsTSnhcNNVKjjF0oVZLD4WVCFeu6FGDryjGEI+0pQbrwdaEvqE60cFh/q1NzxTjSpqrOC91Q5pxTqThVlTpqU5Rgruyi2vada0y/0RLfWL2OJtDe7s7RrmeVtPS4ku7qG3WCW8Syv20lLmSRbZL5tPvI7bzBcTQSxo6H6u8VRfBKy+Jug/Dr4Q+AvDHxw8OfFnwt4QjtvhV428e6F4U8eXV34m0vT9Uu9O/wCEjTWLkaHp+oJewaG15qVgdKttVPiiK8vLSWz8KatYfDvivxZ8Zbjw78Zop/CyeMdL8HR+Hru68PxJq01qvgnxvq2rWdteS6dp/iXT9JtI4JrVNEvvFlz4Z8VXv9pajptibjSdOtbL7f8AROl/EmH/AIUunw++Ivgj9njwL4x8MT2dv4g+I9zoQt/jh4zms59eh0CDxB4j8Mafaaq93oLf2PJHqGqa3plzfXNrp2tWHiK2ukkRf0TK8Zl1On+9j9YjWw0cXha1Onzxr+45PD0Zv3Z1HCN1GPxJ3ulc+VxVLH4vGwoYOU6EqFVU8XOo5Qp0IzlGMKsr6c8ajTs7SUouOl0fmr8UP2R/i9+zr451b4deKvA+vm00waH4pt9J0T4jeH7tPBOoa3pWiar/AGB4l8ZaTqcenTXWjxPaJZ6/pWppDM1rd3NoTqhYL+k3wktPAPxTNr8Nr34u/FzRfj54rU2OkfHLWPi1448faPGyRar4i8Cz6V4lh0XxDr27Q9Ss/FyW9iLHw94csJdBv7S51621HUtKg1D8iPFX7QvjLUfE/jD9n/4u+HYfA/hUwQNYXugaZqEF74W0yLUtPbwn4t07W7q/n13V/DYvbXwxeaxbXt01y9q4tLQLc2aWklj4MS+NX8Sr8L9UuLiPUNOGpRyT3Q8UG3RY2N7NPdXek6hpEF54U8U22m2GpWesaBqVncW3iWx8FeJ9Lew1bTrNovl8NzZbm8qlWnVllGNqqdHCOo6lGi1VVSlOChoq0J61NXa+/LBQP3zMcwqcb8FUaLrZdHizhDB14YjMo4aGFzXNstnShCv9axlSr/tdKjCkoUKcYUUtrVcRi3Of7UeCv2qLTwR4J8f/AAH/AGg/hz4+8T+M/g34t0CfwjP8OYU8e+OvC3jeOfUNYe4e61zxZ4f1DUfhe1zAPE+g/FzVPGyaklrr0fhS81bTdW8I6TqS/IviT4T/AAo8b+JtK+IZ8DXngjX3i0y41mx034qfEH4jDxb4gsZ5r2XxL4k8RfEG6uvEN/qOqTSqZkNxFbpa29ppahtOtbe2iy7HwH4aZLVPG/h3w34q8QwTzz2+rtb6xrl5aXElw80DDUPHOv8AjHxDdKEYbprrX5pi6tMkduJDHXseh6MhLebcRl4wPmYqIbeMHhYWJVUOCq5x8v3Y8k8/Q5ljI46CoypKpRpzUoupFSnJxd4S8pJt672bWzPxnJJ47JMTVxmXYzFYPE4jD1MPVlhK1XDzlSrxUK9GU4S5nSqrScHe+l9jasrW51C5V7qOR51KmJQSUhUcb/k3AyZA+UMMEHcuQFHrmk2nibwtc6F4j8Jtpc/iTQ9Z07XYdJ8QJNcaLr0FpKXuNH1qOy3X0Gn6hEzwvcQQTyI+HWC4CNA3PeHNW8J21kJ7fUrC8c3c2krOWC241OG5+xSWoklARpxcgwG3jnM0swMaZNddqUjf2S9uH/fa3d2ehwTRSmGWN9YuIdPea3m2zwRzadazTX0QEsZj+y/u9zBI38upWlh1ayjKLT5mtEtH1Wtr9359juoYf61NQT9o6vu2jq3fSy3d27+d/mJ4u/aN+M/i3wve3UvwE8LeENT8QaP/AGHc618JLbQvHet6xoke3xB/bHhDwb44vPC1poniC3sNFOsm91TXLu7RHm0y70bVbfU9aisu/wBC1zw/46ub3W/CXgLWvh1od801vrfww8d6vpuqeJ9Im1e0jutU0y+v7LWtciNha6veeKItEt728N9feGZ9Jk1W30u/Z9P07b0G01KHUZ7SyvNW8PXdotvf6DqmkwXm+1VbWOHbBefZm08Fyb6zlsrWWeNbMx/aoGinaJu+vLn7FZxpcQxzzpAkMlyJ98k0kcQzPMojtZTLL/rZkKuGkJKDJ44quOqZnTVOUIKlTq3lV9nFTquNkoxkmpcuju+VxktNGe3DCUskfPB/7VVpRUKTnOUcPGSs5zhOHLzuKlFe+pxml7rSTOOvtSXTre2tYftFmlvF5Nvbh8xQwktuhtyojVI8BisZkdI1wqhQBjzvUdQju5p/KnaQkKH3Ju3yAk7Rgg7VLdMfMQCMGtzXJBcO0qtJCGUGPB4CFQTvUFW3gkBw3IOOCMtXI/ZRNgIjK5I/ebgFlUZbkHdt6MzncFAHIGSR1UadrS0Stoku9mjyZylNycpOUpNuUm7uUnu7ve7v8nucJ478caB8MvCmveOvEqNLpfhSyN9PbQusVxqmoSSpbaXpFuzMHM2pajPa2cRUS/ZFke+lie1tLgr+W2v/ABFsPipfW3jfWrW5u3vFlv0vbe2Z9Vj1XVNVESR2iTXEc9hpelvbSLpluE8q1sdOW3t4Y7KMSSfa/wAdLu38Y60fBq38Vn4d8EQ3UmtyTW8V+b/xnc2NxFc2wtZQIPN8MaXMum2rTZkN/rHiaKOK4EFtI/x5FodmbKb7FOi30oMUc1rbTW8urjTIYxEbuJo/sduAqPHstXk+WKGAxG4jmlf5bPcZOvWp4ejJexpNurZ71fdStZLSKbv52OnCYWpzRqqbiteZWsmtNG3um7aW18hvim783T2+3wSx3GkWtokOqy24gtr21uZMWylra9vZ5pYnkuY5TFE6JbN5qW1tG4ua57whrM4+yXCXqM88xtmtLeQzxN+6CPDaIYt6AxeThwlvJGWBlXfDmsfXNFu7a/0Ya7fS2lmZZPt2kXU7XWg6tp7/AGclI5o7jS5phfPPdXLWEFzpl7aSJbtYaja3MrQWrIPD2gQCOw0SNXNmyGT7NJ5qqvlxww3ckF/etdRu6hDKYru7hl/elHUygt5KhdxTlbR3dm1Jte6unnve976bHowjVpyi9eWN+be+vK4yir622b7HTeK/COpXNzAIze6eifaHgvIbNL1761kdBHBdboB5N1pk8dzbydPOV45kRIWiBK7LR/E2taPbi3uY7rUYAqx2qSoLaWzEbStJAzB2mmA82NUeUkBYwI2fLOSpWiS7K33HQ6ierSk3bV7vbvd9Uj5Yu11nWoc29tcW1tuO2Qo8SKhyCMjJHAxhsHIzx25XT/hp4aj1ttbvNNtrjWpI1he4NsJJmQMJAoEysF3SAOXQK0hALE4Ar651fVfhbeeINQ8Cac/iHwz4w06e9s4NG8Q27LZ60LWR1gbSr9pbpjcajbBb/TY3lFteQypbxSi4kCLyM8Vtpo8iW3gjYBtl0sQjMjAEMJGfLiRWAyrHh8hQD8o/TKGNp1lKFOXNut9Vy2urL71fdelj5V01fn39Vs7L+v8APcxYNL8Oal4b1DRbzSbOUTROIYZhOsRlRGaI3P2eSGTYtwI5QsO3ypIleERzIjD8wPiD4S1fQNdvIrzRI4oY9RvIbWeFZlNzYxAJFdxM5uLqeKeMSTSi8kMcR+0yQGKJJjH+jF9qyx3RaFmMpJ8yTARGUjCnbwxYY2s/3WUKTk8L458RvCdv40tTLc7GltkneIuN6iQqCGRSSijeil22EkAquN24cmMw0ptzjZt67q+y0frvdnnZjhfreHfJdVYfDur7aN9PPofGsviizXQdJ0C00Hw1YnSZLm4uPEBOrP4k1ya4uLiVI9UkvtcutJW3sYJvs1tBpGlaJatbwQXF+Lu6WW4ky9Q19r+K2htzYwvayTW9xk/ZbdZZFkvIZTC7CSWWeCdo3lWQsY9Njdp54/s7JT8UeGNR0KecvbTzBvItkRcyb4lMsryW7LG8cccQjCnzsFpJ18qGTaBHzMOjS3kEzOhErYR40EQV7iIlYJNsSiYNGbh44ZDGUKmfkHC15kqabU6r5eVJKyW3u72VrbN9ezZ81So1aftadeEox5FFqy0tKMr7W6b6vz7+h+GvEVzb6happUq3lxbsiQLJfCJHuoXKB0OYQqswjaFW2iZvKdXmAjUfYk2my3+kxzXo+y6psb7SoiSKIzrnzYoVE0pZIpG2CUlDKgSTZF5gUfGfhTTLPw39nubiJby7S4hhmuFkyyoDIjC2BUzOdrPDGzxmZLiPdHEYxC4+q/CPiK0AaTVLjTNl9cQxi1s7nVr2O9aaxW1W7uHvtNtrayv9N+1WWn3B0vbZRXVjZRn+0NMkja+mjmEsLiVClGUlJX0dvaWtdJNpOS1au1G6Suro9vJ4UainRVTmlFe7zvo0rJL4na1rpPreyRz0ou7SYo6kMrdCfvL2YHqM9MZyO3Ndr4b8cXujyJEGkFvlQYw0mFAbkjacFhjGG+Vic8Vu6roGlajczw6RfRX3kGEzKjA3Fi9wbgC2nU/M5ia0uInuIg1rM8LGCRshE871LR57BzHLu6kq4IXOPlGQM4z2PB47dB9Xh8VRxlOMktXFNqS5Xqov3ovVSd07abp3aZ6M4ToaLaLs3K+ysrRstXrre+unc+gdV8IfD/4wJYz6k0ourKOWMx2t6bbzYbnC3MEiqJGjWcAq0iKs2d0n3grL9JeHfE/he18A+G/2dLzXPiH8Hfhn4i8beENK+I/iTXfHlvc/ArQvCFvrdnf6j42svAOn2s2vJ46EWn6Pp9prDyz2kIsPtSWFvqNwL63/ADu0fWdS0q7R7G5mtJkK/NFsIbno4kVkK89CO3BHGfqHwl45u9St4IW1/W9A1uFf9F1vRdRl0TVLSWRSjPaX2nSQzIsilkkjQtHLEzRvGVbZXRHEV8JKLUuakk4qEveSpzcXNQv8N7WbWmnQiVGjiopyhaTamm3OD5or3b21fK9Umnrr3P2o+P8A+074J+Knx9+BHwB/Yp8X6b4j+C0y+G/hhc6f4C1nUZvB3i+VZPDWpme6MM1zYRp8OLeHwjpWkf2dpdlcQw6v4u03UYZ08ORWVh7x8Z/hz4f+Evjqw8EaJ43u/E/imz0y713V7RdDuNA1jwfbIulnS7m8vLPU9Xs5P7YttVllt3tNQRxb2k7zwqkjrD+H3w/8YePfg74zsvi14b8Wa/4h+JGlWN1F4c8Xa5Y+HPHV5ps0lvcWsLXGjeMBb6NqMf2TUNVspWupo7yP+0Fu7PUYNQstPktu0+Jfxs+MnxO8Y658XbPxHq/hP4kanFoVrH4kax0bT9TuF0iOCza5vNA0++8T6Fptrfol5jw5batrOmWekz2+jyXt9Ba7n+dz+eLrQxmYZPKis59hh8NgaGYV8XHLIww9aVVxnSw8pewlXjUqUni6NCrWp3pylTr06UaMvQyjDUKDw+BxjqfUPaYmtiqmHo0ZYypVxMIxUnUqRi60aMoqoqMpRTd0p0uZzj9oeL/hTb30d7qWi6lN4f1oax4n8TRSWkLRaLe6/wCLdS8CXOtahq0GmQrd2oNv4S1SZFgg1PS7/UPE2oQX+l2emOJ7XzWKe90pp7fxZCuhS3FnBqlhNdxy2kF9ouo6l8UIrC6nRkNvCItD+F2ua3favbXB0qeykivVTTFc2Fvwfh79tzVU1fwJ4X8R6L4ZMutato/hjxH4ltjHpdrq2pXV7bWOpazDZxahPBpMdlBObmaBtPS0nkgcxT2qXMcUH2L4i0Xwj45t7nwrPe6Xe2U00l1Np9re2t64uXtL3Sbu7sHjkmfTbufTtT1DSJtQ00xTm0v7m2mkeNzCOHJ8+WaezwmbYOWUZ3HDyrV8FOpSrThGNX2TrQrUH7LGYWUnGVPEQ5ZclWmq1KjUbpR9viLg7E8PUMBmGGxuX5jluawdTDVcHjKOJcGviwmMw8Zurl+Opp/vcLiIqUWpOEqkU5Lw6TVG0axlne6hXSYIZLmdriaP7LHAkbSyzGaVhG0KRo0jMXA2csSOa4Cf4g/BP4/2cfgDxha3MEx3N4X1a/tZ9HvLz7JbxRrqvhG+1S2n03VbWz3rHBaX9nf28SK0kVhBF5U7eoeNvB2v2Gt29t4ZsX1jQ9W1HxBqXiHRJbDdeaSNW13xb4p1e5Y2UHk6hZ2ltf6TpOmX2ktFfXpGoXuueGoLeCzavMvD/wAKvBs1xpvjDR9Pt31LUtJt77SbS7upJZtLs7oXVoz6Xp0kxtrA3R0u4t3m0+CKSePT5Wmw6zE9+Z5Fkeb4SpQzqg68oKU8Bi8PUdKrQrWUXUoYilKGIw9TZOVOpDnpuUJXi2j49Y7PaGJwyy2WDWFnLkzXDYyEqirUdPcVOzpycFdwVSDtUaadN++V9R+A3ivSvDlto/h34leMBoel+GdM8Mf8JD4RaWLxNqPhuPxd4X8Q6vo/i6y04S6vd2U8eiyahpI0sT6PaeItO8PXV5eaXbW1y74fx3+F+u+MPhb4C+KNxYayPFHw1khl1PT7myvpJPEug6ZqKrqtzNpc7G9vbvU9Nikvboxyfbp76bWrayuEnurS8X1uC61LR7pbeOfUbRkI2sXLAuMkqjDa68kgnIGAVLHu288aeIpzLb6lq15MgUqiTRSSPsHKqBJ8rBl4YA4AKjPPy/F5dwvn2XZrllaHEksTlGWVMbVp4fEYapLH14Y2NlhMRXhiIYOdGhUjRq0atPAUakY01StaU5S+mq47L6mHxX+wzp18ZSpUpRVSDw9KVKpGUa1NOm60ZezU6fs5VakbVG5VJckIr5SuPh/8Kf2ibIWvjS10O7Hw+u2tvCWtfDbTtb8KaWPCj3G6LwrejW7zUtTlaG607+0Luw+2mCFbq0FrPJbSM8v0Fa31hY6ZYeHfDUXk6ToGnWek6aH/AOXHTbK2js7ezikJ/epbW8SxxFX2LtwzYBI848Q+Kt14miWZLQXzSecozbTWyLhneMBSI9wDRuCFUhzsIr0TwHolp4hZ1jk+zWenKHuGcO8soRXOXjiDMSxBOyMYAVdu9itfoM5c15Ssldyt0i3a7XSKf3Xvpc8OPNpGClJqy6pySel2l0vp+p1HhuyS4PmRSqEzia4mjbzJCGyVRSECIRn5yQu0bsYGKs/EbxN4Ek8DeM/BT+O9D8HeM9R0LT5fBV1r+uah4T0XVdTbW7KDULY+KoNM1S003UNM0Z73WrKW4a2t57m3tbIXBvNQsbS6+LPiX+0vo1lefET4ea7e3nh3Rbn+3PA9u+haLd3/AIjgv0muNE1SUmS6cXrwxy29zbHQbPUBcW2o2NzbzyRXFpJP8jfDT4H/ABy8dX8tz8JvEWh67pd14luNJ8NQ6jYav4N1bxbeyQwWOnJpNzZaLqaDVr3z4iNNvriwjiml+zPFbyW0qwdeGp0lL2tZ06lOEeZwbbi09NeV9L+vo2Z1edNUoxqQrykoR91N8ycW1F6re2r2ttvb77k+BmteNfiv4O8KfAX42fET4sReLINQvvEUHjbwT44sfDEPiDSLM6z/AMVK+nXGj6Hr+i3umQyQWHi6Cw1AafJc/ZWk0S4mtJm/TT4Z+G4rfSpNL+J1jev8QGvbfU9Ku/DF/dT+EvC10kF9p+q2sP8AauiLNfS2skE8ulx6rcNc6d/aSRXjagscIvvlH9mz9nNb/wAF+FrH4veGdLt/iHO8XiG31O0tDp98hns5b7SmbUtOh046lqVna232e+Vlnmm+yyy3sMqiWR/uqzT/AIRqJdF1aK4u4LNGzrPmWd0ly0k0jeXqdmtjYPZTxlmBlit1hYNtMuVct4eNxlDMXKGFoujCNapGtNTjVoVIqy5IQclUi+jata+iufT4XAyyWarYrEKtVq4ah9Vp+zdKrSup81adaMXCaVW9otq+j5XHma7iz1KTTbKz0+6vTfPbxBVuroWzTzoGYnz4zY2sQZtzZjt1ghBPCgYzz+qakHyysFfczG3fdEANzcqGEsRyDlQqjk7uck1zlxcwwZdA8Q+/GmZFG0dCEdpE2tksNjbQoATOSDy17qInE0zkkKSc7iTnBGBtG3Bz0AGcKBxk0UaTUYqKtGNkk76RVrLVu9l3e2/U48RVdSpUnKXNOpNzm1ouZtOVl5u+z3uWp3lvZ2JjZAmXZg23yoepO1cK5bACgYBYjIwePOviv8Qo/ht4Kvtdhe0h1/Upxofgm2vXjMc3iG6ikli1GeCfcstjodtHJrN/BIjQ3KWtppD7JNZtS/oVhf2kcQhneOIOTJc3MkixxRKBnMkzkJFFFyzs5EcS73dtgbb+YnxV8WeL/jZ4y1Px9ZeHNVuvgV4I1G58HeE/GdnYamdKgngtdOvvEGpX97FDImn3/iYX9jc23220g26SmhaTJJcXFjM8RjcROjhakqUZyqcrjFRi5NbJyfKrqMYu8n9m92rWIowU5xUmoxurttK/km+r/I5KfxH4lt9O+wzTRXGoXFpC17feaGvNXlNxc3CXL3TyfarhLtI9l+Llbl7uaQyzzhZgDq/DLwpp3jHxp4S8Jat4z8L/AA9sPGeu2WmzeL/GGqQaH4e0dGUXL6lqV1M9utrbwQWk7WqBY/tk0UcMckbzkLx11Bc3V812l5dSaLb2kEUl3eJdXGpSLE04i1C0kEPlbVTyrXy7lJZZTb3BIdN0Scr4q8LePfiPoWpa/wDDK40fUtH0VJ9J8Sabq+p6NJDosMl9NCb7xnZf2lbah4Gs7q7USaXr3iayjsL2IabfaXeR2d4Wm+Ow0JVMRTbp1MRepHnhFtOfNJXTklJwTWnNZqOnM7WPscmyfD5rVrQxOZYbKMLhcFiMXXx2InQtSpYenzN0cPWxOHljKvNa2GoTniZx550qU/ZyR9C/tS/sz/H/AMDW3xD1vwX41+EXxB8KfB3xF4P8KeL4LHxpYWV1fat44t1/4Rq78Mw3994f1rVbfUrS+hhjnsNKuYJL5Z3guLrTdO1q6tvgTwN8bfHHhfVr3QPil8PtQljl2rFbnTNQltLcQQT3MS2S3tzNeeRFZ22p3lxqFnrjiVLN5bXS0jiEL/UnxM039q39jjVfAGifH3wj4K1jw74hm0rxv8HvHUHiW0+IXwq8Tabod/ZfZrzwn4u8Malqr22l2Mesra2U9jqXh2+0+TWLfUP7LeK7e7P02+p6b8VpB4j1/wAO6JEl7NZ31hp1yi6rcWgFvbMt4+p3mn2U1xczXCG88yS1tLm2VoreSW9mgmv7v28wq5fhYtUqM43k4OhXSVRxjy2qxbu3C7sruMk09HdHuYLKs3weCy+tiK+S57lWIoKVLHYKUatPCYuvGVTE4Co/Zwm8RBUY1eeEa9CCq0uSrB1OQ57Q9JsfEWhaLqYgk06W5020muNPkuZd9lcSwRtNas1u0SStDLvTzyitMoV2SMnYCvRk0e2tF2QEWiMT+7hVhGQuFVl2K4IIHUHaTnADbgCvlXUnd2irXdtel9tH/X56LLaG/JCOrfLGKajqtE9bpWtv+enxH8QPDA+N/g2x1wrpWj/Ffw3JO8dnpepob+M2Uonl0q8dPJnt7yBsS2hR5VtLlo54rpYrxjV3wNrVl8X/AA3qEV0osPiL4VtjH4v0S4HlXN41sFg/4SDT4W2yB5NuNYtVjPlXJ+0JxOgf5E8CaVqPwb8cab4i1i0vdS1W3u7+yhtzG2n/AGuScXSXQv3nsppXvbeAW9nbWtvhw8TxXSCR4mufqfxr4Vv/ABPp+ifG/wCE8suj+L7eKK9lhspYmk1KNf3c1tNHAZba5uoQJraSORHt76BntbqN0ZVX3MNiZQqP2cr16UV7an1nBNXe/wAa3eq10el7/kNGpVhzxqUXGpC3taU3e0XZqppdL3U2ne5x+t6A9pM8FyCrp80ci89funPRlYjkHGDkcGuIngeF2hlGe2SMggjg5PXOcY4I/Gvobw74o8JfGTw419p/laf4v0lHHi7wyN0cumzo/lXGq6aHPmXOg3FwQGRWll0qYrFdhE8uR/Mtb0R7O4lt7iMqQxCOMHI6KQcfMCBweeO/FfXYPGU8XTTTi+aOt79LXTTV1K/Tfrbtcqe9WCvBpK62V9bP57foeHa74Gg1/EQ8mMHczM8WWcnJ28DAA42Njjng548m8VfCi+09ZNRijgFw6gM8GWlvrgpKwlWFUd/tczpFAfs6o15PKHaKS4aWa5+o1jaGQIw5HrxlcZG44xzjv+Qrehtbe/j8i5VDkbAxydqt1IPI4Gdp49BjO6ssZQc4WTtotUtrNet7Gc6EMRB0paOTtzK10nbq/wBT8xpIZtOnu7VfPSWaUpKzEhbU2MjI+PPCmOZ3L28KhQcyFzh0EZ6Hwd431Dwnq1obnR7+DQdank057+W8u7HTkzeW1xbrLdTNI9isN/FZmO5ZJLDzkidd05D2/wCir/Afwx4pmjnvMW2pFVVNUZkjjvgFKeRq8rZMTAjy4NVG4xKRb6mJbFo7zRuA+J3w18Q+G9Hm07Q9JjNrZwSxalFNApMlvIrFmEaIN8zOqGNTkbZ/PZgIwx+Yxc6VCThXp86atFqTjaSs001po+V2ad3q1cjC8OrARnmFOVSvOhH2kKFO3NKMFeSbXvN8jloleykle6twV14o8MaFrlzp8mr674j8WajqVlqM+pOfPswNWW4utWWSZbw3kkljDeS+dqGpwi41O+uEubZbeLz0n9Fv9FttTsoJLS3ku5ZSI/8AVvGFZhuDs00Y2qVZW3OCXBXYSSM/M+jHX/DN26HTI7MXEhaaVIhcb0aVAxupm891urcAgTTFpjCscUEiq5L+hWXj+bQ7RJn1OASC5jVvsQkWcq8YglkCYjnmtUjgDyRXE8eySSCSGSNt5rly7MfqFqalicRKpN1alWvU5pufJTi4wS0hTXIrQu0rykrXsubF8S4TETUZYJ4KFKmoRgo2crPmu5S96c227yl7ztfXc6i4+HF7bf6QoW7cMRJHHvQW7E8BQ20soIJJkw2PuoQDWYDdaVJ5citGVYFWA27GQ8fMM7QCfQjHsRjQ8NfGu3eKNNUt5GubaMRyT3cjpBd2srPNErFEuJJtQaSeCRJVVle3jmAgikLeZ6xq2kaZr9v9rtfK80qxZEeGRlIz/HbySRyDJGXhkdAflbbIGVfs8HmtPFe7NWko/BJ2aeiT7rfRdQoYjD4yLqYeabjZyhd3je11bT/L8hng34heSyWuosDHgKshwy84Hzg/KMhtp4IYHBx0r3aO4t9VspTp9wkbzwyKioANrSxsgljDldpXccKfl2jGMZr4uvtLutNuCqxuu1j2bqpxkBuvPbHTB9K6Tw542vNDlVTKZIGYZRyx2FTgbM9AO47YGCOldNajCpHSz5k07LTb8fl2+T7KGKlSnB3cZRlFxl2d7p3aT0f36o9VbwPr1i8ev69qmn6q3h23vTpscGn/ANntbTToVuJ7hEmlWJ5LdURPJEQQqXjZXmkY+q/DP4xeDfCni34Z6/4a8Wp4xstO0G9fxrY6Z4+07xDGktzYwWdvDrMGl6jqy2Wq27T3U1hLq1tbfaJ7e9SFJYrJpIMDTPE2k+LtJks7xleK7tZLacJIUZY54zHLExBjZuCcZwwYllwSaqeD/gt4M8Nz3l7pySSTX0L2rtPLEVlikKsY5JVijlaQlE2PcvL5IULG0Kuyt5FbAUZ5fjMuk8TQpYujOhOeFxFbDYqnCpHlcqGLo1IV6NSK/h1KVWM6bs4uNke/muf5rnecUM7zSvDH46hKjJTrYfDKjL2SVoyw9KlDDuMt6i9l+9lKdSfNOc5P9fPh38Qvh18b9AuNb+G3iCHXLPTpmh1GwuIH0/xJoF5EY2lS/sLgecjJMY/s+q2vm2U7xvLb3P7sY5nxp8L7LWNUi1fU7i9jvUn8Nv8Ab7AJHKtv4XudUubKDVrSwSC61J3l1GE3Wqafcw6xDb2EU8Q1C7eSOb89fDEXiX4cWE03w/1268O+K7dJW0rW2it5ZBcgq8DahEsH2a/jO2OG6iuLeWGe3G2e2lG5W+4Phh+0VpHiXQNKHxx1Lwp4C8aMbfT5/FFo8+meCdZu3khghN9Heyv/AMI/fXjOA9x5kemtObiUrYxNDaRfCRzriLgh8mefWOJuGYNRjnuHw3tc7yynZJf25lmEpL6/h4RiubNcqpe3gtcVlvJTq449OeV5ZxFBVMv9nlebzjd4GdXlwWJbeqwGKrScaFSTbcMHi58sn7tLEXcKS57SL25stbXTfHiTmO1j1Wey1qPzLyHUYdMubk/Z4bsWdulzJb6I9jfXjXQtNQt3mS31JX1W4eut1XQdK1rT49V0C6t9UsJxKqSxLteN4JpILiGZcCS3vbWeGW1urWZYp7W4imtp0SVHjHsXiLw8YoJ7ZILaa21GArc2VzDFqGg+IrOYHaZ2jIFzGYSVtdSsLq2vrDc81hf2l75c0fz/AHXgXxD4Zt7m48FavPaare3U8t3p9yq3ccifbL2+tl0w6hJcxeIGlV4bG60e5GlavIGuT4cnNzqM9xp/6FlmNwGb4OhmGTY3DY3C4qmq1GdGtCtRrU5KLU8PWpuUKi3+0+V3Ts9F8jisLisvqzw2PoVaFSlN05KdOcJQnHeNSDScZWv0Settnb5u8YeFnsNc+17CN7OjSncGUt8uHByuAoA4ycYHC5r0r4L320eIvDR1LT7HWNRtWk0m61GyuLqwe7hIZYL1baVbkWtynmQyPBHeuquzrZyEKK70eH5PiF4OtdTvra2stdNt519BpK3LtGVuprJpZdGulXVbdYLy2uLXUhaJq2naPeQtZ32t+cYvM8I1vSNR8N3a2+oQz2kiSL9g1a2zuiZNwUTGMgFMjnAyAOrDmlm2XVMxwVbAyxGLwDrxpuGKwdRUcTQnTqQqxnTlKE4v3oKM6c4Sp1qcpUqsXTnJDy/FrCYqnio0qOKVJtSo14c9KaqRcJKUU1JWjKXLOElKEuWcXdI8+8X+KfGXwe8KXF5+078HdA+Kk+o+Krux0nWtEstJNlq+mzz3V3Fc32promoWIWFGis4bZLWC/hj8kX6LM8sianjP4j/Bz9l7XvDviD4XfC6w0DxlrvhnwT45MuuarL4btPD0GsXkWs6ba2+hwSPbXGraf9i1ePUNQtXtxpHlT2aXE/2yaGP17wx8cNU0SUeH/H1jba/4ZvdsbT3VtDf2dxGCq75YZw8UpRR8rFUuIsZjljZQy+x+PvAHgH436BH/AGZYeCPElzpenMNB0Lx/pVhqFhY7rfyYotE1/FrrVgo2RhtN1LULiylK7mvrVQxb8vx1XjHhrMcLiMbHEZvkfssRSx2MyyrWqRbqV8JPDV8VldZ1cRgVThTxVLEzweJrYPkrKvOWHUYwp/ovDc+FcbUq/W6MJ1nSmsNgMW4YarDFSw+Kgq9HM6VNwxkqVaphsTRw+Lwt6k8OqE6VelOTl8z6J/wVn06/1P7X4w8CHXLv7Zdz6nqmg+Lbr+3RLcX8r3MtnYXuhWdtfXC+aZJFGu26FowqCNdgi/TTTPF+m+NtE0fxZazTHTtY0vT9Ysft0MU8t1aapZRXtv8AaDDKZop0huEMqybnEi4ILR8/lh8Fv2RfA72194c+M3w20618VR2+tXfiHUtKkbTNNn0j+17U2VhbQaZdWFrHDBGsU9vqSTTLeyWrtHMFlCj9Cftvh7SbG00Tw60Z0zT7K2srP7OJocQQxrHFArb2kk8pFRGeU7mA5fHJ+6yLM8Pm31mWHxVHE06FWKkoSVRw9tThWpRVSF6dSlKjOE6dSMpycJe/JtM5eL5ZKqOWywGUYzK8dOgo4t1aj9hiZYdTpVMQqM8Vi508VXq3liIUvq2GpSg1Rw0YzbXQ6jqUU5Ox0SMFgoRzIhxgEruUPGQAfkwRuOWPKkc3dOWj84NsQcQrx8+OpbgLIM8YzwBnaMisqW/Xks4hhQFnOQzSNjhSepzkEnrnATGawNe17R/Dvh7W/Gni66l03wn4S0y61/V7uP5ZPslqFSO3s42VhNqeo3cttpejW7I6Tarf2UcoWFpJI/opyjGPK3ZeXRK179UkvwPg1L3/ADlolrq20t/89EecfFxPFXjODwt+z98P0lm+Inx41RPD815byEP4P+HTy3MfifxbepHmUaffpZah4fkO+HzdMj8TxB47h9Lkk/cX4Z/AXwH8Mvh34a+G/hvT0tdL8NaNBpxuTHGl5qsggEd9qWqOAPtl/qUoknupZg5YyeV/qVjQfmR+wt+zZ4r+JGn6j+13418V+M/h147+KV1a3Hgux8Jz2Vj/AGJ8JtP1KxvtE8I6lZa9pOpx32k6vFpWnpOlzbQ30ulxrILlXvftD/tDbxmOKKJtxdwzPvIO1FwoVCDhVwAGXJy25sks1epl9F06bqyvzVE0k1r7J2tdP+de9JefK72SXkY6rGtU9nFvkg7t3etRbvTWyvZW100tc+Dvib+wL8LvF802q+GdPsfBGtzR3Dx3fh6xtYdPuGu5GeX+0vDYW202VV3+YV0ubQpricq09643B/j3xh/wTy8UeDtPPjvQvEHh7/hKbO5s7XTP+EIXxn4c+ItlLdzpZi/tNQ0vQYdPt9PhiAOpNF4rmt4bImPU42tQi1+3OWfLIozKVVQ56KDjcuGXOfmY4zwB71r2MCSxXEktkt3Zx7rfyz5bB/LCtOTHKrRnEnlxq8pSFQhYyCY28cmGIyXL8XUdSVL2Vd/DVw1SVBqWlptU2otq1tr69dW+zA51j8DGNONSnXoRa5qWIpxqrlurxjKcXKPMtN2tttD+bTwt4p8V+CNO+J/w48Q+E/ht4suPFujat4F/4TXXPAtl4c8b+G9PufE/hbUfFNhb2elWOjeHdbtda1HwHpbrrFx4es9a/tWzGuy6vq8kkkU+TBYQ6eAscEassWB5A/doA20FYS20EOBnYVJ27cYIx+1Pxi/Yo+C3xW8SR/Emz8OHTfiHaW9yp1/Qru40fWZohbSIbDVEmkNhqynzI2Nt4ksLueER5t7zTGlc18N/EH9mbxz4Se4TTrZPE9hBkSR2UL6Zr8EeARI2hzTTfaxITGIo9JvdUuJt3m/ZY4wxHyec5DmVOcKqnPH0YUrOUIL2lKzTtKEbynZWvUjr3skr/d8OZ9lPJUoSjTy/E1avN7OU5+yqOaheUJOMadJuSUY07q9tLp2PkQ/aysbB2lV41ZSN0ZAPTcMknIx6AMGAAord1LS7m3nMDvJZNATA9pdW8yT20sWBJDLFIyPFKjHDxsNy/KCq8ZK+Pas2mppp2a00d1prr231+4+5ptckdb3S897dfmvvPiPxp4Qtfj58Nbfx82gWtr4+0dbu31+xhjlmstagVIW/tnSMhLafUobPY99ZRSSvcWodgPMYJe8l8KfEOuN4gh0q08u8Sx0K2/tXR7Xe03iPS9EtTpw1HQbFria3TUNJsY7abV7O0aHzdLs11Bbad7fV7iDqPht+1X8W/D37PA+BVhpmkeLZI9Uv5z8VviAlvdDwdoZi0NYfBWjxaVDHL4g1TTtRi1rUxqyXGsX9pHqC6VcRabZWOl6reeW/F3w7qmpaDY+Pvg1Zvc2V1Dpth42kub230saV4shuLMyTSxweTc3OmXrItxMgLaZ5l1JFA1sryQL9nneV0cvlTr4Cs8RWnyvEwhH2UYybjq6t5OUUlzNaPdXVz8ThmFerGriKmDlGSko0oQledWnaKTmrLS6ad3pujmPGenXnhLxpd/GX4a2N9YW+hSf2lqttLDMNO1BbhoVvrSaGKWMyCZPMGqW0S+QJBLtuBMsc8vv+nX3hr4zeDIvG3hWJbQoqQeINCIIu/C+rEHKYKRyTaHelXl0y+EajaJIZPLkhngt/APg14s17QtH/AOEMuki8YQ2mpyz+JRfQalcW2j6F55gSa0mZppr2HE2nxQaq8FraxSEWr2bpLbXx3vEPh7xR8EfEMXxU+GMv9reFb9pH1TTYLcDRzp965kutN1O0iDxT6RdxsifLsa1ulguYmjOGXycLi6lJyxFG8oJc1enC7i1p+8p/zWS1sr9bHTGUeR1oxmqNS3taTT9yWiut1p5aNeg/UtHns5nguYyrDIBYZ6E85IxggDH14IrLgBtnAz7jJ+97ZI9Onr0r6CEOgfEXwhp3jPw5Mjafflobqyd42v8AwxqyqGk0PVCkkhkXBD6dev5H2+2ZJBCmVL+K6vpNxZzSQToVKsoHBX5QR0POQR0Pccnk8fYYTF0sZSjJNNSjeOt90r3v9rvt+hFSly2qU23Tfwv7vx6r5nV+H9aEW2OY/uyNoBIBxzjoOM9CcHg+3PqbS6drOnLY3+0x+WI7O/fzHNijKVS3uRGTLNp6bi67I3udPy0lmk0Zksbr5ot55baYK+flPBJwTjBxzjPGOfXr7ehaLrzRFFcgpkEox9M4x3wQMZ7cjjvzY7AQrwaa0fWy8rfO/wCB1YHHyoyjzN8qd7yvdf10f3ankvxL+FmraYt7e2yICSC/nT7lSzlgA+0faRKI7m1NqYZbdrd5Le5hEUttK0JUn4I8VebpuoyrPe2heK7jeMW8ou42VN8qALLKkpknjEcnlxqkaR5fa0Z+X9h7y40/V9IOnXytcad8zWzxDzLnTJ2bfmJT/wAfNg8hZ7rTHYRs7SXdobe+Jkl+DfHvwamTX766l0tYYImSfSI4mElu9hNbxG1u4LiJmkKo4a0R5pJBDLavFdQLeJNBF8dLDPAVnOcHKKemmqTt32a76d+ljm4iyqGZ0qdXBYeLq/FLkaimkruXL3d2t5Ppc+QLZJbi7itJLqWIwXlvC4kefz3ldpIZWyrtDaFSsgQW0bu8kkSMzOWVfobw149uLMafpr3Mo0rSrmW3m+yXNks5gkVozZpDHH/pEREXmykNPKpQyIyRi3jk4LWPC91aytN88Vw0iSMyMLIs8JEqMCiHzQAbjzpWjErlyoCeYxbnptRh0rVHudPMckltchFYyeVvaJdpVTHHskkWOMATEAyCMspLbAp7SWIqRVPmi7aa295OLTbv92/4H5/9WxuAxC9rCeHSqJztdNpNPXbm266a2Z+gmLTxJaJcTW8tjNOz7PtAWMyyROy4JV5EErD50i8ws4WUKzeUzjzLXfDk9rK5C7SCcMowrcnO4N0IxnI7nAr5mb4m6w+tfabrVdSmu45AklzPfSiYwyqUkd0SWZ7h2gYpLE6yN5xEiblMoX670DxdofiDRJL6a7zbOJWSK5nguL5JGnmzDGqStcyMpKRQ6fJareW6CNP3jMFH1mCzDkhGniXGLsrSlLokru8u1tUu/qfT0MXQxamlJRdPTmk0r2S6PV/L9DhtL1O80e7WSGR42HJjJJRxnIHUZxnOQc5OM9cfRPgz4kw3HlW92xinXH33+V2HKgnk5PIX5iQK+eblrHUZGFoSVSOSb5ni8xFLHZhVfLK0ZSQSJuhGSA7nkZO640+USGRk2MpWRTsHGNueR9Tg45r1YTo4qnenOM491rb1/LqmzajiHF+7JSS6Xulte1tum3kfozY6vaagsIfDoSrAptJiAI4ByGKHBzhvlyCoXAapde8PaVr+jXOn6haDUNKuITC7hhKoaRzIsroE+SQL5So6lHjkjD7iM5+OvCHxHubCSGG5kVkLIPMZuCoGDgj7jFyDk7kwpGOQV+n/AA74vtb6FGiljVmwXUY2SqSOZEBGc54kGTySc1y1KDTlZXjuna/zWvn3XkepRxGsZQabT+FtpJysn87Ja/8ABPSvD37TPjf4CWOi+Fo/BzfEX4bQKJLnTbnUHgu9IsmnNvM2jah9muJdKvdP860kii3T6fe2cs6i0iuI7m6h+tNf+OvwRGl6FqreKYhbeJLea4j0DUdNvbrXdIWFVWX+2bXSoL+GC1jLKsGpLP8AY7uQOtrNIY3z8S6hFFfQM0QXBHmNCztzgEtsdCu5SwJbgqVyrrsJWvk/xH4HtPFPhb4pfEO4m1Syk+Hmq6TaaPpot4DYX6Xd1BoGh2tq80c9wZ7nxRcawB/Z32OW301PtizzWttKtt83kvAeDpcQzzXJ8Ti8kpVFicZnmAwTh/ZWav2btXrYCrCdHC5h7dwqSzDA/V8TiUnSxcsQnT9n6Oc8Uz/sqOFzChSzCrKdDCZdWrKf1zBzlKNqUMRBqdfDcinFYeuqkKXxUfZe8p/tTZW9hPaw6voxims7zSpotJ1rR5oxe2+napJb6nHNaXcbpDqdvJMkNzbx3jrOsaiDT9X061uZxJWlk0zUfD10/wATdPubiTUtWksF8XaRZ2t6bO8upfsunDxLomnqb/zdXmSS4M8Svq3kSC4jj1uS3aCfw74GftDfCzQfBfw3+GvxNvH8Bay3h3R9C8PeLr22nk8Oag2nabp9rb2PiW5SPy9E1MRtFE19MyWMsizS3UloiKh+zJPCGo2k8F1YKd80AMF5aNHc2Wo6fOA7EF1lsdU0y8iI+1WtzFPZ3MTNDeWzKxSjKOPcDj81q8OZvhcXlGcUZ4h4bAZlGlSrY/CUp2+vZTiaNWphM2wrp8tSqsNXnicHzKGNoYeb5RY7hjE4TBwzTAVqGLwVRUnVq4aUpU6FarGL+r4qnKKrYOrCbcIqtSjTqNN0pVVe3wZ8UvhxqXw9kitriOy1jwrqs7pb6rp90buG0mEUEktoBJDFc2M1tJNsSS8t43unikNqGhRzXMfDfxVc+E9Xl8P3Ba506YlrR5iVlXI/dGJsZOVxjjG5Tziv1FPg7w/p3wa8ReVHYagfE+q6hceJ4b20Vov7d0m91DWLPTrlrW1EGn21no1zeS6Hp2s2cmmtZW2vajo/jLwtfjxFY18fePf2ejDfeG9b8MSJY31xaQNL4dvrwbYpXZGs4rC8ukhe1t79ZVk0s6wI9P1JT5Wga/4ijX7W5huL8txWNxOEaqQoU686EK8qcrqceW8atKSjVpSTtZODls2rN20qcNY6jhqWIThOc6KrSpqUdYSSfuSi5QqaP7Lae6e16Y8Sy3UM0FzcX0ELH5YmmZhsHKx5klI2nOdoG3OWCDk17J8M/AXiv4k209p4YsbeyulhvpdOuNSvo7W01KHSI7NdThRPs0kq3MVzrOiok89zBa/6cV8t44L25sflP4g65f8AgbTNRvtb0O+fVtKiuPK8OTrHpl7dTwJg2Tm+jxaSyuFiQyRTBWaMpDO22J/0F/Y1/aM+HnxI1G9tPhjfeEPDup6Z4YsNNf4Q+MnuIfH+n6Qlp/wktlrkM8GpR2lxcXOteJfEEniq7s7TV4J/7R0o63caDeWVvBN9HlNHK41XCgsNhfrc3Xbowp0liar5Iuo5QUadWq7JSbnKrJRT1SsvNx9DPamXVsxp4XF46lgbUakm515YSklzc1Sk5OpRwycre2cY4eM2oualJJ+cWnw11+yvLtfENvcpqeluEvNNUGOayLqzRl7b/WTLIo320qBo5o8yRGWMhm/P/wDaZ+M/guX4t+Efg/4mfUb74aeANW0/xh8XtH0dUa78aeIbJpH0bwBbzOZbEWeko8i6tNdP9kGo3mpRzwyzadpQl/R79tr9qjT/AAalrpuhWlpZ+PdNtJbiKCYafPd2qX8V1BplpbXcz3EkEF9qltc6uxVNNaSx8M/Z9T0e3j1nSbpf5v8A4gatdat4q/t6CaK6uNd1HWLrUS1xcXN+1yzWstnlnjZ5ocPLAk8jyGdhagOLgXYrarXy6Ga4TAYjERjh6leCxVaXLFQpwtJwcrqzk4qDbb+I+ez2vmWA4RzLOcLho/2jDAyll9CT5pVcRVcaVGUYa8796VaNNtOpCn2kmf3MfDXxh4E8Z+DfC/iD4d6tpeo+C9U0WxuvDd1pSounTaUENtBBbwqge1Nj5LWNzYzKlxp15aT6fdxxXdpPbxejqrOqqpCmTsuCwAYkNhvlBAYKQGzuPIAINfx4fsbftsfFL9mPUXt9Ba08W/DzWL6K98T/AA01+6lh0+7ut0CT3+galFFdXHhfXp4LdLaa+htLuzuo4oF1bSdTNnZfZv6I/g7/AMFDf2W/izYQvc+P7f4TeJTGz3Ph74oT2/hyzhf5pUW28V3E3/CLywlQ8ayPry3DmNS9nE0igfd4zJMVh0q1GEq+HdvZ1aS50oPVcySfK0nppbs3oz8t4Y8TuHs9hDC47GUMqzumlDFYHG1Fh4zqr3ZSwlWrywq02/hp87rx1U4LRv7xQuD8ih5Q4t7cYJLzynavGdvy9T8vQNjqM9vFbLbW1tp6YkdY42JMeQ+6QzJM7wgsD528RL5Us5k8w2UbASXVeTeCvHXgvxTfxx6D4v8ACXiqSC3S6jHhjxLpGuborlJFbUPP0q6ulEUaBo4pBGP38sLB4g4dfWY5xcxtNbMG88tGh+R3EbM0A3iLjZNM0jnLZeZQssuoSg2cfkcri3F35lvGW606qyt89T9IpYilOEakJRnTnpGtTlCdN2svjjJpu979Lp2vZ25+6D288lwrPEHaMRy2yeXfQRh9ig2zLJBfWrStJKGRZo42JeBdW1L99F5h8R9Vu7VdJe48EzeM/D8ssttq2o+HLu3g1zQ9sbOlza6XdGN7mTzFWK7sWvU8lpY2vbgXDmFPcJzHd+VFOseyzVjE23Y6zbdhk3bY5ITFCSlwUkhfZM/2trCJnt28M+PHioeBfhR4x1yScQ3I0r7HplwvlhodS1qeDStGuC0cflBrLUtQtJPLaNbeMRt9ntZJMzy5VKvsozltyq+u3Tfy7nTCn7WUI78zS2V0na7vrbS706PyP5kPjv8At0eGB8afibapbXd/omi+LNV8M+Hri922Nz/Z3h27n05onS2t9Qhcxzo5YiYP5jyMyIHVEK+Cvif8CfDX/Cf+LZ9L169hin127M8d3qLqWujHb3FzcRn95KyyXFzLE5nllfzbeQGQkMqFfkeOnhq+MxNaVefNVrTm1zJWcpK61XS9vu6I/SMJg+JaOGw9OhisJSoKjSdGnV9n7SNOUIyhzX1+Fpq+tkr6nvvhb4e6n48lm0XRoIzbWC21tess4tLTSraQu9tZ+VbENBCwjl+z2dnEkQiBVPKjxXznr3jtfh38SPGvgXWvHugWvgQQz6fqWu+A9QlvLgrDpzXcOlatHps9/cHXIdQY6Xd6OiRTR214twzi0S8c2/iPqvibXvF/jHwv8E7TxrZ2PjeCGDxRc3E0ug6XHZHy7+80OyutE1K6vbrRjI91K/lTabqFjpLXOg3KJp8t9BfXvBHwP8MeDDDfa9FbeLfFEKJLA7xRQ6BpEjOZmisbO1EVrJIspkcrY7LQSskgvtSinnto/wBOqwyzB01FWxtdpOdRu0LtJtRhazSbtr62R8fGGYY2VpQlhKKbSpaqUorZzab1l8SSsvTry8Vp8RfC+g6d8efCukaxaWlzqN3YaLfmz067nH2Q3yXc3imzTz7Cx0nWrJWR4NV+1x6oZ3LwTRlPP639mP4meMr0+I7Xx95178LpLaHTdTtHtI3g0LUtWM40+cW9vERa6bPFp17HciRTCqNDMpJdzX078NfE+oWWpa54Z8T2K6r4B1+1WPW7bysf2bDFFFb/ANrIImgg02GyAhiijiSCO2jEKwGN1ht5fKPjN8NdY+Dsr6r4NlEmn6nHeajDrUEsZXxBotyYHWznmlRo9tvukivLJNyb5YblLdiNMeP4LMubCzniaWH9xzvCjRUadOLlJaKMYuKXV2jbrY7pYOcIU68a1Rxw8bPCUk17azjzNv7Vr3enRb6p8H4ii8W/s9fEVfEehLLcfDzXZ401TTLeRp9M1fQru6ml+xTysGhN0IJGk0u7kVruwuEjKs0GFuPp/wAQaNofi7Q7Lxh4SuhqvhvVo92m6guFmt51GbjSNTiDebb39nITA4mVWlwJYzIjbn+b/Cnjrwzb6KfB3xV1q31bR/EbtqFnhb5rzwxeeRZy3Vpq00yK8J3ajCoaye4UtIJnRVlecY/g3xze/s++I5LO7ll8UfCXxRc3Fvq0FvK13EVt7qSKO/spiUgg8Q6a0aNbHKx3ECeXJhpIha8uBxzpS9tSXJTk+arRjaTpTTu5x0jeE/KKSb3e5lRq0rNKzpTdp073dOXurm11XS61enyOr1PTJLeWSKVGDqxB6jnoOPoPQD0xg4zI53gYZ3Bf731OeTz7Ac9+te9+ItF0XxRpdl4i8NXg1PRdatxqOhavChiW9tgSsttOjDfBqOnTpJZ6jaTok0E8TMyCN1Y+I6jYvbSvHKpV1O05yOOh7YznkHBx0HFfdYbEwxFNSi03pezVtUnp166k1qLptSV3TlZwlvdNXW34f5m7pesyRMq7sjqyk/eHXrg4I6nIwehxxXcQyabf2M1pextcac7NNKsYBvbCZlBa709m6khVF1YuRbagiosghuo7O9tPElma2bkkKGwpXORyDgjgZA6HnI4PSup0vVJFlhZZdmwsWG0ETZUABiSQAmNwwMliOflArjxuCVaDsk99O23na34HRg8ZLDzTu7bW3ad1qlpb7yv40+FukalYrc2f+mLNavcWV9FCwiu4QOQq3MCyx3EMjpFe2Nwkd5ZzAxzqrPHI/wCfHj74faj4VlvJ/skpJDG32tn5MBlJbYYVflm3bl2524J+c/rJoOoWJS4ikiea1v8Aa17Y/aZIYzPHvWO8s+Zo7HUoQziK9ghPmxu9teRXdlLLavwPxH+HFhr9igZ4rm1kMklvei3CCdwg8y3uYyZEsdVhR1WW082VNjefZT3ljItzL8hWo1cDVU3G9NPWy+Hte19On9XPbxWW4LPsM4OShieW1Oq9N7XWl9N3Z7WufjpBpt9BI17K7xyI7GJJ/s8rSO0ZTyWhiZmdXUMcocjajggkMPRU1m6WFcznypFUpLC/kcqPLe3t3BQNLNGZpGMih7j5ZWkk8xd3a/FjwyPDd3DapFBbbkWWD/WoLmSGTD+UCqwIzblZkWbcqlc58zC+Z6Vaw3OqR6U8traW2oTW9i41e6SwsrOGW4jNx9p1C9+y2cVvG5NxLcvOI4RH5sfkhZCbnW+tRUpR7qKSsndR2ezk+i722PxvO8JUyvGVcFGc5KDUbptczsrN8rVtHs7Nrldu/W6RqepSahDLbKJPtPlW1vukaN5J5ZUVrSdbjZHA8hkWOff8s0Sb4nki3yD2j4hfFDRtTtPDlp4f0TQ9Ei8N+GLDwtd3dpbTw3WuahZXd9qmr+K9bkkcPqOp3c2rypHIkGINBsNF0CCFU0xLx/Jtct9E8D3ni7wvpniix8WXWjzS2EHi3SXvZ/Dd35t/pFlqM/h3UZ7aG41bTzD5+mWWvXUax3NrIt9aW5tRFcrxA1eCZpgGu2vZCkIMCCZSVjWGMtLNKTIrrD8rom52Z5IpySiLeFnisNKtGnKdNX9nOPuu/K03ZvmXLd25lo9zmpVq2Go8ykpTqt2lzN8ii+Xlkujbv8mj2/Q9es9SWBbW4SaXbscRCQr5kafvSvmAPGCyyGNJQrOqMylua9S8PeLbzSJY1SVyqtuCMTlSOCVPfOMbTnA9ic/MPw81W9tdUii1CSNrWeS6WL94EEcW6CPcyIFjjgifymSF8BRvmifO9ZPfJbNZ0M0DDDDIKkNnnBwV4Iznoe2OOa+wy/ELEUuStKLqJWurKXKktXbdPb19D6nK8RUxFJSk0pwjryq3bTvppv5d7H1x4X+IVtqUKW80iHeF3KW27X+6vAGYiM/f+7z8y4IFYtl8ML+XUpIY/H/iWfwTdasdcm8G3dwl3py6j/aUGswG3eT95Z2dvq9rDfpBENkkgkSYushr5k0/UbrT5gyyvHIG++cgFQQCrYPOV4OQcnvxx7t4M+Inlukd4QCEWMEbc/u2ONrsANuG4UnHD565bslGdJTdGcoqpFxk4SkuaLS00to+uuvnse1GUanL7SMZcrUo86jKPNG9ppSTXNG7tLdNq2up9GXOiadeLDa6jZ2l3HDJbSxrcW5mhP2cwurBGIjLAouGVWXfhpI2+6fpn4efG/xj8OYdNtdOlOt6Ckm250G+ndYoLSaScu+luVeOwuYvMQsIoTDcImJoXO2VPmnRdds9QgDRPHOikho1YEAjhgvJ8t1/iBx0PAPB6T95IqS2+RG8at5DELNExwxyyblJGCuNxVccFgQw8DEYOlUqYerOjSnUwtSVXDTnCM50Ksqc6TqUpTV6c3TnODceVuEpx1jKSPYw2K5YVKTlKnGvCMKns5csasYSjKEaiuoyipRUrPS8VazSPquT9oqK319ZLN9Rk0bWHt5td0WJ47S8SS2u/tVjPbzSR3cC3mm3ca3FndBLiFsz2lwktpeX1nN7BpfxY8E+MPF3h2zFxqfh7Q7DTjp8WkHSHeOKS/eaS8Sx1Wy1d4dGtW83AisfCs2kyiR11rw14gjYwy/l/rcVwCLmOaS3mgcupRmR1BPDErgkEk5A+Vgw5IJz3ngjx1JZarpsmqSCGGJ4FlvUYoymORCGmRV+aNlG1pFKsvVkKkkeZjOG8Dj6k8S51MLiKl3KpRUEpVHyr2koum+aTUYqfvKNRRipJvU7KWa43BRjSUKeKw8LW9q5uUIbckZKdlFXtB2bhtFpM9Y/4KBeItWuNb8C2ltp91b+HWnXTdI8QT2lzaWGn6FaWM+t6ydRt7Ca4tLO5sH0+1NhpVhLa6Ep037doXh7wzbX0unxfi9b6nrWs+MbPxJ4fOsaR4rudTsb/Rda8L308TafNJdx2uhpHfWKxT6dcWcs1tZ2l5Iun6ipWJTPcRiEH+mfx/pfhzxh4EsbbUItP1rTPFltaTwQXAgurS6hixd+ZbSK5Ly2zQxESxYeESxzRP8AL8n57a/+zFqGiyNdfDC3s4LK2ul1QeHJZjCEvdMjnk0GPT5Z2S1e002/uBqbQXzebK9lYQxXaraQpH1ww2FwOGjhJRdeEFG/NGPNOcIRUqk2kkqjceZOCi47RskisNmudUsyw+Z5djKmXVKUJU4OlOUZRoyd/YRjZxlQk5TVWlUhKFaMpRnGak0fAfxR1PxV4o8ZarB4p1/WvGPiO11Aahqni3Vrvyptcu7LTINMW2neJpP3d3fwLprTIwmksVl1eMCS1aOPx6P4W6hd6Jq3iS8v9O1PXr2VvFEXhyx1DU4IYrnTZLqfUI1NnbWrw6td2nmjTmW/FpLILeOWCMJDUXxs0L4ufDDxVbw+JdA1rQdGvzp+o6ZcuBdWV0TGv2i1uNVhMyTXtlNcz2kti9xHJDJLKEhBuhJN0Phy61TTdTj12XUkOlPayyw28mFfTpLq1aOby5RvjkMgcrh1ZVZ2AkdTx87XdarSnUo01Wk6tOPs3VV/ZurH2nNOTb5oJNtc3N7vLvZPLHSo50sTl0sLipYvCYmOIxs6tGjQoYp13KMauGVN+zlQw0I8tKKp04pVJeygqbsuP0nXItMZLm0tl0mx1XzLjTJtS1GfyrmOG2huGVLW7udSuQ1z5i7pDfsba5fyXAOVO3qfxF8WaUpvtLtbW4sobfTZ5tlqNU+wIv2i71eTVIQ6SoRbf2fYQwQgSW13dT3ckzpbwxzYXijxD4E8S6UvgXQdFkRfMHlXdp5guH8RNfyym9s4y4ZQkbiziNqP3wLbUEbq7ejfD34G/EbUfEt4/wBkl8K+Hb+zXTtV1C4t7WS9kt/s0fl/Yo7mWW80+W8eMJeENZWc9uJopInt1S2f6PKOMOIstoyy/DZhWxFBO3sMU6s1SpWVOKp4rnjWorlvalGbjGSvFKMkfgeaeF/Cub5zPGUMvwmOxdKu1WqwwsJ0KU41Y1YzrUJx+p15xcOVyq06inFunLmg7L0z4Kftx6N4R8VQafo/jS58GeIojpsnnXxmt/C2q30tpFctBaXkzRf2fNZvdT2Md4W0a6U730fUmeZJm/eX9nb/AIKM3UfifSm+JWoXsVnNYR2+pB7+0bSL6S3jK2t/pVzexR22najLb3DvKLm90GG9gtFh13W/FmpXlpLafzNftP8Awu+HPg7w7pttJZWlzqwlWz0wi4S2uY/JDeazhWS7hjhYxm4gjcWtyWyw87a1anh74u+INOtPCmjx2EWhag1rapc6JqNvFJo8VpHbQeULI2k7T2tnPHcWc9jdRFo/LlUC0m2MF83MMRisDXWYZdjcSq2IqN4mnVqzr0Zyte8/azlKa+zebc0kmpxvr/S2B4k4MrZdguHuNckweDhhaNDCYTOMgwOHwNfDRSUIPE4TB0oYb2d7yn7GhGCvL2eH1Vv77fBPxR8CfErSF1bwp4gstSmmWN72zjeVL+zWXA/0uwkit7mG38rasNy1rNYzYFxp8qRM14/wn/wUM+MPh/wr4e8IeE7y/wDJm1qbX/EWIjkNBoWkNZxJdHExNhd3HiBZUv4lkVL7T7Pzbto5jMf5zvgt+1t4t8FC21rwzrOq6E2j3nkTaXd3076da3EgUO+nXdpd2t5p6XLsyfa7GXSLi8dfs99DNEDby+o/tUfF/wCIf7RnirwH411+0vrLRtB8C6b4a1PVrrzYINSuNe1i61L7LZLDaabZ3lyjINcvb2ys47P7LpFkZ7aK9RLiftw/FFTMaFfDYmi6OKp0ZSc6X8CVrRdr+/BvW0ffTb0m9o8OY8H4LLsdhKuT5/lueZdi8RTp0fY4ilHHUvbJSpQxWD5lUpXjdOXLvF80Yt8pw+l6XYa3bNqetWyzTX88+oxli0bRnUpDfXNufmbf9muZ5IA5CNsjUFcAMxXYLLp8IVLRIjhI94jtWk3AruS4bCt/ry0mDwWKHIBGAV8jyRbu27t3baTd203q9enXsu7t9Bi6kJYmryRhKCkoQbbfuU4xhBXUktIxS0Xftc//2Q==" width="277" height="177" alt="uvm 7" style="margin:0pt 9pt; -aw-left-pos:6pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:-11pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">UVM CAMPUS NOGALES</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#7f7f7f">EDUCATIVO</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: Nogales, Sonora</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">ABR: 3,995 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Terminación de obra: 2006</span>
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" width="283" height="176" alt="celtic 5" style="margin:0pt 9pt; -aw-left-pos:5pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:14.4pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">COLEGIO CELTA INTERNACIONAL</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#7f7f7f">EDUCATIVO</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: Corregidora, Querétaro</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">ABR: 13,168 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Terminación de obra: 2004</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Ubicada en uno de los nuevos polos de crecimiento del segmento de clase media alta de la zona metropolitana de Querétaro. Instalaciones de primer nivel.</span>
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4GR15yc11XgH4M3HiXUdNjnZ1+33Bd4wjForOCQrczOBhs7VbYMYYlcBicV9vha2FyjLqKxFaMFQoU1Ob+04QTnJLS97XV/nq9fyvC1a+d59mGIwmFrYjF43GVJ4fDxs5U4Vq0YxTbahGzlG93bax6V8I/hzcaT4bfVkshcXniTR7SG2cBmktba+uIXcsAQFSWNSszHgROqgjzHB83+LkYttVksY1fbAAixqu1XxvUsqDrvYZzjDDkfKBn9PNX0nQfhv4N/tDVlt7Cx06ws7Syt5GCSXV5ZxQiOCLPz+VZNHvnl+5vwh8yQgD8p/HniYeJPEl9d2cfy3ErBHCkkjIRSqkZy3yhQRkDCBRXznDOc186zHHY72cvq0OZQq2fJf3I049rwhGzSvq27rmZ9jx7w7huHMtybBKvGrmNSrDEV6PMueMOWcqtWUrc/s6laS5E0vdUIpWSPMrTTGlkmllUgQICxAyAx+7EM5y7fiABu54Bp3omabZEpWNMcAuPmH8WeSQCSAcZ/p6ddaZLounxQ3abLmcec8Z6rIwHyNkgh4wy7x0Vm27gynGLb2M10+ILaWR2wAI43kY59upPp9fXr97DEwcea6cbK0k9OnXZ3vvfX8D8yhjq0cRU9pRd4P2VOEr9o68qXNeWrSs3a3W5w0dpcNg7cZPIGejc85wTz6c/WrLaVOeAV6du3I46du/GMivUrbwprkjxrFo127SH5AbcjPoeV4HI69a9l8F/s++OPFN1bwx6a8CSuokzEzOq7uSf3YRMf32ZR6c1xYvPMuwNN1MRiqFJR1fNUj6/Cnf+rHqYHD5/m1eNDLMoxWJqSko+7RmoR5mvinKKjFJO7u72aaT2PlG08O315JHFbRSTSyuqRxRxs7OzHaFUcZIJGc8eh719dfDX4CyaVp9prniLT5ZNVvVYaZZvE7xWonjyt1dwlSkzxxndFAxEali8wfCxj7w+Gn7OXh3whBBDqNvayXOUlvL24+eWVldXMaY3hYsjy1AwSMvkk5X6x0/wAJeFbl45ZVhjsLUxyYxHHCEhXAI3BQDj5UGCdo56E1+TcSeKEHz4fLaVT2N5c+IV+epBNWULXced721cbp2TaP3rhXwfxc408VxBiaPt7RnDARSVCjOW7rzbi6zppKySVNSd2pcqZ8w/CX4NN4b8JzWmjWV6dQ1dZ0l1aa2igbz5kKsbcoqlQGfZJsRU2iNRuZVNdi37KGva7PZprd3ZQQrEW80wncbaQdI+dofDFfYjawUivoXWfi/wCC/CkUVtpyWcskQWC1hSSONBkbXaR5MSfMcH91E5bfwC27Hzt8Tv2ozq+iapoGk+IY7C5sXBWfTgbfyRKUM9n9puzE+8BWAwq46gqSij83w+YcW5pjJYjC0JUFiqnNPFV4OpVjFtQjO3K37t7KyS6rY/W8VlnA+R5XRweLr0K1HBUOShgqVSFOnN00qk6dnOPNN8rnzy5pfale6v6fB4e+DX7PulK2s6vp9jcohw0pV765kXK/uIIC9w7EjCqAEXvt6184eMf2ttAt5ZpfB2jrbg+ZEmu6yAbqTdkh7aEtsiQ46tKzZwDGuDXy94u+KuhzxzWetk+ImliSC4muGNzeRlfmWa3uWbiR/LX/AFbruV2LDADH5z8RW914ivRc6QJks5o2Cx3AS3WzijyFB3MVJMYDbkL5PAZipr9ByLgajXmsXn1bHYvEVPelVrydLDyV4+7GmmpO99Patqyulrr+L8YeLVbBwWX8JU8sw9Gny044bDRlWxdFe7DnqVEnTSi2rKinPmaXNZc57r4q+Llx8QbfUW1rxQsDK7yxWkfngzxZ2GGMxCNWXaSxyScgONxzXzG9mZruSOxgluGZ2VS2ZJCMnaSQoGSME5UHjB6V1ek6R4Z0qyub3VZ5dWuYHjRba3k+z2y71lP72V9rT4dRkRlc9sjrz+seNyVNpZQW2nwqSVislWHzByAJpQd0vByVbeCTjPAr9QyvBUcDzUMBRcaCcVeUY06cOVLSnyxUqi3d2rX0ufgWfZpjs/nhsTmeKo1sV7OUrUHVr16sXPR4iUqroUOX4bQd+rg2VpNNFpk3ihZVBYpkYXBP3mbGGDAjGM54xxzltry27vDCchuGbaAuMjgE4GAfQAdCPbEudTur4EOzEsSQM8Z/vY6DI4PHI4ye1MWrOAzPtYADHGTjoR3P4Cvfhdpe0ab0va/RL9V3Z89DAwTlLFTctbQhe/LHS13G1+l7JLT0OukhF/AHjbnqVIOQfYj+mO3XNYR05t/KsnPfI+hByfw/D6mbTr57JthG+PofocZ4z9MDr064ro2liuFDKAMjJPOOnOeDgj3z/SmpuLuk/l8lfTr6eehyyniMFPkiuai3eE+sVpZNdPTv5WOa/swp86DcO/Ge/cYP06jr0xULWM8sixxxk+YVQCNTnLHA4A5POBjr06muoCqnLOORxs+YY9+gH0zkV618JvD0esa6t82wQ6bG84SaPcjTKvyMGcbf3bMpA5JJHGRXPjMdDCYeripyvGlC9npeVvdit370tn01PQyiGMzbMsHl9CPNPE1YU1NrSnFtOVR3cU1TgnK11slc8vu/CGoWs8MElvKJoYIpbgIhzFJLjbblsfNLHGQZiBhXDqR+6LNyv9mSRzsNuQz7RtG7LMeUXpkgDgA8Nxkk1+g2s6Vpem6VNeXMVveahdLIiRlCrOrH5j8vCrj91GPmYliMHvl+CPhPa6ndw6vqumRWkhJktbOJXC2MZIZdoOQ93OSWBzmAHqGLAfLx4xpUqFSviKcoRi1GHLJfvan2lCMrOyuk3sltdtJ/pFXw2zGWOoYTLsdGr7Zc9aNaEl9Woud4zqTp80XKUW3yXV3y2Sinb7W/4Jp/Df7J4e1i4u/DsS65c31xfPdNDE8jeHRZRbvt0zxGWDybqLyrW3SYCU3MjGL5HY/ffizw8ZpNL8TPKdP1nw9dWV/aRwKf30U1+ts1vd4AVYrmy8wIu3IAmaQtFivIP2c7S+8J+HZ9M8PQC2m1SVUuZizhYoLfZclXbO6RGkQIwbJcz7WG5mFfQ/xH8R2fhrwhcyyoL/xFqnlLBZKgaUMoK26rGDhAjMHLttVSdq+o/kXi/OMVmvF+Oxqd3i8QoUqaleSpuEaU+bnclCi4qUOnLFP+ZH91cD5Dhci4IyzKpSusvwnPWrSioOrWc/aRneEYe0qupyyi7XbcU02m3+cHia2m1P4k+LtXv7p47X+0dQ+yhRtFsLiVc/ZxlT5spjRU3ElUdSRtUb6/xE+D0vxU8LaB4TsrDzWvdXh1Fbgps2QW7zNK6vlWy4KRNJnBi851dmaLd7x4X+FN3q5n1fxrmzW+lE1vpyOEu7je2/zZDjdBGd21GkBlkGTDBtbe/tHiLXvDvhTThY6XHFAbK0SznuUXfOESPy49OslH7yNQGIZlzIQX3NlmZfUnxPWweJy+llP73GYP2cacqd/YUqlKnGMXGUPjcakruzs3FrucEODsJmWCzF50owy/H+0dalVVq1enXqc9WMot2pwnDRSbbSkmkfAPxG+CXg34LfCjxZcSx6aNdbSU0aylcJdTiCEiS7KHDrF9pkRYgqO0jl0iCrmTH423cP76SeTGXZm2AAMxYkk4weffpjp6V+i/7Z3xaN9qFj4V09zONjXd/LucxQTnakdsnaa5jALSOcrGxGODg/nuI45m3SZB44+9gD0OB+mOPev6V8M8JmtPJZY/Nq9Svi8zrLEt1N4U4xjCEUm5NRfI2rtPW9ved/4t8b8yyX/WnD5RkOGo4XA5BhJYGpDDwUYutUnGtL3oqMak4xcVOaitlHeNlhgJgFgeemOef8//AFznrbQR8Ha3IyCw4ODg/kev8q9E8I+DI/Et3cjBW1sLOW5uZYwPlJ/d26DdxueVhwQSVVuNoJGvqPgi0tNEi1GNrkRiW5RVkhDFvnWFASq/KWZS/GRhySeDj9BlmWGhW+ryn+9vBNLWzqR5oK293HV+Wu1r/lMMBjcTgvr1LDzeHUa1S8pKLlTw7jCrOKesownJRbuk3dJXVjzCN4AR8jNjrwADnnH04PofzFWPtEX/ADwWu+/4QtV0ptQWRigGVYphNwXe0YGCWYhlORhVyoPXJ5r+zpBx5R49z/jXRSxNCtzOnNPkfLJN2tJett/meXjMNXwbpe3w9aPtoKrTfNzc0Haz9xu3ez6Wsfpj4rk1W4gj0nw1ZPHCqFfNIUKkeSTLIxG1mGBtTlQ2CSecfNut/B7XdZS7a4upEMwb7XKkgeXy1YFozIVCgtgDCde2MGvZ9O8SeINVGI0igSXaHuJFKogI+bYgC7nAIwu3HORnFexeFPC95exxoY3aEsN91MPlYn5mfn36FiAuRzxgfy7TzLEZPC8ZUoTi0+e6lN21bcpdnZrXf5I/0AxWSYLiNKFaOIq4d03GNN/u6UIySh7kE0/eWkm3qrq58HaN+z/fyTwppdvLIzMcTSggbmwpVVKgybwWO4/KMnA4OPt34TfBS3+GOnPrGux/2v4ju4ojZaZGNwtIYfnjMr4xHvnzLI3O1gpUHA2e12kGkeG76KOJEvNRCYijiRTHAxG0NLJgjcM5VEGM4XJGTXZNcQvaXIk/eXExCSvEAGAGN6CT72MgoQGxyeDkV42ccX5pmNONCcprDVOX2m6nVjdXjfSUab05mn7yVtE7vu4d8PeHshrPGYehCOKgpRhp+7pSlCKc1Fv356WvU5+Xe91Y/PT4xeBvEXxA1J5Nd1S6ES/JbafbArZ2MBIxBbwISOApZ3OWkb5nbczMfF7T4VeFfBzC4+zfbdSjVfs73Jab7K+Mm4eMjyhOG5jyDsIDLhgCP0j8U+G31SyvLqEy2xKskaxFY3lcqVADY+QgMDkAHncBlePkbxf8B/H+tXtqul3htbeQSSXfmMzBEwPIO/JLF2+/gdPUkmvpMj4kf1aGDqY6GBwsVyuC/dxdkk0+RJ30tbW6um9T5rifg6g8TPNKWUyzbMakoNVajVacbyUU4/WG1HkvzR5bezjF8misfNd/4Q0jUrz7bdQTXErHa6lnCIiE9MfLljuPB5JbPWux0HR/CGnbUsrOMTEIHMhj+8ckJueUElmPoScAHkcbF1+zF8VruUadaXbK003lyXrh4wluQokYJu25TL4bevC53A4B97+Hf7IU2kXVnNrl/LfSRY2qFkmLHb87OiEjh+Yww24wDnOa+hx/EuVUMJH2meKdoy9lQo895KKWk01GKWlo313+E+LyfhDO62ZudHg6OE55QlXzDFvDpxlUceb2PLGpUqS+JytKyk0k7csjJ8MaZpVulvd3kFjCryKAJESRo49u4HYOmQMAE5zgY5xXqKfFCytSdL0OK6Y/KoTT7ZPNmUfKTK6K7pFn5udq5OMnJNezT/A/RbG1827ttkQA8uNlAZlj5Bfa4YsSOMjAOThj93zzU7a08OwXcmk6NbWqiMr582zMoUE9RukILHdglmbj2FfAf2vgs0qScfa4hKT5YSk4U05NWbu227JJJLe+5+xQybH5TRir0MGnCLqzp0vaVpKMXzKMWklfbVd30Mi78X6mIEkktTaJs82SSabBUdPnG5d7FiAF2t1wRnJr56+JXx58WlRoPhaK7kfaUDxQuIA53KWLSPHEqBm5bZuIOT8oqfxV8RpARGl1bNkFXTYAgBOW2ARuFLA7RuAI68ZLVl2Og6B4yMUDzapFc3Csz/Z7d4gI3BcBLuC0eXCjktIiKvznIwSfpMuwWEwrp4rG4OFSnHWMLSnCNldSklaTS0a95NvqfHZ5meY4+lWy7KsznhsROKUqilTo1pQdvdp1NYU5SV435JuLala6PmOabx9qurv/AGj4iY6lcsdqNqEqxwxyEGR44bdNi+TwAdwb/a55s3+j6Potr5N5qz3bhS0xRtjGWU/vbiSRjNJJKxB2r8u1f4jgV9T6v8OfhZ4Z090stajbXJIQJZH+03PlSKM+W0smQ2N2PmKkkO5U5APxL8QTaDUprDTLpLq1jUie6iYKJZiTvO1WO0RgBEGeApbGTX6FlGOp5vVUMNCphaFJLmthY4fn5bJWdpKMekFdt63v0/CeJ8nq8LYSdfH1YZhjMVVlGm6+Y1sd7CNazcXGTpudVqLdaXJCCppQ0k1fK1HxRommxPb6ZZwF1dy11cILmbnoE8wYLcfeYDb91R3PHXHiq5uCTGsjN/ef5Qo6BQBtAHOMBSMHA9aqjTI+fk39wCXYk/gRnB6k/wD16eLFx8ojKhjgkJtU9uGbIwPr27V9xTpUoLTV6XlJ3m9nq3e2uluh+X1MRh6vKql5pPSkrUaMVotIQvflWzk2+jluzPe+1C6JG91UnkAEdeBnA56nHAHXPu77IpO+QfMRzyBk8DPPUjHX8M1rx2aoNxBcg/KEfknAyNo5Pbt36dcI+IgxYQQDaQSxy4/4CWGOcdVz2HNdEWntZJW13l06rzdttuhl9ZWkaFNU1ey5EouWqutNW+tu/wCNCO3kOQBxjkjHX3OOePQZzU4s8Yd5+n8IYceoOT/Tn0zgGjNqVvHws7sBnlMMTxng4BGcdnyPwqi2qoWykTkk5yzkk/Unc3v7Vor92/8At1rt1ZtGhiqivZwTv9hK+ium5Wt20TtobDXEUWBGokI5BPIPuBxk9Rxn0xTHv5gCTIIk5O1j5YxxyAMsc46bVxjrjgZkT315IEtYX3MduY49xJbAwWwzMSe2CTjgZr2jwj8AvFniNI9Q1ZIdD0nAeS+1WYWf7nqWiicPPMecKvlxFiRhuc1zYrG4TB0/aYqvCjF3S5pe9J6aQjG8pyfSMU5b6Wud+CyfEY2qqOHwtTFVnZyjSg6soLTWpLSnRhd6zqSjG17tWPN9JuLnULuOxsYpbqWVlRSoIRWbPOACdo6scZ4Poa+xfCnhRPDWjQLLdubi4ZLi7eLCC6lX5o7OAMC5gVh+8ZUcFw3zsUCLp+F/BXhLwnGLXw7pd14k1XCrJqK2hW2RwPvRtN5kaYbJVpGJGMqoO2vXNL8B+IZkGr6y9roVuTu825lX7QykcrFLcbTkL0FvG/TGNuNvwWd8RUsQlSpydGhFq3tUo1a8lZRSpOLqKPVKUU9btLQ/T+FOCKmFxLxU6KrYxw9mlQblTwkXb2jniU4UHVktJcjlCHK4KUrtvD0rQnu54NY8SyqpRl+wWc0WHAGRGlvYrlm2KBtmdS/QpsJJr6s+E3ge68T6naILSW3tFy7POCpWKMcbgPljVmyQq5PBLEsWJ4nwV4csLy7it9HgutUud4V7yK2kmLknDbb26Ergk4yscEeACVdRX3j4B8B6lHaCzs4YtKtZPLGp6lczFMxp80wR5GMkpPI2BjGu4kgMK/HeLOIo4ehOnCap1XFxp8zsqcbfEqavNP5Sk3a6SP6L4N4YdWtCrODqxbg6ji/aSqzSXxVfh02aTUYpO17HaaHe6T4Psrex0kJdXf2kRr5ajEk5LBpCib1SCL7wRTn92xbaevOeINQntriXUpSt5qeSyz3OHILEbpY1kBSKGPhEyOARgsRIom17xL4I8K3D2ej+Z4g1aJHjDWwM0aNypUOiuWfcSCiAsN2CfmrxHxd4tuYrdrzW57e0mumIsdIEqrIDggS3hVssF4CW4LuTu3FcuD+V4PB1sbiI1IwqfvpazqqSq1r+9LlhfnVO15Scvct7zfR/sOIr0MHh3B1aa9iopQo2dKgorTmm7RlUu7RSbltbS5oaj8RJ7O7JkuJdQ1m4DpY2sLFxbqw2i4I+UAktiPIy7Atjkmvmb9oH4uReA/DzIt6X8QzqqO/mLLLDd3K+ZJ5EZJVXhLxo82z5QCU+ZmAZ4n+INh8PLC88U3S/ab77PPcWss+2O3aZEPkqvAd443IAjQKobORJIr7fyn8ceNta8da9e6zrd693cXNxNOqkkRRLJIzBIojxGq5+VQBjJzuPzV+28DcDUsfjaeKr0uTAYX2bnK1niaqelGEdo06ai+duzvrZ62/nrxZ8UJ8OZY8twdV1s5zGFaNCMJLly/D2SeLqtayqzbj7KGjvGVmuVtJ4k8R33iXUX1G8laaQlsNK7yOFLbvnZyx3MfmcgjLlic5zWIhJYDGc988jPqecDvg1lgkYVTk/w8nJ6dsjPqRjk/hXvPwo+GE3iqa41TVVkj0nT4VuHDkIJ1YlImdmB/cGXaG2KxfBAXapDf0LWxOFynBOc+WjRox5acI2XVJU6cerbaUUl/mv4wwmX5rxNmqoUufGY7GVZTqVqjlLlWkqlarP7MIQTd92o8qu7I7v4c6DbWvgHxNe+eIbjVf+Ecl+1SgFbPT4NUuVuvLVMSC5vEWRbZC6tKpjV9scu+pL+YarBY6TanyLS1YEncTiNfvu7SK2W+RVwxwX3MMbyTs+P/E2gaZYaT4c8PKht7BZLjWL+SPyhqWoQokEC28cWQljZ+ZPHZwruMrF5yu6aIr5bN4mi06xNxO/mahPHuS3VgPKZlwodfm8sICGcHPaMZJOPlcLSxGOnPHThUU8ViHUoU5rWCVOnQhOWnSnSUkm/dUr255Sv+l47EZZktClkscTRcMuy6lhsfWpTl7OvOVaeLqxh77u51q0ouMbupKm1CUoQgV/GPiZTJFomnqsdnp3yFAgVZHA3FmKYy5ZmO3ZhVVCSZXlriv7Sk/55W3/AH7NYd1qJnnkmlYmSVi7Hdklj1JJySSeSe56ccVF9tX/AGf++h/jX2uDwdKhQhTcOaVk5SbV5TajzN63vdd3v3sfj+Z5pmGOxlXEqcoU5ytSpwiowpUo2jSpxTWkYxstLauTsmfslpPgnRdMZEdI7+4TGdoPloARwF+UAjJyWJzXRz3rI3kwMY4Y+kMAKxqRxxtAy5wMn1zj1rgrjxtHDGTBA5BB2Da6bt/AJbbvJzg8bvTIrMi8T6reyKkSQ2anBeR2IZRnkks4kLcH7oB7jnNfx66OJrP2laTl1XO9np0Wm3W3rc/0zVbC0YqnRSjbT3IpXtbbbfV/f8/X9G02SeX7VIBEcnDscyBOBjOCRn14Iz05xXarHBCMNJEoYrkO6DLcK21QdzEKC3K46cd68YtvEvkRhFu5JpQOTEu3k+rszHv1BHXg5q/H4pNrDvhhaa7kyR5nzNnn+N92FOSSQiseOgzXnV8LiKsneStskrbaLdtPT0/Gx1U8Vh4Jc2j0+J3/AJb2SWr1S3XbY9jOn2F60EJMjRxyJLNKBsjCjb/fIB35KngjBIGTmtOW48PWbkLd2yyOw3Kf3rbVzgAApGg44zk5HpxXhDa9q9/GYBcPCZSDcvGGcAfwxjkKFx2LdgccgUW0ejae/wBo1W9uJwvzFDOgLHggFV+VT0XBPQ8g1g8um179aponywpRcpNtq93dau/3WafU6VmVK69nSp2clzVKknCMVa+2+qd3bvb0+ntK1bRLiNILWya/fOB/BGSTn95tAXAA3ENgAgZRhgV39nJ4cYSTS3LQFEHnSDaYFYDPlRNGil1U/e6gsCcnFeUfCzT18fpqtnphTTdM0q0iuZliubdGlWZpVDXtzMnzRjywGhtyGYM29yuRXomp/C5dUgGnx+K7+0jjhTNvo2iDUB5jCQJ9ola8s0EYZChSFiSwyAQwA/kTxO+lx9H3wm45zDw88QeOcTw1xLlcMBWx2GxGRZ/iqFOjmWX4fNcJOGOwuXV8FiefBYmlOUMPWqSpScqVRRqQcV/RnA3gR4r8ecMYTizhPhzA51k2OeJp4eqs4yjCVZVMFiquCrqph8Vi6OIpKNelNRnVivaJRnD3JXOd8S6hpN9GY7PUraXajRqkkkaIvBHJcLnjlt+0ZBzXzvrfgtvFQe2GoNDLC5RmiQG0dQu4KjRFgx3BRyeSd2MYWvZZf2bPE3meVP8AEKGwgcKyLe+H1jkYMyqiMkWvTSoWyAoliAbhjsHI7LTPg9daTALfSfEja1cKUDB9Be3DzOcl3f8AtGYRAAhmZkKhTgk8seLL/p8fRFw9oYTxryuOIn/DpY3hvjHLqjdPSahHH8N0JVJJ9KSndK6bvdvG/RY8e8ZN/XPDis6NrTqYfiHhnEwcXbpRzuo0uj5+Vq1pRWrX5u+Lv2VbiS5bVYdQuGs2l8w2SRGSWfoXVdmHhWTG4fL5Sliq8hTWNcfC3xPbqYpUXw9pMESb2hQxTSWoCjaXX5i8nORJ1I4wFC1+ttp8LtSR3a+1LTbWaCJd08zNOJGLEOsSWK3MpEbbkBSLbuCgvHjcvE+IvhofFXibQvh7pNjJ4l8Q+JrPXLjR9O06OYXWqjw9aQ32qC38+K1UPBYXDXkao4ke2trqRVzBIK/V+D/pweBHGed5Vwvkvitwzmec5liZ4PLsBU+u4DFYmvTg6k6VCnmWDwUJVOSjU5ZStz8q5G76/m3EH0SPEnIsuzPPsTwHm+CwWGorFZhWw9fB4qMKfu3qVHgMXXrqmnOM5xpRairyneC5l+E/xL1CWzmOiWU89yWWSKG4bIn3H5VMLsQR5hJDMQ7EkkITtx49ovw68RaoZ2ltrm1tkVna7cxyxNIysUGA4dj8u6Ruqr0UucH92/E//BNf4ualqNxqNj8H/Fkc0VuogtV0qR0ikQAuDNGHU7lG95ELSs3C8kNXn2s/sI/tAeHNLlsx8G/Hd48jMGntfDGq3dtK7bPNKpa2krAIrCJQ3VE29cmv7CyzxW4Yw+FpUMJm2VwrVOX2jq43C86l9qcUqvI1DTW7V3pfQ/kPPfAjijMszq4zM8vzOeEocyw2Hw2DxPJ7OKhywk3SlUTqST+Bxaj9pXPwx1m1k0y7a0815DCxR5FjkjDMvXaJAoIIz8yFx0G45xVCO7MDZS3MxwGzIrOhOOm3HzAEn7wGTjtjP6o+J/2Ev2gnvnjHwM+KUYjBVXi+Hfia6U7uMKq6UYgxI45BBz8pyGrmIv8Agn58bbXB1L4R/E6xgcFpJLnwV4lt4wvVyV/swlFUAkkY2rntzX3tDxG4VlRhKrnGA53FX5MXh5uW2qUZ6fmfj+N8E+OKeJqUsLkmNqUo1Jck54bF0lFcyaV3Sc5ctpR5rJNRTjJt2X5f3d9qF222NBBGuVAX92AOp+Xk9vlAGccntnJ/sy/vHMaJPKWYAbVLksccAZPU4/TrnNfr/pX7EV7DhL/4eeKDcLgF28NeIGwwABGJraJA3BO7YRjI2jv634f/AGSZNFZWHg28tijqES906aAq4CkAwrDvz04fJx9RXNivFThvDxfsqsastVFe3pRjJ36NTba6vS3rqj2ss8EOMZTjGdHDYKNlKUo4fE16ibtfmjKnTTlv9p2fmj8X9E+D/jPWx/ouiXh3MijfE6EhsndllXgDHPHHr0PvnhP9k7XLgx3HiCdYIjtb7LbnzrgjAIVlGNvp83YnodwP64QfBg2h/wBIeKy2D94kURhC7cZ3oqeb1J+8VOADjNXofh/okTFLiee6UcMkMZVTjIG52KHGRlfMkX06mvlMb4s1MQpQwk6FBNb0/wB7VS0+GUml035fRs/Qcv8AA6jQcamZ18di/hbg7YahJprR04QdZR+zZ1bdXfW3wf4c+C2leFfKFhYWMU+wK1zcSRPcqByXLp5kiEHhfJePsrDIJr1XSfh4+oSh5rK+1pgRsjVGs9PQ/d4aYs8vA5ZllJ7EAAV9UJYeE9HJ8nTrKWVcAG5uVlP0a2t+hzjG55OnORipZ9euo4T9n1Hw9ocRA2zToslxGo/542kSxgHGfvxuOAxOcmvlsVxRmWMfPy1JSlf97iJzTei2VNVJ28otJro9l97gOC8my2MaVKNClSjrKhQpwtdJPmfPyQvdNycrp7t6Hn+g/CXX541aKDS/DNkqqHuCiK0QHVlmumEgfGMvGYUHUAcZv3Phr4ReFp/P8Qa3d+MdYTrbxeZqOZOuEhUfZRuIChZI5yRk7s4Io614g8KASNr3ivxD4jkQZNhpz/ZYJOhA2oGKJnICqiAAnpyRwU3xUvLVvsvw+8C6bo8owU1G5s01DUeekhur/wA5YpO5eG3XHBE69uCEc0xcuZ1a0Yy+L2XJgqai7X58XVbxUl5QpJNJSd0ezOpk+DjFRpUZyu+T2inj582mtPC0eXDxt3qVUlLa92e52Gr+ILpI5vCfhC28IaEFwdZ8StBZKIAADJb2jGIYA+baEJ44U9BNrPxd8JaTZ/2RfeL9R8VahnbcWPhwNa2ZcgbhPqUoAWLgqVhhSTAIjfJBr438Ua54k1F3vfHnjC4toSN0kMt5IyE90UGSOJyCT8rSMVXjZhcV4Prnxf8ACvh0S2mgxWuoXKgoJry5aXfJgDdHY2UcjOued000fGQ8Zxg9uG4PnmcoNxlXcZJqOFjNxvpZ18diXOrOzs+WlyJ9Ek2eZjuO8Pk1KUq1ejhact3j6lOM5RcdFRy7DOnTgpJNJ1nLXRt6H2n4h+NmolZ7fwnpdjolsoKvcQxiedByAbjUrxkSMAncwHzLlsHJOfmDxL8WdG0i5uNT1rWH17VxkOz3DTRGXG4W8C5BeJc7WaMRRjads8y5r5M8UfEbxx4nlaOfUL6GxTcRb2Fp9htUQ4xjc0QjBAAyoiPJBB6V5fdzGSXC+fczPtGZ5/OZnPG3bCCxySCF3sST1zX6dkfh/g8JFOu6cFJL2tOhzTqyV03Gtiavvq9l8Nk11PwrinxqxmKlKhleGq1JKU1Rr4y0MPe6XtMPg6MnTly6NSlUsnbRNtv0T4nfFjxB8RtRV7yZ47C2CxWljH/q0jTPlqUGI1UA4RANqgggFgzV5KS3mByqxnpuzz0GcYJweOpAXua9b8H/AAU+JPjiSNtN0KSwsZGG6/1Q/wBmWUSEgF3acfaSuGBBELF8jFfW/hX9kzwnoFit7431C48U3EskAFhozSWOnR7SZJYmv2KzSM/7uMvHLbSBA+1GLqK+wq5/w9w7h6WChVpJ07QhhMGo1al7q/Nyy5IS1bbqzg79GfnmD4Q4340xtTMa+FrzeJ9+tmeZuWGoclk4qHPH2k6aXuwp4WjVjH7KWt/kv4T/AA08R/EnW4bDQNOvLxY5Y/OuhCxiEjNiOAyH5AXPzyFTmOBZJDgDn9HNX8P+EPgp8KryDXtRttT1nzhC9laSgJPqcKkslxcKSFsrOST/AFULF5Jg8ayoSHEeu/EDw78JfB02meF9P0zwpZohjL6dAkIgBUB7e2nkAvdW1OZQBPdTSMzOoZpSAuz87fHnjvxF8Qb77Vdvcpo9oXjsrZmkaFFZzJJNMzN5c13O7mWViflZiseFHPzdN5pxnjaVSqnlmR4WvGSgtcRieR8yjKcfdjOdrcsPhim3N6M+zxH+r/hVllenSnHOuMMywlWnOtZ/VMDCpHlbhRtz+ypXVp1Ixdd+7yRjzKEPibxq+tXcstvBDCGkYpIiKrRx5wiWsa8QKFH+sLPMQP8AWLkg8i080gwRyT3OTj1zyxJ9Dzz14qmsQiYbPnYnBOQcA+/THfGSB61pIhiAZh8xHRh16ZIHH4EjFfqGHpUMPThClFRjFWVmnp7u1ttu3Tp1/nfMMbWxteeKxE5VqtWbk2/di5NraEfdWmibu+XRtq96MkJ3j35bnOD755+vX9c0/b6Bcf7v/wBepd3JJ+Ykkkn3/D+go3n2/wA/jXbFJpO618r9V+enyZxuc7Jb28/NPz6/1qfqnDrGn61KJhbStLFhNqARQrwFLZwTyeVJzy2ScDFdRovhk65qcdpaK9rLdN5cKHFwX2xszbAhV3O1G2qqks3yjngdSnhrwvpgAM5OSN21wQ3888dy2M8cA16D8Nbbw+3jjwwls9xj+1IVR1VMjhs9VbI25zjgAnqea/gTxB4gxWScC8aZ5kreHzDJ+E+Is0y2tWpwrUqONwGUYvFYWrVhUTp1KdOvShOcKilGcYyUk4tp/wCsfBWRYfN+MOFMpzZQr4LMeI8ky/MKVOrOlKrhcZmeFw2JpxqUpKpTnOjVnCM4SjOLd4yTs1LofwAvtTtbK9GuCGG8torpLefT7y2uilzCk8XmwmJpoHRHAmSREMWc7mFbVx8Cb3S4pJ7C90LUrofOjXrauRk7PkVV0ySIFWOCEDgHozDBr7K8NxLZaF4buTdlrlPD+kBHNrEvmAWNsjZkTaJGIypd95YgAMSed6K3n1KVisUcaAFlUwlXbbjLSYUIVYjqoGBgMykLX/NtV/aifS8wNWrl/wDrLwdmeYyrypUKNTgnKZOCjNxjJzwmJoQk5c0fdnTd4qKUW5O3+xGL+hn9HV1XVhwnnOEw0XJfueK86TTuk482LdabXKl78WmpOWqcUj88Lz4EfFXWI08jxF4KtLYSLugE3iCGRSxwymGPQDu8sEMApkLKDtLHAPPy/st+PGvlfV/Fnha4gifcUs77XFO1RuRVSTQo2xJt25wAMgEDeDX6n6bpd4zp51nAUlSW4Aa3miKLEpcGRy5YMVKgZKfNjHJrJ15I4BGvlWsMzMAvlxllD8gBw0yux2NuJOF3dSe/0q/aj/TCyTJqmY5tifDW0UoJ4rgSrRs7QlOalhcxoqXP7Wnb3VNWUbWdj52f0J/o9Y3GKFPLOLIXtK1Hi/E1NXZK/tsJU0Tg46xt1u9n80fBvwS/g46rBNfeH99xYJbJGbyZnYwvIxMVtLDA06tHIj7ypw2EZc7q97t7K9uVnji+23SNHCzC1txZ2oQAKw8w/KVxlSv+sPyH7oO780v+ChX9u6donwv1PR9S1XQLv/hJvEgF34euZ7GdR/ZlhhZ5YJVkMalUMW4fIwDDBXK/Gvgn9pn48+D0WO3+IGq39skAQ2vim9j1eFlRl27xcK1zGo3HOy4ThgG55r8T4iyHxN+lzi6vj5xJmHDa4q4pj9Tx2Ey/B47I8A4cNYVcN4KrhuWrmNSLxWDy6hWl9aws4ynOpZxSij+k+COC+FfC3hjB8E8LSx1DJ8tlXr4KOY1IZliI1MfjZ5hiIVMVFYRyjHEV6qhGnblikpX+J/0ANb3MBlRINOsmiELbrq5ivZthOQ5iEbAbcspwyck+mKvT2Wp3Sz7p9Su5FjUlbGxNrAYwxIdJGusDIIRkJCbXkA4GK/D7x/8A8FD/ANo/SdC8IaX8P9B8F3/jjxf410HwlbmDRYk+3xajpetTGAy6rcixtC17a2cz6lJc20NnbxXD3LR2zSSR5dl+35+3GNOsr/xR8NrCGy1p9PtLKSe38Pael/cX8+mWtjbW8J8U6TPJPPe6rY2AhEZf+0DdacwF7Y38Nr9NwZ+z68cOOeHXxDk1PhiGCnjcfglhsVn7w1WrPCyqU/af8J2H+rOnOVWnJSq4WpUuqqlRjKMOb8+468feB/D/AIljwxn2IxUcxhhMDjXUwuWzr0ZUsZGEoJVsROlVTUaVTmhGoqdmmqj+KP7mDS5QJj9isrZVgDs+otFLcM4A/eNETc/vATvYfJk5GA4Br8gP+CsGlX118PPAMlpfNLqMHifVVsJbeI27NIvh+V4UjYIXZYpl2yKiMEiLEASMqjlIf+Chn7TOnwand6p8P/APh+HR9I1DU9SvfFXhuewS10zSF0r+0b03D+PVt7ldP/tjR/tAgM7IdT08NGxu4Ffrf+Ci3iseKfgV8APGM2vWF5P4ivdN1xhpyRLpoute8JWczwWaF5JhFJLdvBbRvOw8sxxySO5VmypfRj8S/o9+KHhfjON6GXYN5/nub0cpllGbfWoxr4HK6uKlOpCNHKHGPLWouKlgsZNOLbkopSft8H+K3CfibgM/oZFUq4yhgsDRWYLE4V006WJk4ezU3PFazdOpe9WknG1lLRL+f3/hfXxQXWbybSbTxLpUV4LTVbO3s/E3iXSptPlv7OGTUdPs90Ttc2mlar9v0+1vo5GS5t4EIYMStdNB+0T+0hprLeWfjP4s6UUwY5LD4j+N4ZkZSGBjktbi3yytgjGMHBHIFcn8U/jh8KdS1P4SSWjWtrf/AAs07XNA8a2Or6DrjR+JppvFepa4i+fY6e7yw6baXUOhCST920Ngk8CzxysrdTZfH74O+LdT1XQdC0nS7fV9etLT/hGltYvEtilhqFhas1+yvN4fsrGeCaK3e4MTRRtujldjKZZDF/qNhcVP6nRxKy/ERisHhaladSpUi4OVGnOpzOHPBRjU50p83vxipWfNc/lPMMNTo5hjMGsfhp8uOxdGkqdOm41IU8TKMOWE5Rmm48jlC14OXL0aNaw/bP8A2qoZ0mHxj/aFW9mv9Tjugvxd8fRTpaWltoUulyxg62lwEe4l1TErs4eaKQJ5bQtu7Mft7ftrW8ZMP7Rn7UtrCW3FR8afiSybupOB4yjUnoR+7Pfuc1l6RP4fv/iB4dvb3QND0iz0Sysj4ug/tTXjBr4vIb60S9tIrHSpvsTpPZ+a1tGcPtkjmPl+QX9h1fXfhfJ4P8SDSx4Un1GTVtUk0u+gHjf7VpljY6j5dzaTtd+FrWOWe3Npe2kIheSJ0aN/MZlLS80eJMLFSVSSUk+Z3x8o8qm3UjeLp6WTaS0Ts7JrV80snne8alOOkVb6rF3kkk3f2l7vd30bbelzzCw/4Ke/tt6ZqkjWv7T37R6S6bZJcp9q+Kni6WS8nl1LTtO+zRJqGvTxXHk2t3e3kiSZRVtvOOHRa9GsP+Crv7e1pKJ7P9pr9ouWTfv/ANI8am+jDFupivdSuIz8zcKYzjOMcLXBXV/4K1D4jWepr4A+y+F4/D39l21hJ4pmgN34g8y4u5LmW4ubqK5a1FtbKieVF5p2G5ljAVlj29Ruvh/bWWgWdxpPhZNYhMF94gSfx3Lai9sGkuokgtFS7mmge5mRW897YeSlrLFGzkvLG4cT0G3y1aju4uHs80kpRXLFaKNNt3d22mlZpWVmOORv3eZ4bX4ufA0nf3r7c/VWtdX0d7nuug/8Fnf2/G1bwp4VuP2j/igi614j0yxv77UrHwTPJZaPHI9/rVyL19JlvpLxdMtbtLGP7VE8l5JBEs0burL+tfha9/4LVfEa1v28P/tH+F4LLTTo6atJqdv4P1G5jttViuZo5ooLz4WXMV3PDa2lxM9tJdRCSUwwhwsrSp/PZ4e+FHxJn1jxl8U7/wCFHiGP4T3fgfWZfB3iWwOpeI/D+lbdbs2v9cW80w3sxgsdI0fWNPkv9Yht7NINQnvEceTC1f3RfAPS107R7y7tEluE1Pw94HmazTySqyLoNwpuA80sO52ErJhmCx4lZB+8xXyvFPHOc5ZiMlWV4+u416uNhiqNTEV8QlLD0qNeiuaFam5QlzSVVL2bsuWLu2z6PJeGsrq4bNKuLy/AVqlNYP6vVWEw8bwq1nRrPklSnGFRauEpXV7Sd0rP8JvHXi208O+IvEGh+JL2W88Q6RrGpabr0sQtVe71iyvZ7bU5jDYRW1sGnvI55NsNvb2437YreFMRr5nfePri8DJp3hjVbiPHyzSQfZ7YZA2mV9hVgevzEZHtX6V+PPghpWv/ABA8e6nLM1vPqfi/xFemKGPThMkl1qd3NOjSSaU8kTCZzvLSzDCkbn4krjJP2YfDjwzG61PXiXbOxrm1uYVwoYHy4dM2sq529YwCdwXaDX7Xln7V76JmW0cPludVuP6eb5dRpYHNqlLg3F1MBTzPCU4UMdGjOhjZ/uI4inVVJuV5UYxla92fyVnH0DvHzEY3GYnK8RwdLLcZiK2IwEXxBQhipYPE1JVcKq/tsJ/H9hOm63JDkU+ZJrY/NS68YeI5p2t7XT7COVTjybVWmZWHAJa3Hlbh0ySOnJwM1m3Fp8SdcRoVuZtOtWPzMGayXPPDkLucYznD9c4Ir9KpP2WPDpukaDWNVVlY5t2m06NNg4RlVNOhOSOWJY44GOu6e6/Zg07yRImo6qsaNtJj+xurD5TnckTeYQu4DBKhiOcqwr6qn+1l+hu4xlR4j4ppaRc5VfD3ibEKk0oylzuhhcQly6J/G4u6s7WPmX9AP6QspOOKwWSVIybUI0OMMnoxqQ2teVanOPOmrabu/u9PytT4DXXjLVNK8PS6jHrvivXri6i0LRjfBLrVptPsp7+9S0ivJ4BObawtp7udk3CKNC7OOAaHiD4C6l4C1C48PatodxpWsWZjW+spIIfOgeeJLiNJGheZvmikjfJm6HsRX0v8Ifhje+Bv+CmHgi11bxFqGu2p8F+JX0CO5it7OPQbTVPCvixvsOnQW3yK8f2OGS7vZA93ezuJLg+TDDHD+mP7QXwT/wCEq+LXijW4beE2csGiEoQiXEksGjWNrKjkMZow3kvIjrbsJFMZQkEvXq4H9pj4bUMfT4jz3NKmTeDuZ5Zh6nDWf/6v8S43O8xzbEOVXDwr5TlWDxtfA4bEYOhiqsYV8BGWHlTpxr4mM6saR7Ocfs8c8pZLgcPlWEw2a+J06qqZxgJZtkuFyrCZXL3Kn1fM8yr4b67iaFephYOVLF2qxnVdHC8lN1X+D9p8CJ9bZI5YbloWkBKfaSqAkZ3EqzFUA4O3cQOgr6U+H/7NmiaJCl6uk6XBcIF/028BdgxHPlNchRMWxt+crHhl+TJyPuqb4ST6bazR+HbW00692jyrrUbO7vmEqNg7LcC1gQqoyktwLmN2zlFIBNXwt8HfEek+IB4h128n8YX9re2j2sbXFvZ2UQDhrkrZHNuAmwxIfJO//WAjbtPv1f2oX0Vc1wtWFDxkhhqdNN/V6nC/GlOtVlbm5VTeRcseZK2s+bZKLbR8tg/2e/jDlOMpYj/iG2W4nEScW8WuJeDp06EU42kqk839rzQulBQppLmlapF6rxuPQ9O8L2E893p+pavNH5aw2tpakKS5HyxGRUt44QvRV+0RjBIDECvAPi/8QPiVqOraV4G+HfhpLK+vYJ1WOKzu9d8RT/ZrKW8uY7DTrS3aeQ2thbXd5cLY2TJDb28tzMRHG8g/TX4g6Hq/ijw/qH9keF4NJ8SyWcy6VqOq3t5daNY3pI8iTULDT0sbu8sreUeY9rDeWUs0abFvbcS7o/yl/YlsPGd1/wAFKvDFx8Q/EB8R67pGufGfw/btFFJa6Pp9ppvgvx3YW9ro2mPPcnT7JLe3gi+ea41Cfy1k1C8vrlpJ28XA/tCfAjNIY2p4f5nT8Q+KcFhXjI5RVwmd5Tl9CMm6dOtia+YZdhlUjzxcFRw1CtU9p8fs1dv7b/iRrxZzNVcPxJX/ANQ+HYqP1rNcuxmUZpmtWFNqc8PhaWX4+vKk5pe/iKtejGnS5nCM5u0flHWfDHjTU9bvbbUNG8Ta14kglWOZvF1leabDp7SRxyL9m0a72XSKYmjlWSW2jjMR3EbWVqpXXgzStBX7T4612Ga/RcxaRZOhWE4ztaONo7eNgcj94yvngQv0r9j/ANqr9kv41/EH4r+KdX8E+NvDvhvw/qtr4e2WL2l5Dqim18M6VZXM1/dWNpLLdK89tIYkjZDh0DL94j4hvv8AgmV8a5JhPeeOfCU8085RmuY9dR2i8zAuWaayJKNksVz5qZAZATz/AELw5+0V+ifWyrLI8W+NvCPBue/UcF/b3Dn1DimtXyTOPq9F5nlE8a+Ho4O2Axjq4T2mHfs6koKcJPmV/wCMuMvoM/SIwmfZxQ4U8IuJ+Nsto5njqeUcQ43MuFsLgs2y2GIqxwWaRy98QvGVamOw0aWItj6nNSU1TcFaz+DtV8RaVDLs0PTbWEIAFunRZpgwGB5OQkaHPO4xyHcMqwFcnNeTzu0spZ2c5ZnYszN/eJPcAYxgYAA6AV+h8v8AwTJ+NkUReDxP8O7pxK8awtqesRTts3FX2f2NMoWRVB5feoYblB3Y8J+M37Fn7QHwo8Ja74wuv+EBufD+hWVpPd39nrGvXWoRzXus2OlJBDpdx4XsbSRwLpp976nsUeWxjlyYn+8/4qHfQuwtCi8F48cJZti8TKlQwOX5f/a2LzPMMRXaVChh6M8vpfvK9SUacZVp0cPCco+0qU1dr83wP0B/pe8R5vDAz8Gc7yqFScp1cbmGKyLAZNgqUE3OtVr0sxqxcYQi3GNCnicTVScaNKrJqL+a4w0uRGjuQNx2Kz4GcZO0HABwMnAyQOtP2qOCcHuDgc/QjI+hr9O/+CQPhCS8+LPxZTVHGrX03wvilEl8u9CIPHvhC4lgtociGAGDzITHGsQaJ2SQ/OWPwN8XrVbX4s/FC2iRVjt/iJ41gjVAFRUh8S6nGiovGFCqAowMDAwK+w8EvpW5N43cScZ5RknCmOy7K+F8JlGLwmaYvMsPUxGaU80q4yjapgaeH9ngpUXg3K0MdjFNVEuaLjryfSH+htnf0dsi4Jx/EXGGCzrOOKsRmeGx2V5ZldelhMpq5dh8vxNqWY4nEqtmEasccoc08vwPLKnK0ZKSt+vd/wCF7KDalwz3LhQckngDnAGRyw+uTnPvv+ANMmh8Z6Bcw2wjisrqSdFkCusjJaTlVaIsCw9ckbuQM559ebwnpcTmW6nDMB93duPsAFZxkdOo+nNeN6Z+0T8DtK+M+j/Boy6o/jfU7nU9Nt5E017zSobu10vVbtra61O0uHhtZ5VsJrcW0u24hnkihvI7bc+z+dfGTiPD4Pwl8SPrWLhh4YjgbivB08RiKio0Y4nGZFjqGHgpztFSnUnGMVrdtaH9keHmWwp+I3AHN7OMp8Z8N+zpKSc60qebYOr7OEd5y5Iyaimnp31PvDwjYX95pXh+OSGfMWi6Wi7AIyR9kh52sS+MqxOTxtO7pXtmhaDHtZ3EwBSUeY1woAZFbKsqqiAfODlsoRkKepbk/DXiHRLbw7oQtISkh0PTMT+UzNh7JBjlTIFAO4DzAUJ2szZbKHU2unl23UwJVmG0bCODlCA3z8jBGfuKuVBGa/5HMo/1R4OxzxGKxsOJsynXnUnSw/sPZUp8qjGEniISnzauMnyK380VGTP92s2qZhmE68Y0Z4CjGclG8JuUr1JXlywcklZqSTkru90+ZCePfGvhnwNpV3reu6rp+k6XaBUutRuXaKCISyiGJGYSKUdndU3KDuLBdilga8w0nx34S8YIs/hzxPompxTsJEeHU7a4jCOQQcicsrqPuqBnBIH3ePz3/bX+Io8Va/YfC/RJDPpfh6RL/Wzbrujn1ogi0tXyCHFnBL57k5UyyRfMHiwflPwx4LIdbmO4kt5l+5PCvlvEcq5G8BWEiuN+Fk+ZgGA3HcP2rLfAnPPFnh/A59jcxrcNVcwnPF4PKlgqOJoxy6ag8JOtapQqqpXV60mptKjUpycHK7f0mAy/K8swMZYvEVljJQjNuKhL2bd3GMqTi5uXK4zcVOKjJyhra7+9/wDgodpEh8F/DCSaBZYm13XwCXCxg/2XYASbPn3gljkKTkdd2/j8xdO0i3iE58q0bzI1Rlj03fMC4HXeu35mO3A+V0HJ25r6H8aXviS803w/pmpeJPEGt2GmXF1PbWV1by67DA1zBDCzqtxI5gZ1VVLfKCQuM7CU5lLWSWC4CQ6xIWniVBMyaQqNHHnCC4tjGQfmH7thGU+VAH3V/WXh1w7U8NeF8s4RqYyljK2WVsVJOlSjVU4YydbFSVqc/rCt7aSULTUfd5JNO78ynhIVouftJTp1FNQry9rg+f8AfqMYqnVVaiuVP7MlzWTk9VFfEP7VOkxw+DPBb6i+oaNZN8RdKhvr61km0wxWs3hXxfbXKrNo9jqd0YpY5WhuYRpd8ssbsj27hy6/Lmt698PdPOqW9h8QvGU0cllqt+b6x8X+IJxqt8JIzZ6YINZ+EOg3R1K/mRbuW8v54tP8i3UXF3bXRQR/stc6Bpmp22zU9IsJLUyI8qasp1JVeLco/wBVbmIlRnYF8wjLFGPKmjc+AfAt6p2eFfBu9HG/HgrTrrzFCYCs2oaUdxckEMCN+AFkwxFf174Y/SHwXAHDMOG8RwxPN3Sx+Pxbxn9v4nLKjhiJqpy/U62VyppwcVaMsXKTjq0mm3/M3it9GvHeJPFtTijDcXU8mjPL8uwUsBLhjDZpFSwsfZut9cpZrTqT9qpOTSwMeV3aleWn81vxH+N1hZXPifR7H4sfHuWO78P2um50fxO66DqtzcWitqem6vBeN4dvptGWdo9Ne1axmi3W080Umo27wE/r3pHji58OfA/4A3esQXupeH/E3hL4UeGNe0ueG51KL+y/F8HhTRNYu9KT7XbrbatBZ3hnsNTdWNnPFFdXcN3ai4tZfqu6+HPw7M9yf+FeaNNv3RK1t4H0K1A8nYGIxbKiZLkDemQx/wCADF8Y6ZbRyaJZ2emmzi0mSK70q2vILJ7Kzn0kW0unGC2gijhtjZz29u9srODAUi8gJIsXl4+IPjZknipjuCqVHh6tla4fzeti6zqZpTzb2jr0vYqjD2cY0qEpKk3H2/NGftOXk1Ui/DXwGzjwny7jeVbifDZ2+I8ooYTDxoZJPJnhqmHn7VVqjnUqVaqXtYxvSUZUlCUrzjJ2/DP49/Afwb4b8S3/AIj17xTrGnaZ4wvp4o7bR9LuNRu7K8sbe2tg7QPr+iWE0N3CrTvIJPtkc3lhhNCyOnm/hPwj8FdE13wzrp8e/EeP+wrpTNaR+FnZL2ONZbXzXeP4pxSR3EkcnnbUaFUuFx5rRDn9fvE/wi8D+OfEt9ovj3TtO1Gw06ys7rTEvtUutKaG9uFa3vNjwXllK0qpDGpUu4C7Jdu6QMfM/Cn7LHwNn0uS81vREjvo9Z8QRRn/AISbX7bFtZ63fW+nN5UerRoUNjFbeW7Ai5UCYl/NZj/QHh74ef27wjlGLxGb5XD+08LiacaWJzOrh6qw2Eq/VVCrSVNQjJwkpU+S8p01zSkmfy54p8d0ch44z/A4XJM4l/Z2Ow8qk8JltLE0alfHUY4uU6NRz5nFTuqycVGNSXLHRJnxnrPij4PzuLnSPiX8X9Lu7i1ispHt/BEjIzW9zczwAy3PxquLp4hHcz7URmZZFZlXZKyxZC6r4X/smezj8e+P2R11F2vJNF1+xlllv55blWeBPiLdWygmab7Q5SQAjcUneRzX6FJ+yZ+zjfCIWemTLNDcW1yHt/F+tzApDMjzQsJ9XmRY7m3Elu0iqJI0laSF45Qjr6Np/wCxn+znewmOXRr0x3AEku3xj4hZVmhDLAFZtRILeVcTgKwZdrsduQa+k/4gLgqa5fr2XTpx5ZRjDNsRKWur3oyfJFOybdktYnwkfGqpU5XHLs3pyban7XKaMYr4Ut6tuZqz91prVOzR+Xy+IPhsb2xu7j41+LbddPvHk8u98PeIZkLyWMtowOPEmrJEVivXk3RpcGRoxE6xx3BlTE1jxN8N4fEVxrLfFjWdct2isoI1j8PXtnKLe3jMiyefdaaG2CW6uG8nzY33I7BmWYMP0t1X9gb9nm61G8leTWVtpZYmtrSDxPMPsmLdUkUzyR3Ms/mlQ+XZPLRdhL43V5Z8Vv2JPgb4O8Cap4i0BtXuNasbvRIrWG716W/h8u81axsZS9okMBlxayyMQXwnEmCqkHnxHgNhaUKmJjUwkYwpSi7ZnKdR04tVeVN4ZtXl76i7dLnRQ8ZqUpUqM6WYOpOUU3DLKUKcZNRXxe3i2o81pNJxbvy3sd1qn7W3w91v4H+HPgl4Hl8XXc11pvg/wULi81q6srNtO0qCxa/1e/0Z/CFmEk1p7KX7To8WuusM13Kbu+voUmgvf7ffgxp32fwT4e1DzNz3XhLwRFJGcKQE0262ARMVkG5JVVmLmMhQVUHlf89zxl4D8DeCfiN4D0PwENQunSPw5ceIb27vFu1/tu90htTurK0Ijj2w28c9uJN+5lnWSIkBeP7mPCn7XHwe8IaP4V8CajfanNrYvPCngMzWFlHLYDxOng6+8QNpB1C6vLG2jvPLOjxSxORsm1i2uJG/swy6jH/K3iZw/hOGuIMDl1GdKrGk8fKdSnWdal7ZYajr7SVOHve0lKk7Qj70JwV2kn/QfB/EEc1yOpjJ+1w0cU8JKnSxVKFCs6aqfFKmpyUYStzwd3eE4Sv0PP8Ax/r1vYePLvT30vxBrFz4k8feI9AtW0XQ31HTtDez0fxZ4se88XaoLi1/sTSJ7Xw3dadZ33k3xn1W6srV1jjkWYZtleXs3iDUdEj8N+IbS303SfDmqPrYtrgaLey+JTrP2Sx0u7+zy2upSWcej3H9qPHcpLZzS2tv9nmWUyx52reOvDvirxV4k1Hw9reg6vaz61qdzbW4aM3LQG94eeOBjII1WdMS+YYyssbLI4ljZvy1/bY/4KLaP8A7m9+G+myOdUlOi2lvqWm+IL6yj0jW9Q1aU30WkPbzXcc9zpulWOq/a7eG3jmF+JrKa7sgN7/495JkfDvG/Gme8I5d4X5nm3FbjxPhsTnP+s+MwVKjmdbjB4jB8V1sDLB16VHC4LJI18nWTxxcIY2vUp5mpwqxUIf19nGOxHDuRZfxBmHGGX5VkCq5PUVHEZbRq82Dlk0MPPKKOI+s051a+LzJ08wjjfYOdGnF4O0oy5z9R7nx7o2l+B9Y8d6xPeadpGhRanc6hHJoGry6nF/Y/i2bwZdpZ2lxp+n6lcbtXt3aArYRpLp7Jeb9sgIta9r+l6VrOieHbmYy6x4ju/FVro8Vi1zJHcHwZpcWs6088zI9vpoFnKjWiXhje7mDwJGJE5+SfgP+1lYa78DbT4t+N/iHqllbabHcadc6nq2uDVPE1tJBFHPJpN27xwXWrar5c0kiw6an2m9gZcWSXhntI+Lb/goB4Cn13+yNNu73WfDt/dakNc1pJG0NUubGWG6tdO1fw7qECalrFxe6ZfLe6NPo8mqrrF/DZWcdtbXWr6N9u9DE8I8LZpnHFGCybwX4zlh8lzjjmjUVHi+rLDYShLI6OF4Ty14zMcDOOJxGQ53Grm+MrR5KmeYPEU8uhRoKn7Zxh8VnGGwmU4jF8b5DKWNwXDlVTWVQUsTOnmCxGeYpUsPXi6VHNcsawWGhzzWW4iLxPNWacBmjQSXH/BTr4USvBPFDP4Ju4WF2qmaZT4T+ICnKxkIVABy5LE7RwMB6/Tr4va14ftvi5L4b1HULOLXNf0d9W0bT7q11q3e8s/D2k+H11h01a1sJNIgltF1exfybvULed45w0EchQ5/H3xB8a9A8Gftg/B3466TYQeI9DtfCEN42naNfF/tCXmleL7BoEup9sL3Nuuoq1wkEsto80TQR3MqMJD+sOhfF+0+OGjJ8QvD0PinQNA8Qj7NPpd9b2dxCj6IyaZKlxDbyFZovtdk8sRdmHAYYO2v1zOcry/DfRp4Qq8XZFm2Ow1CpHJMFQy/F0cvqYLiinkedUcnxONqYyMoVsBl+YTpYjMcI6dN4vC069KnKjpOPLm+IxFTxCpQybHYPC1amT4XG13iKNTEe1yt5rhXjKFGFKanCviMLQlSw9aLmqNWcZTp1EuSXEweNvBktl4u1O2v7y4sPA39oReK5tPOptFpEml6BYeKbhWi1SxsjqiroWp2l1FNpC6hbTtI9vDM9xFLGme/j7w2+lfDnVVbVhpXxUbRv+ERmvNIsYk1GPxB4duvFellpm1CJovtGgRTXz2scc17brE9pJaxX6iCu7uEsLqJbG6l0q+sCSscGqabf2KRjzVY+WkM7Q5kKoS6iJn2RliTGALdvFNbbbe0vFCwQPHBFZa9dwRRQrGltFFDDfiVFFvaTPZw7GH2e3keCPZDIVP8AP2Fxvg/Txi5OGONnh542KVPC8UZTWxH1RcMSw31VRwmWfVp1pcYOOZ0q6qyhUyTmy+UaeJX1s9ypQ4x9heObZOq6oy5Z1sqxioOr/avtYVm62N9rFQyZ/U5wUFfHpYxT9jeg+Cu9S8NS6jq+gW19ZSa1otjo17qVhBe6lp9xbWfiA6ymj3E8LIsRW6fQ9WVSrPJE1oTJEglgMv5XfstajpfhT/go0mua/qVhpWk23xC+NMDanql9FBCfO0Dx3CiPdTuVkMzuu1mLPKAH2EucfsLql7qiiRDBqkbOBFKznSNRMyW7XMkInmNot3LHC95dtbxyTtHAbmdo1Xzn3fyKf8FAPGU0Hxg+I6WWtWaRReI/iTcW+n6YuNeW5l1bxKbTWLK6h1DSp9IuYr/yyJNDk1G8j03TJ3k0ySDyWf8AZ/o54LJcw8SalHhfDZ5gcH/qhkVDNpZ1ClNvPqEYLO6uCnh1B/2ficwdSpl2FxEHXw2GnTo169aUXXn5fHPEOP4c8Ps8x+fVcvxlWWNxcMBHC4mpSp/UcRVqLLqWI9sqsViaOEssXVoXhWxCcqVOjTlyw/ra8WfGH4e+LvGfxHk8KeKdN8Q2fgCfS9L8SXWk2st7Z2OpS+H7XUkto9TgUQXswspIZt9s8sS+dEqyMSyry1t8WfCV3ovgrxGniC2GmfEGbTLbwix1b7DNq02ueW2j29nY6i0cl1NqqSRtZW1slxPLJNFEiedNHG38vf7AX7THxBsbDT/Dug+BbjV/BMOg2fhnxvbrrsnn+J9OmgtNMttNa9ubiL7JdsltcyW17pcWm2sMks/nJFdyNKn9K0fin4S/2B8NPE95f3elJoltay+EJtQ8R2JvNBiCqk1jPfzXtlPcWyzaQY5rbVZZrPULnSYppI5ZbeKUZ+L/AId8EcL8d5xVzjC8bYynnXEn9ouXDmOyfGYqODqZTjqua4eWGxNvq+OlxHVwWLy36x/s/wDYDxOEmnjVTxVP57w74mzri/g7KMzyxZTTUcuqYdQx+DzHDUHiaeLoxwjp11yyxGGjltPEUcXVpQvLMYxrU2qHNQn7EmvaVeaxc6DbatZXOuafa6bqGp6NBNoOrapplhrct7BpV9f2UNyL+0tNQl0+9jtJruKKK4NrK8T7dtfH37UWueHvHn7MHxA1/wAI6rZa/oWq6VbT6frOm2d2dMv49N8W2NnetZXal7C6jt7+xvLJ2iLpDd208W4SRkL9CaRoXw38STa5438N/wDCP+I5PGei2uk6vrNjpk17FrejQxXFvYQvdaHqM1o1vHG12kYEUbPI16Iyxa5DeM/tC+ENE8K/s6fEHw9oFjZadpen6Dfy2ljb3OuJHHNe62Nc1CZ7fUJbhLia81S9vb+V5G3zXNxLK8ju7SV+LQjwVgsbkmIyqPF9DiGlmvAtSnSzurlTwCxyTp8XRlHB1pVYQWZRwcuHoqE6qwjxMMziq/sWv1PJI5xLH044x5ZPA1KuYRf1Sli6dd0JVqTylS+sQ5ZVI4adVZh7/LKr7KeFfs/aQXy3/wAEeLOO3/aD8cwS5d7j4X3AZ2Zc4j8XeEHIVhgSYGcquOAy5IIU/GP7QHgPUR8efjYI7eAJ/wALc+JGz5WX5P8AhMtZ2/Ls+XjHHbpX25/wSFiMP7TviJWUbX+FniAsQu0EL4h8IOD16hfvA/LxhRjBHU/Gz4OXF98Zvi3ex2lwyXnxO8e3SMsBKlLjxVqsqlSUJKkOCCSSR1r/AKF/2fHEsstnxriaklB4vKclpr2ju2sNisS1d66/vvheqbaaP8qv2kHBcuJsVwXhqcXP6jmGY1nyNx5frOCwkF01/gRV/JHwl8W/+CiN3p3iO40LwBoGk63oc17Z6fFqup32paHq12s9vjUDYWtxPpl3DIktxAYLhYI5kt7bUJbVZrqBY08R+B/iCbxJ+1X8MdeuBr174iuNXvWuftN/p+oabDd6j4cma4F/qen6dol1qOuW4nkVY9Zutb1GJLSS3mUWsU275u8a+MvBvxG8O6H4y8KeHp9Iu/BFp4Zu5rKbV9LeC7uNAtfKvriawl0iHW7e3RP7HvNW13Vpr29sYtWCQWtzqdyzj1j9hKKy1H9oz4e3OnaPf3l7o3i3WL3UNJl8RXF1rEF7NomrC4mms9ettFs7M6iqppunrMTrMUKubuzt7GBYLL8B8b/F/iXO+FvEGhT4pr4rKMzy7PqdKjiMBQy3AZXk9fD18LQSpYunHFUq1WniHTlGtUn78YyqVpe/B/jHhNw7XfiN4d4/G4b2tbAcU5HKolV9yeIjmuCrWjGnO3IqcYOGkX7rjKUv4kv6tPDXhK7fRtDW8jnjD6ZpqJ5Y3KXNtEoAjEeVTOVzIxwdvBxmo/i/4i0b4N/DLXfE10UOtyQS6foUVxjdPql1G8cCCFAG8mJwZZyvmBYlkY8jNd/4W12S40XQbrUdPPh6NtE065m07Vr6ym1OxVrKCWayvDp91cWDXdo3mRTtbXt3bmSJnt7iaEq8n5R/tN/GGf4sfEJ9LsiP+EW8Ime0tT5xMN1qILLe3akvHHKIAvkIxAcMJ2TIYV/kv4S8CcJ5txgsPSo/2m8HWr4jH1cXCEqcKWHlGFXljNezlUr1vZ0cJNLnrRlKrTdSmlM/2ni82zrEVJ1ZOjgcPKNat7PmlTlUqTbw9D3XJty5ZTrQ5qkVCEk1HRHzLb6fqOo6jdaje3KXV5f3k93dXEyK8s0t1I80xeQtuOXY7QpG1QASVAx04tYrS3murm7gsbWEPvnmZIVBZDsUs0pIcBVEY+UockKSDUWk2i30qIHe1Ecwyn76NZIl3Rtwo8snAU4RX8xnMmCSMeE/te6jqvhL4Q397p+qRW8t1KtilxctFdwBrmOSIyzaff3cIv47dvKmkso2g+3RQzafLNDHfNv/AL0y7OFmFOng8to/U8P7RYGhOVKnRhCSlCjSVOm5U6jhFzilGEYu1nCLvG/oZ9TpcNZTmee5gpYyeW4KtmFXDxdRSnCnD2071JKNOMnGLfv1Iq9uaVm5Livjv4w1DxFok+jfCLx5pXh/Uorx9P1+fUNRt7G9jMJhjeOztNQeKR5Nt9C6RiBmu1mtooY5WZ7d/iH4X/tL/Hn4HeO9S8NfG25vPFtiLO+1OC9u7GK10zVrCK8urZTYXM2liW3v4NTuLWZ5rW6u9Mk0yK6W2tEuJt8X59fEC6+F9ppmpeIdF8deMdR8QHVtThvVhmG5L7Q54dRN7e2UNnDbaZaXUnnSW39nlH09UuoIbPF1AzeG+I/2mfG/iHw0vgHU4j4l02TTJho2vSzz3V5pFnpNrfX8thYDc13aySDzXaNp4YY4POvLaFJ5ZGT9Pyjw1q42jWco08dGtdVsVjMvpYLGYKpCMZ+2wVesqlSpCMXLmoSbhWppyUZpI/zY8QfG3ifNs/nxBkcs14dzvLqWHrZV/ZnEOIzHJMXRjJxqYbH5VWxOHwtJTormThRq/wC0JpxleVv2P8B/8FE/iF4r+NPiXwbZ6bpVn4f125tx4TutagWGO2vZYbFX0dJZbdGWCby5tQtd9o86pMFS5uDInnfsH4Q8QeKNQttYsPGNsdA8R6PqMEX2SzVp9L1KzubcS6de6ZczKhuGkZZ7d08vzUntHLIqSBn/AI/P2ev2nY/hd8RNG19/CMnjF9Ejsmk+0vbW0EqW9raixhW7Ok6j9gYwJcWtzqN2HiljjjubqWGa1jmi+69Z/aG/aU+I3iM23gPw/wCNddvdd8Q6r4htLiyuNVufEnh3TtXk0+zuLO5u4Lm4tNKi8GS6dqUVpp8Mmix2pvdStJLxhH5kizfwxzTCZtRnlvPgMMsBCnJ1sfOnRxFSNGrCeInyYug6U6lo1qikowlKdSaim5RX6B4NeMOfYXK8xxnGOY55xhneJzT/AGfKqdGjXhh8DUdKUaXLicJVpQqOtKU6Psa0PYUofVlTlCVJx/o3uoJphMZU1K4KEb0bdH5igqdu14VJkGRnMnlnHU44881jw7Lq+qC2nhh0qALbCG5v7qCFXu9Ru7SxtbNd3zNd3N3cQ20KfM80zBEZ3Kq3yb+yD8cPH/jHWPGfww+Kls8vinwm7LdXt20unXdwPMjH2oQy6iWltrubzbuyl02KSB7e4aKaO2bT7pR9JfGdXtdD0+30y3uZr/U/G/ww0iSG01YySfZ9S+Ivhm2llmjkuohPBbxyPNcW108TXcCPHw7hq+PwWUYpZ7lWXV8TCHPmUKU66UqlF+2VZ0ZwnUoVLqcKkKkZQxFNyUlHmctJf11guMMDnvB2ZcQ5bha9NwweIU8DiIRo4ihXwcqFPF0J0YVaN50alOrCT+r1IKS5kny3jzXxO/Yb+PnxJ8Q2Hir4f6Hb63osTWUN7tvLhUjm/sqykndEhtGZ5Q0xdh5rB8p8uUUv1H/DDnx9i061tJvBl9Jc26RbpoLPVgp2BGKiQ6WshYHdgjKdCrEjj5z+NE+u6T8QrmzF1cxLcW9v8r3UpjkQRxRAmIyqrqqxwqrHch8sHGUyv5rftTfD341fEXxT4Zvfh9d3C2Gn6I1pq62fieLQYZL1L24kt2ls5dQtvtEkdvMAJljkCGR8MPMda/eOFKfD+a0MBgcxniMK4Ydyq4vEY5UsPTrU1D3IN0oNJ391c/Rbo/AOMp8Y5LWzTHZTTweN9pj/AGdLBYbKp4jF1KVSVvaVFCtU5nCKk5y9ly6e9ZM/ZeL9h/4+215c3I+HeqTQzbQinz/Mj2MQQomtI1wyhRtzsIxuHODQ1j9jz9oOTS5LK3+F2us7yIwdxbyIE2uoYAMGV2LkAYOMs+cfd/nLP7M/7X42TDUNTFos0v2eZfiXaKApdpPJRF1w7HYvlgdqkspP3ud9/wBn39tm3tjcW+teJkaMae8P2b4rKHVIoZkxGY9fVkEZMKooPyhFVAduK+6lw9wZGcZLiHBUpJq7eZYe+m1/aOWr0fqk3tc/No8VeI3IovhbF1FLVNZLjF2u7wS0Tvr0Wx+5Vp+w1+0tNL5r/CbX7cJdtkLFpxWW0SJobcBVuGw5HlM4YEEZJBc5EWt/sQftNWNvcy6b8JvENzOunKbe0iigVXvYtPihjSZldcRiZApKhjtUlSGYV8z/AAIuvjL4V+GHhLSPF3jnxtaeJLGy1GDVN/i7V7ws8t5eugGoW2oyR3DG3kg+bzXC8xlmG5a7jWvGHxad5o4vib47t7dLHTNiQeKfECsrS2lq25W+3KGkDNIXdiSTI8hyCwPy+Mx3Dvt6uH9nmOIjTxLjKph80oqnXjTThTq83NeVOrTjzRV21HZs+0weX8YPD4XFupk+ElWwikqNfJ8TKrhpVeSdSnJOo+StQqTUHJ6c0dYpKx83fGX9k79pz4W6BBr3xA8Aah4cg1G9kmGo3NqvlW0rssXkXF8ZIE0suLpQdRRp5USNxZ20syxwv+5vjb/gmj8Y/DnwaXWfD/ijSr+ysLfwl4y0UT/8JTeLY6lZaQ2h6fcXllawXM2oTT3XinU9O0zTotXuri3/ANDu9Skeyv7e20b8WrDxd8RNU8beF/B/jL4jeN9Z0/xD4rtvs+h6p4p1rUoJrSxR7w3MtrcahLDH591Y2xiLRrI8UBZZGRoGT/QF+HnhLRNX+D+iaJq1hb32l6l4W8DQy2tzCjx5g0qG5s9qCPbHLZXcUNzZ3KfvYLq1juIXWWKJ08LiytSx2ZZb9Winha9HHRqwqqnOalToyly8ys1TjZRhyK3vOTbTSl8bh8peEhmn9pShWxHtMHhoypKcYwpWpqahzXlCbVWVRuUnLmjey1Z/Br43+P3xt/ZuvfEdtHqP2bxBr/iDVtK1PUGh1d7X99d6nZi1S61OTUtP1WBW0ue2k1vw39nsdHh0azsrPVLm2vRcW/5hfH/xp4r8U+K9A17xpres6lqI1jV9Uij8+4vLa1F4/nfaYXutQuo4PNma8f7IEEq6fqaSz5kcyy/uZ/wXD/Zr+JGm+Mvif4q1zwz4zTw54l+JGq6n4S16XwzrK6ZfSOtlpdrJoN3BKunTT22nWumyNqE0VvBfTxTCSbUb3UYobH+db47eA/jvZ23h3wteeDPF9j4b0e9sbXUNQfw9qunRRzX+kpBZz6qt5Y20NkLrSdE1O5skm/f3Onx3VwRLDJB5fz3C/AuXYTNKmZTy7LsuzrEyxUcbjVh4QqVcvlRUsJUeJlShKovq9SrThSkqbinNJz/eTn+ceJ/EOYZ/PCZPhMdmU8kyynTlDCTnOph/rEaNWjiPZUI81NzjXcIxlO79y+yio/Ruu/tP+PYfCdl8IdH1t4/D/iD7RB9rubzUv7Gdr20OqateTx6dLFfySW019YzxXYiuL+GN1hS4d4E0u7+kLz9nn4w+GfgbJ4gjh1yHUI/Fd5qCXVlqJvLXWrB9Llma4tzrDx3tn9ttYUurjUbqCCG7n8OWtoNNVIdO1LWet/Y5/wCCbnj/AOOeoafrGmahHooil0qK+l1KyutU8rUNJ03SrKGG+0+BreTTYr+0ubHV7GVjJYSw2TwlLiez8yL6i/aw+C/7aXwe06w+HkHxFtPEGhWvhCzurvS/+EBh3Wtpbrf2kmmQyPe3JlUabGyp5jSwOLn7ph8tB7+L8PeK54HBz4N4dy/DZXKvLMMwxeYQ5P7TqSqQ5XChRp1cROdSGkp1o8rj7NxdKpGdvZ8OOP8Ag76vmGF47zPPa+Y0csWAyGWFnCc8BaL5U6mIxFOMOVezdNq9RRU4yjKMpJy/svT+PvH0vhI+Ob+bWNW0rRYLEXl3BbpL5C6Fczx2kTQRRve2lursdPubp5rprUxRl1ijiRf19+F37RNn8H/Dej+BvEHgPxHfC1judR/tnw9ewxyBdUunvpbeaxecRedavcPEDFO7ytGHQFiFH5w/sJeDvGlvovhPU/iBqZ1fxP4kmvtY1Of7FZ6dDp0d3p89rZaVaW9pFDHFaafbKkUAdWn5fc0nDH7n8ZfsW/tD/FzxFL47+GXxx0v4feF3it9KTw9d+CbTXZY9R0sOt3dG8mUny7pZo1WIYCLFuTGVx8hnvgfW8SPDR8FxwWXSxuH4joZy6UJ1MNg6Nalhq0Z1sNJUOZVI/XGlz0Vfmk5Rvv8AulHxQ4W4I4uwWfcQLM8RkX+rCyinzRdTGur9bToSrexxlNNfuKrlbEzWsbubZ9jeH/2qvg9rqRQjWvF2gXUyj/Qte8MzBgflQiS6niFvuy5YyGURkgv0UtWN8Sv2svgl8PmmXU/Edhr8qw3d1dLpWm71sxBALjy5LsT29jJdGNWuLm1tZ5rq0tla/vYbexzcj4pP7Bv7aVjqHkQftP8AhaQm1nux5nwrsif3EkMOxtjhufNQgqSPlbCdAfz+8M/sd/tbS6b41+KJ+Kfh6DWrP4oQeBdRs28AQXGrySw3CWcn2S7msrKCPSp215oNTitGnXUjaLo+q+YthLbr+BVP2fmc0sVhp13VxOFVOvL6jDFTnTnJKFozrycYUoOHO+WGETbvyL4mvax30q/CqbpwyiGc0a0qijWqYunR5KcZLRwp/wC8TTk4QlfFpRvzSnK8YT/Vrxj+2j4E1n4feIf7Ft4tF16fwpr0/mx6jJJfaNqKWtxcWcMWnzW9rLrc01sbK5jk0YXlukt/BamR72NoH/km/av8Ja9D8atcna9l8Uve6/qr32o2l9Nqdibmwn1SXWdNiji8xrefTtRE+mzW98lpq9wsEmr+TZxagYIPvD9oTwn+3f4J1DR5fEviKTRvD6wXdvpvjlvA8ulWGlCGdLuKwSe6aPTLgyf62yszK8gSKXyUDRIw+GbG0t9Q0Pxet1dx+J9SiknuNU1HSb6dmmvhbzWsc8l004+1Xt7ci6DK8KR6Wsk9kReNYvcW/wBp4ceDVDwNzTM6kfq9KviXhqNfLf32LqJTqWoT+sVcPQqKlSSajD6w1UlL97yzXtpfnXi74m5b4hcG0aeW4XHV44etVxuDrSapLEVKEHGrCFKniMQ7W5U+elGMIxdSNSTUox+7P2Q/iN4P/Z4+F+i6NoOp3UvjXxVPa3Or6XregReJFsta1OB7OS18M32kifWksobi3uXle1uniuEkniDafbx3GvwfX3gD9k/4w/GPSjr3iPxx4n1GYafH9u8I6BJf6BY6XdXKQ3E114Wub7Rr1da0i9srHxDPoWuaiNNhk8V3HiCOJr6S/F3p/wCN/wCyr+z/APFbSddN3oul6xpurSeJrIQ3XiDSPETWsUt7qTWtjJK9rYq0Kz/af9G014orWeKIT6hG8MErTf0c+Av2kv2mPCXwB0/4nXmt/DDRPDtrfQeF/st34cu7TU7rVFhtRHpOnwvpdhZTMU82W3hV4bT7JbObJmsYLVa7OMPCjxAx+NzXOPDfA5Pi8ZmuJqYrMs7zydPD1IxouNSnSoReHrVo0qdOdWm50sVGunGm+d81SnJeGvjTwjheG8qyXih4zKYZHSjl+BwNCliXhq0acFCriKk4TlarVrQlN06tPkbTlFOChI5D4C2vxf8Ag18ZpNIv7zxjqvhpNQ8F6do0Ws3FwkUa6p4iu9J1HSEuLORIbeN9Ijhmi024sTslvIdQNyljZR3EP6hftJvFe/Br4madA9zLInhG68yFtRS8dBJtZG2+Vu8tvLIXKjdtxuJOa/Arx7/wUE/aPvdO1fTrXwVod/fazqvhnXtK1MeFp7m70zxFZ3Gj+KNO1Ww1a60ldHS40e4uYJdMS2u7uzjnhWRmjCyb/lfxL+1v8b7628XXl745uNA1vxbp80OqeHYobq5vfECaTC9zcSyP5tksl8JrZdMk1Fvst5b2EQ0q4c6Y9osX838UfR88Qc9zfKs0zeHD2U4vC4jB+1q5b7XEwx7wVbB1G6lRYaNXDr2VLFVajTmnVcZTmlUmqX7lhPHfgPC8v9l0s8zCOFU8ROLoqHLGrO8EpYith4ytUlCnTjHmbhPmgpSShL93/wDglVZXGnftOa2ZULf8Wp8VkLgryNe8KhWDMGO7aHK/KO5O/acfq94s8M+CbvxT4lurrxF4UgubnxBrNxcQy+KNEilhnm1G5kmikikvUeKSORmR43VXRgVZQQQP5G/2Qf27/itF8RbGwubZfDMnizTPEHgTW/HFhp2r299o1jdDSfEV5Jc3Ojzy2um6lYfZ9M0+7eCIotm91cGNJ5YXX7UvdB+LV5e3d3YWfj67sbq6uLmzuptG0m4mubSeV5be4luJtEvpZ5ZoWSSSaW9vJJXYu91cMxmf+/8A6Ov9o8GSzfAY72WFr/UMKpzqYhQjVl9ZndQaXvJcqd9HaSXKmfy34+cZ5H4lVMuzrKcFmdTDRxdSi8PisF7Kth5ww9Pmi1Ko4TipS5PaU5SjKUZWex+NOoaF4p8O+INan+Ifh9LD/hD9Y0dtb1FU8Ranp2tapq3iKwtj4E0iTwysGpaVbaiyrcSya+snia/NjoH9kXX2LUGubT9P/wBgTwS0XxM+GN5d6h4k8DeLta+IV7Z6t4E1fRdU8MW+qW2g2F3cW/8AZ3hSK51awsbXU45TO+urq9zpHiK+8OWzW081089lF4Z4A+Oek/D3wba33xF1K68Q+MLy30+18R+HPD0dn4d0XwZ4iuLZbm0n8P8AhDVNXuvBkev+FXUw6j4ks9Z0OKK7QRRWt34hTTYEzP2YP2gb+/8A28PgF4z0uPxB4J8B6PH4mk8daj4zvby50DxFoc+n/a/D2n6QlxaraeFb3RNRtNNtZItTGm6otnHe29xqo0/Vrfw3cfyFxNl/GnFWTcU5TWyTF5Lg8tyTOPrOdYZ1KmAzKhhcnr1K+DwmDxmGniY4XGYmnWlTmoYmVerPBezVGhQliY/k/hhnVCjx1wu8PjKdKUs1y2lz4yr/ALPKpPFYKLo8tVQUbcsoRqLk11bcOZH9Pn7SPieH4b/Da3sbNmTxT4lt4bPSwy26+RE9qTfXU0IuWkzAhHlPIsSGTAlQMyR1+YmiaDakItxNGqmRZnlZo5AHw24mQTTRtkuxfCLkEFgec9Z8Wv2mvCXxS8eX+qTfEDwZHa6Wj2elaXH4j025ez0+C1WW4uTH9pd1hnAErT42DdBaOUn+Q8Ta/GD4XhLPf468Cyx6hcW9qhGt2LKZpkiMVrI8cpW3uJPPiUJcukgfKlAzNt8Xwt8NOHOD8qj/AMJdenmGZKlj8bGrSxE6zp043w9KtU+o88vZQlJz/dpwnOpBpcia/wBVsDxNhcvy76muKOHKFRTq1sVWed5U74ibjGryv+0IxUKL5aUE0lze9ZSqJHptl4d0uJ4Ht5UaVVkMXlPGTHGFw+5HXzHIiBkDksCdrNhvkP56/wDBRXRNYvvDnw5ttEF8yXPirTtOvTbqzi8F7qel2lvaNc2uvaTNamWGfU4o2GVSXbJILcRw6tpv3BbfGf4SLFdxJ498DRjS42u7qVNc0+WKzgigub6WWaRHV4jHbWk8jSsdm2IrvVl2nO1n43/AyfRLjW7/AOJPw6uNAsXm0zVNTm1bTZLKyvzB4kkuLeaZdywyi28JeKEkWRVm36HqiwSb7Ysv9IZfw1jXRw2JyfgnPMR7LE0alKrh8pzCtRrVa8o06caXs8vjKfPKm+X4/aJe47x5Y/PcTSwnFeV43Jsx4ryb6rjIxVScsxwdWnOlh61PEShWlHHOmov3KdVJp0+bWN/ePj3w5/wTq+DNx4F8PX3jCUXuranbTMFtb2xt4HgurbTJIodXkuI7OHUxb3v9rXsLXenRLK2sXDSsoaQDxD4lf8Eqf2drHT/GfjDwXqkvhfxBFdXHiPRCviTTrDRIZrOzunuNLuI7crLBp+qhbe2klSUw6XDNf3EdpdLcXUU36gp8avhZrUMhs/HfgOaz0GxmnunkvDa29nbraeJLnySFggjRbeDwP4ta4S4LpEvhrW1YIdMu1TzH4geN9AurDxPpVv4x8C2dxc2Wt6ZbzXUyMlvqlnaeLEulmiEDoW02Twh4pe+P2WWa3j8N64xSf+z5o06KWJ4xwOPlSWXcR4anVnChiKcsPjaUpKNKlKrLERr4VSVOMpSnKKStHlnzRV5Pwcf4c+GWLy2rRxWA4Xr1PqvtHVhHDx9p76hQ5alHFLnl7KMYRcoS99NJNLlX4z/Cf9iP4OeMfBXw0+NfhBbXQTqWkPZaxpd9rlpcSa5NpV5b6bNqN7DqDE6VO+oWevO1pYGHS5oU0aVrCa2GoQXX6K/Brwt8JvBV5d+E9E0Xwvb6rpkGh+JbxHnuf7I0631mTWNK02GxvrYw2777rRdcuDpVrLM2lo6XU1pZW82jCuM+A3g3Rvhj8Np/Dur+IPBulXVn4g1qe/tb+S3lm06e4u9S1Se1vZbmVnE8D2+rTXCXG+RFsb8MsItLi3g9A0ryh488Vour6K5OieCFQJpVuyyPDrPjq2ktkQRRnzbe6ieG4OJJY5T5ZO5AizxHLN6eP4ow+YTzSsshwlT6vGtGlGhXrUc3yzAQp14Yig/brD0sZiG4QlBqcF78aaszw/4a4VwmW5FmeT5fleDxedywtTGVaDryqr/hOrTc6dTC1FCg6s8PTvaPKm2vZup7y9Nm1f4PeCviCusXl14N0Xxr8QpbHw7pyCw8R3b69e2syJYWNvLb21xDBqbS3zKjSSQtPFPJjzUhLReuavp8Z1IJrsNhZRXcUFxpcd1pt/pc66pYTRXFrJbXGr21r595Dci3ktYbYSyxyKjrghWbhNH1m9sZGB0jwbr8TX1pdRNr3hm2uTbtFKC8dt5WnfaGhu48xzyi7gkEDv8AYjaXZiv4NLxJFbeMLvR9R8SeC/COs3nha+mv9GSz0PTYJ9Nkmt/szanp819aW1tHrKrL5G+P7AzRXE3kSQxiCwT5/BPJ5YbLcZiM3o/2n9bhWWV0cNiqWMoSjVqxpKjXhh6WCh7Ok4znFYzE+7TbiuZRpQ+vq0M4oYvNsvwuQTjlNSlOSzGcqP1KvKrSoVcTKtRliK2Mrzr14yj7SeAwrc6kVUc4udWXOf2X8KNS+IfiK7+MFpdXFhHpGkx6DNbT3SyQ6ik10L15YrC/s7nypYBHzMskZZSYgZA4r5o8XajpXh+fRtP8PfAxfiDHqWi/2pq2qL4yn0v7NqJ1nVrBtLmt4fFFi0U0WmWem36EQkNBfRTiRgcL7F4v/aJ8I+BtaOg6z4z+L3h29uhb3VtpHhDQNAl08x3nnJHJI+reL9EumvJprW5SZmsooNkMZjmlR1Y50X7T/giW4fd8YPjxZCHyEuFvvA+iXD4uMmMQS2vja8B/1ihmUbY9zLnKMF/pvhLgbwExeW5dmXEHiFi6OOxuHwjx+Wf60U8HQw+NlQjTjh6VKhw48Thp+03pxx9WVSaj7SpNNX/z48TuPvpiYDi3inLuCfCzIMbw3hM2xkcmzirlOOr4ivltOvLlr1pS4to4Sq50rOpUWX4eEb8/sqai4rw3QtY8SeKraZfDH7JN5rlhpOt3Oj6qugfE0362GrQW1vPLp155/iq5MF3HBdW0zxyKHEMqHIDKx9aa0+If9mS6lH+xf4sOnacbK3u763+J+lXtpbi4W6Ft9oEesyRw+atrIsbzFVYwSbSeQv2j+zR+1V+x18IvCHiJfEPxB/aAn8XeKfG2p+PtYuNO+Cvwu1eSW91fTrPT1jGs+JtP1XUwfsVpChtk1Ga1ikUPFOGWPZ9Y6d+2X+wV4r0hLef4l/tLaDDdPZ30p/4U98M9CkhkuoLo3sTRaBp4tJwySvHemSxuRDiM6dIhJdvCxfDHhrQzLMqGXZtUxGFoYmtQoSXEeNc+SlUnSpXn/aeHnObVO8pOhS95NulBJRX6DlnFHi7icgyKrnWUVMLmU8vwmIx9OnksZ0I4zEUKVXF0qNOWFxMY0aVac4Un7etemov2s377+Jvhd+z54T8b/Daz8UeMvDieBvEWpXWos/grVvH+jjU9EaHU59Ks4p4rfWTLKdWihTUrYSIW8q9jjRWVCzeneLf+Cd/xRtPCPi7UtM+BvxL1HWLHSNQi0bT7TRdYe8vLq2lWw01obdYi1zhPJugiRt58UbOTskaRPdbv9pf/AIJualPbWl38aP2qdOitLqe8juV8GaBp1peywSb91yNMsPNvYLmUkW1teQG3td0ixRWatLX3B4t/4LU/sw+EdUg0e+8R/F5bptP0TUYzD8ItNv47jT9e0y01jTLpZYfH8BiE+lXtpeSRypHNCJvLmhiuEeFPj6nBXClLHVsyxviVmWW4GOLoTp4b+08JHDQgp1ZwwntVUqV6kXT/AHcJVr1akIycnKSbPpHxj4iPD4fAZb4f4bNcbUw9R1J1cuxiqPkWHjLERo040KUbzSlW5HyRlUShy3R/M38RP2Gv2h9B+MHw9+JkX7Ofxo8P+CtH1TwhqXjHxDrngLxTZ6Z4egtPByReIJdRvL/S7WK0sbbxDcXdvNdlY7B2SKW3laGWJpP7dfhPZl/hv4WubjasP/CJ+C7pJM/uyn9iI5mIIVVfy1EjbTkKQo4zn8pfjJ/wV1/Zg+K/wtu/hnoviD4mX/iX4xW994P8O6JqHw2h0OO7vJIXufK1HV28S6laaNBfwWV7Da3yQam8M6CWewePYJfuTxX4/wBc+Gv7KnhO3lu7E+Mtd+H/AIT0jTBpVtNbRKLvRLdI7xIrm6ubkNp+mb2vpmKxS3AknSKBPLhr0o5XlFPHZVgcmzLF53gKeGxFejmMqtHFRr4jG1MZSWFjWpKneeGiqc53UUqThyzk+aK+SzHMeI8ZHFYniTKcLkOZzxuGo1MFQo18N7OhhcPg+bETp1qlaadRqUpSuuaTkktVI+cP2qP2i/gr8efDXiz9m/4jaV8OtS0WCS9tdE1DVNeaw1nSdVt5Lm10bxNpU8l1FHaa3p8vnTWjqWML/MIn4x+PH/BT3W/hFLqH7OG7RfAmgaWLe90u/wBJ8JapNNaeM5PBeheMdU0+Sew+36ik+pW15408RR6XC98l1Np+tX9rcXEtmr4yvEniz4Y6T4/8Q6T4o8feGtO1rTb5Ir+11L4leFbPU7aYW0Mgils9Z1SGezYpIDi4jimB2uEVXIPiP7RY8HfFFvhZp3w08UeGfFd/4L1PxN421e0h8ceGNctrfS7HRrDTne4h0PUonaee41SFYv7QuordxHeGDz7nYqfz7w3ivF/H+I1fA5p4gZ3jeH6ec53hlktbIstw+GeBwFPMHlmDpZgslhXhSw1sO4VZ1KsqsafJOpUjVm5f0rnHhr4VZdwLguIMBluElm9bKMnxtaNTNPrMnjsesBPGVfq9PNVVjJyq1m6SgpKLk1GlUV19mfAH9u74ceIYtS0L4I+EvBy3cYtrS8jN5PZ6u9l4ZsbPRhcQTX2pvb3E6SyzwXklk005vTcTsY4Jbd5KXxd/aI8Y6xZ38l58P9Av7u4s7yymuL7Vft8sQuWnHlRTf2hGRbpHIPJEjM6PlfnUCvAvB+qfst/Dzx1rL+D/ABV8OLK31Pw8mu6hrknjv4ZXJufEGo6rqq3SRXF5qUtpCWtY4/OsrPyHKyxSvFn96cn4mfFv4KzWE0rfFX4cxhhuQzeN/g8olLyOvlkLqqOGCrv3NHIzI4JxivqeIPFbxoyqeFp5dxbn3squFw+NowWT5bWSoVnFU6bcciTl7KMZJ2aU9XF6qMevg/wG8EMwwFefE3BfBH9pUsXiMLUq4POs6pUpqnKThN063EdS1aopQlL3mov4W4p83tXwQ8Oi21XwXvtorZvJtXlihcCOMzLMTFGAzyFYwT+8IKr0JbGT9+aR+0drvwqg/wCEN0vwZoeuWiypqYvdQvWguS+oQoXR7eK6ixCrQxeXIAfMzK4Zx5bt81/CTQYY9Z8BuoWRbu30Z1lDRmPy3sFcAPaAwiORphIBFvj2lfJcIoNXfjF4u+Gvhbx+umeIPHPgvQL8aJpd09jrnjHwdo1yYbhJEjlGn63dQX/lyeXiGdEktW8tyFLqwr9h4pzzi/hzgb+1eGsbjcJnNfOcvVfEYLCwxGI+r4jCVJ4iLo1cJi6ag5whKcvYpRlFR5oXd/ybgzhTgbirxEWR8Y5dl2YZBh8hzOph8LmWLq4XCxxWHzGhDC1I16GMw0pThTqVYUouvLnjJyak0mfTUf7YHime8F1J8MvDazwW8lv8txeyI0c0kcjgiK6mkLk28QG7ag3MH6hhwviL9pGbVtIu9Oh+EegafDJrEGtTf2U2oRPPqFpqQ1aJ5EFrdIwmvvNe9WMZbz5JImVpHkHzXF8VPgqjJInxU+FzqyKI1fx98K2Y5j2sD/xMQyljIMIeGV0GSXUVhXvxU+B8aXKH4mfCl1gmkJlfxp8OBhwkckaSKNcgYuYXjkUlgMNkHYg2/iWK8YPH6lGP1TP+Iajjdy9pw9gJp2cVHWOUvS19XFRW+z0/e6X0f/ozV5y9vwhwsk3CS5eIszppN/G0nnaSkmlf/gHxV/wUQ8a+K/ixpnh/w9a6XqHheztbnUI7saZeawZJ7TU4YY7xbYXEFtaw3EyRx6eskCtOIbyYxtJOsMTfNtx+yh8GPBHwu8Ha3Y+GpLK/1TXvBvh7VrLR57u/k1TTNb8X+H7fWpksYrNNSN9aaHHrN1OYlW6g/wBNnuI3nt7ZIPtnVfEnwj8eeNfDf9i+Mvh5r9yl1rQvYNK1/wAL6k5+zv4aWwLJpWq3ixia416xs4jHbqJL26toVb7Y0cbYv7R3grT/ABR4F+G9v4Zvo5Y9Vu7bVZbjRri0u0kudCi+IGt208l06yxaPPBpmlWV7a38Sr5MsFoz290l5crd/qXAuE4v4zyTEZ1x7HMcRmWJxUaNSrXwM8v56UIYOrgZKlQwmEoOdKNed37JS9rGaVSq02/wHxK4P4A4S4oeVcF4XAUMi/s+P1bCYbGPMaWGxN8RDFOnisRicXVSrVMP7W3t7cs4NwgrRj+63wBvvh34U+Hdpo0vw28Oa7c2fxC1DXxf3/iSx0a9cx32l6nZQSw3VrO7ppmp29reWc3nGSIWcVnC1tbpGIvRLW4+Hcfh/wCG/hS8+G1rceFfhrc63qjacPibbxWmqatrehReHrp7uW1azil0yOxvtai/sq5jutNkhewt/syRWdmbPzvw7c+FvCHgzwNp9rq9rpTar4as9furG41TURcJfajc3bXLyqmo2If/AFKZkltFml2ZdpPlA+Pv2qLnxj8TvEfg74ReBviZF4L0i/tJ/E+ueI7HXtdgmdNMmWzOlwXNreboJjd6ho0WZbizmMWoytajUrYalZP/ABvx/wCOHi9gfEvi/hbB8bTyPh/K8/zTCYam+HeGMdDAYLL5VZxh/tmTVcRinBU1bmxFWvWUuVOfNJv6Xhfwu4KzrJMqx9bh+jXxeMy+ji8RiZ5hm9FVZTjSdWovYY+lThzTkpKNOmo3UZWtCNvpj4neKP2P9Ul1KODwp4N8Cap431y4W+fwp8RNOsbprjWPDug6XqiwSaNDIulQajpvhbw/c3Wq2zWqRTQ266oTDfRxah/Lb8df2AtS1DxB4y8SfDrV5fFumaP4r8ReFpNLtbseJdYhtpPGN4dRutM1i51fVdPluJ7bz50iu4XmN9K9tO4tplmP7W3f7BP7NEl9FfeI/iV9vvbuOFzaah4t1oad/aVrpdxAl/FYXGrvGZob2S11wZ88xXtnFKhWX96vl3gb9mDRPhB4r8X+J/Cvj7xDrF1rWu65PJ9rvpb7w/4gnnvzN9v1CNnmvrn7Tcfb7qz8rUVisf7VciGVTcC58/JPHHiTMszcf9ds2zrG0Y0pSyzH8LZDl2Al7RwhWmqmSU8POhGb55SqT9pD2k4xp04JuUfssD4NcHYyji8JR4ew8cO6EXPMI5nmc8Xh2puMZ0aGaQlSxPL7kJ0VJykoxnGo7Wf4Z/s0eBfDP7Mfimfx5410G98S3FnfeK7Cy8PweJUlQ6jNrhvYtavp9O1KyneP+zbJL/TrxpLS4muLCLUpI4ZbK3SX9T2/4Lqa/pbNpltoHhCzt9OJsYLS88OXVxd2sNofs8VtdXDrM89xAkaxTzPNK0sqs7SyFix+lv2IPgz8Gf2kf2jb/Tfi18LvD+taR4S1n41eGtJ8Lamn9pQWV9A95qF7r9wiztHHqNreSf2H4fm+zwT2ei+H7DVEW3udSkht/wBUr3/gmP8As0G8uzb6fFaW/wBpn8i1i0TQBFbQ+a/lW8YGmqBHCm2NAFUBVGABxX9Q8KZ1xXyYrN1VxSxWOrShW9jj6eDdOEXSrU6dqkZOcHCtGqmrJTlJWaipP+V+MfDmWAxiynA53To4ClL63hKTwCrfualSph4yqVFFuVZOhKMm4q8eSUd2l/mAX9w1rfm21DV18j7Z5QaSCaC38pIpBY/YtR1CGK3EtyH09FnjVpGS5in06fUXdhJtqlwZn1S2MdhpkT2IgmXUp/s1xIsSPqhgj1hlZNPguEntmM1zLc3cl2IZYLq4nt5j9Oad+wD+0NrWo634cGn/AA5vbzwbP4Yg1J5/EUJOlS3VsdYkt7a5udOS4mjlsri1jfyVkhBQx7t+Wb9Yv2dv+Cafh3wx8FfCF98e7DwF4MupZtY8OXN/4k+APj7UfFepa/r0GpagGj8W3ejaZv07w/b291q2gXtrbBv9AvvLlmUWaSf6R8W/R9eTUsHLLOLMtzqePqOEMF9QnhcTCKdqkql8VPDxVJKkqk+d6VouEOe0Yfw3R+o18PiMX9acqOXfV1jamHpLExisTK9KUaNGpRkp1IUakIuUKvJyVErXpyPwen1e8FystjdzLbHTNKvTf3y3mpQTztDdR2WoaW1jDBHPpjTxNbyzwyT/ANmwTvYR6jL5UKXGbceNG1CGYxapJdR291b6dFrVu01pOpgu7O5WPfpNyAzayb64uo47u/tb6+jiW6WS7ktbZE/YH9of9gD4MfszftLfszfGFpvF3xB+FHxJ8V3Nn448KSfCL4gahoF5qGu6RbHw3Z+G/CHi6ZbrxHc+IL3Uljj0OzvnudNuLGC9TSE8iGGX4X/ao/Z7+HXhVf2lvG3gfRrHQUvfjLdaV4b8Mz2es6Do3hTwFFB4Tk0uHw/oUaW40zWD4m1y7hvbXU2vra10O1uILFFuyZ5fgsr8F81zbiylwthq2WOrUjWi81iuXLqNbDYeGK9lJ1KCzGU62EhVnh5UsHKg5UcRTrexn7NVvocDwrg62QYfiKvjK2Gdarh3Qy3EYah/aDpV6ioyxU6mGxONw9P2c/Y0pQeKp1FHE0YKhUjGv7D5tj+IeuaNJEmh+Ib2yiWcXElvYahqX2qSL7bM6LqBSC6lnlms7qOK8KpDPugurkWiSRWdxXs/hP4weJPE/wAIviTp+oa/fz/2df8AhsGaGS705btp/DPxXluW1KNZViv71hc6qn224E9zNaapcwzSAXFxbx/JF94MbSdU1qwhl0K6s9Mg8a2i2k2oa9JaRN4d8L+Kbp7yyjVrR1ntUsJ5tCdmVP7Q+yi9t3s5L2F+/sruy8KeBPHnhaKTTrXUv7TsbW6s7S7SXzLrS4Pj3oVzdRhyLi6treOTSLd72CFo0hexM0kclxAj/wBWeD/0bc78PeOcn4mzPP8AIcTgMsxtSOMy3LpZhOtjo1aFejB1aOIwNDDyp0MXPD4j99UlOFSlTqUb1IJrXAYelhaWJkswr0lVwmK9nKb5JKNVJRpOUJyblNT15LaJucnLR+teMPiz8ShrniSHSfHnjjTLDT9a1S3utOu/EGtadJKjXV8lt5UEdy5+x3B1PxAul2V3cT3c0dzr91NDctfhZoP+Fv8AjCCOZr34j+K7dLR7m6uVHjHxWb/WZdRj1iOcCazvb+xt4lttXu5I4pPMvtTnbxFuvLSDW3jg8wm8Q+DtW8T6lefEnV7uw8KTS+M59Ok02CRrqLW7rQfiOnheO4htrK5lkik8X6L4St5AQ0EVncXrzeXDe6jMbcnhhvEWr+JNY+GHia71z4Y+GNUm1G+8Y2yrb+IvD/g9rrxjpcdtqPhrX9IsGkufG2k23htovKudWgtkjkS/kN5Ne6fY/wAq+JvgzmnBnEmKwGNqYPEYbEVZ4mhisJKrUo08FjcZUhh6WMxE8JGFDFOFOLxFB8ypxqRVKdRunzdGH4SzPNMDHF0+IcK4e0xlFUa2aYinjqtHDrnnXqJUZyqU6/LWc8QoRjRlOdvZql7Q3U+OXxTsJP7WtviH4uubi7urTV7q9GsaskGsmW7gFwl7Obrzbu+hVnEk1+ZJ5JJrsSpbrcyXE/1v8Gf2hvifd/ED4e2U3iPV9WsNf8V+FPMN74jmvA/meLY9TjigTVb/AFyaV9Rv2Zbi0006Zq2o6m1rdx6dbhp5Lv5F8O+DPhL4jf4gN4k17xtodzp9rf3PhhNLvvCi3MrWfh3xxck339ieE5xaQ3mq+HPBtpDFpNxZwJZ3WrmC6NvqEcy/VXw2179hP4S+JfD2sRfEzxt4ug8N+KNI8S6bF4lttZmS1TRviJ4igg1aWw0rwXoUyyy+CovDN/Nb3CSQR3168xtYLuCOCx+Dxfh9iYObweHorF0OWnKrgaeKaprE0qGIpVFWwVK9o88ZXio8slK1mm19JwRw9WhicDmeE4pyTKXSxVOtiYVs5lhK0KVCvCcovDtR9pKdqk6adN060JKTTjJxfsn7Q/i7xJ4G+FVxrnhnxH4k8O6vY+JPg6bPVNL1S+0e+tGuPDPxEcm3vLGa2uoshF8tlkBaIFTnAB+k/wBgL9pH4nfGSH4q6L8XPGOt+PdJ8JX3wXTSlvY9OOowDxD4uvbbUludRENtdakJjptkjpqNzPK1ubvbJmZ935fftO/tEfDHxx8Mrrw14S1+41HWH1X4V3YtxbausP2fw/oHjax1nzJbuyjt1mtL/UrS38uSdZj5kghikRJnS1+w/wDtB+Dfgz4R/aE8T+L9b1LTb25X4V/2EmkQ6Xf6tPqOn6z4kuo3tNM1jTtVsrr7PuQS3Eun3H9npK16qx+T58H9ZccZXkn/ABKPnub4nhjAZjxLk/GvDeJyfE4jJ6OKzvDQr8ScLQxNLL6tfCzxtP61g54mlUp05U6VWm60KzhSc5R/bcmzh1fGjCywnFVTA8L4zgviHB5n9VzaeHyirVjkWdvD1cVCjiFhHPD15YerTqtSrUakoOk5zUFL9Ff2wNX8RQfFfw1p2qa9b2Up0661/bY2/wBmdLOXxf4mlsH3m11WU2MWjR2NnbRQzGZ3s7qRkVZ9ld6dG8cQ+HdIsvCrDUkuv2a/GHxfm1CHwbq/jO/8ReKNF+Iev+FNM0JZLWTTJvD9rd6fDpEJ1AxSQWl4heRXmvGx8UftnftDeDtcHgjxj8M9S0bxx4oktLPTL/S7vWVs76z0W8tdW1uSG7iWSKIXVveahFHPaJGz2LyXMJWBYpkh/UL9jb9pPwZdaJ8PrqC0huvHGlfBrXfBPiiG28Z+H7bSNE0LxFrknjHVrhLS/wBs17dafeRxwW72eoNEyw3FvdG3uZ4IZv8AKnMuMeKOHMjy/O8N4d4HiCjjcVjMS8gzLB4HLsTXz6FOnTvipUqKx2X4SrXn7bDVnU5Lwg4+4vc/pzHZpwjmsv8AVfC+IMcDjamOwWGweaZVnscRKtkrjUqVfqdfE14Usyq4fCxprHYen7WvCnz3hOpKKqflP8B/2k/ja+knw7eX5t4tJm0iKG51S01i+ur6Ca8udPFxNd3etSzXMslnZW9/LETCp+1ed5MaThR7fpn7W/xuc2kumeJLH7NqBtwv/EluoF8mXTNTnkgFte3s8qI0tvEAlwryRxRSRo8eZWbuPi7q+tfEbwT+zpffBbRl8d6poHwN+ENlr8+n6zocMel3uk/DnwZPe2+qyR3801lqelw2d40tq/lXMM8d1BcQxSwPHGvwf+CPxP1LX/CeheP/AIN3Pgq1t9Yvr3xFqNpf6K1rY6Z4e0PVIrVbC/CT6haJZ63dQ22ty2yz27Ld6ev2SF7eWeb/AFP4UzXhniDhDO+IMw4YyDJMXh+HeN68sgnLKcbjqGMyPEcWYWiqVCth6OOq4vGvCYbE4GcqcISjOhTjLlp06j/kvifL/wDVriShlFPiHM8/w1PPcjhTzSnHM8JDEYPGz4eq8yr08ZLALD0qFWpRrUYqVSEpVZTclVlGH6q/sxeDPDfxw+Bnws8W/ES8uJ/E/ieC8/tu403VdQ0qOSN/HvxE0K2EmnrqUtpHOLLQtO3SWdtbxNGsUkkEl4Z7q4+sfhP+zx8E9f8AhJ4A8aeMvB3i7xtqmpa14q8OX97a6t4nv9RuItE+J2s+A/Bmni7t9G8Rx2DJ4a0ywsdMhGkw20sdkLe3mgKQ2N18U/CDwr4l8HaX8Gh4f+BfiDR08ENHatpMniaxu9TmbSvH3xmuora/v5NR0m3khmHje8Pn6n4bN0kWm6fcW9za6c6GX73+HetfHFv2S7PRdF+C/jPTzeReNb7Ttb0rxDZPqNpfx/EXxZqNpqVlpmlySavNe6deXSNYfY0N2Wga5syIj5h/iP6S2aZzkWVU86yHhjE8TZXT8ccD9YyPD4HC0lHIKmB8TKFPDRpqtKg8BQeIyetKahUwyVHDU4Qk6dFr9h8P8vw2Y4/A0KPElLIcdj/D2oq+OrZjDC1cFjli+E5YmVStDF+3qYn91iZckJRxVWUq0uTmVRR8K179knwX8Rvi/wDD3UvhRaHwZ/wqHxfq2t+IbTWNT1i/lv59Ge302XSpRqmi+Hp7CXQUvtPl1KQ6NaJB9tJkhS5mkhi7L9s//goR4i0f9pf9nn4KeGNA8IeI/A+ufAfUgbvxFb3eoeTrHg34ba/qUwtLdLmyjjin1HT7BZZ/mea1iWSKVY5o5K/G39qT9rH9r/4V6Vb+AtQ8G+Jvhtq/hzxbqfiO88QeJ7iS113xp4b157O/uLyWLVrG31m7P29r2e4S7nvba9kaa2P2Z76W4k/PTwd+0XqHin4p/s0a54y1S8M/heD43aPrvibxFLqNvKG1DwFeQ2NvfX2peTp7tHBqFpYoLHzLSdrSJYjaX099HJ3/AEUsFmHFnivmU+N8g4ehw/icv4nocOcNZc4ylk2JwnC2Y1sHmOPeF+rr20sRRp4mVGTlGGKruly2UlH8a8S+McRTxWY8L4DF43FVsvnlmIq8RYys5Vsdh3jsFPEUvZ4qdSs6dWm/ZUqvJBxo0VB80tV97/tG/EDTNZ+NiWt3pOqWvi65a01e3Xw/8QvC/wAPtC1S1jl17XdUS+tNe8M6tA6QXEyafbtfaqY20+yjs0jupY1C/Udh+2HpGj+BtG+GOlXGkLN4WSWWW2v9N0/xhqei6O+n/ETVddiufFWh6d4XGt6xZXMPhWOw1OGxkge3vbmK301jbCQ/jr+09ceLdR+MVh4h8J6pbS6B4qXw1pklxYuNXubuK+sfF8ltc2drKLu0ubGaDwvPI0sDwN9pa3jRSt9Mx7H4cfBnxSfD3/CzJPEGieLV8b/DzWptFsdT13w1puqWN1rHhy8TSbnU9IuZdPhs77VrIXVzok9vPdwF3MV+ul6raDTH/rXizOvCDgXKadPi+rkfDc83nkeX5LVrYWSpV8VRo0MVjlicX9WhTwVT2NOvUre3xE4TpumlPmxEaJ+RVcdxZh80wGIzHERp5e8RmVfDuWNbrVMLXWIpUqzjzShyKS5KSprRqcVJyg0v0o/bX/bj/wCKN+K2o+EvBegXWmavqmn/AAttJ9S07TNAWfwJb6Fa6hFqNrHBJaavperSeINab7PYwyrqUZuMS3Mp3WI/Cm6+NmvHWn8UzeB/C+u3tjfrqthBeaXqN5Dpl5HDqM00Nrp0+s2okvFdUCWiWlxDFM93DZ6gX0bUFk9q+I2meM9E0HR/hhM/izWYvE06X/n2OkWmtWtzZ/8ACP8AhGSSXSWuPCdlrNr/AGbLbzWuwWqyM8UOkWkl/LbXdvL85f8AChNMOr3pvPiF8S/DnhrUdE0HWba91PwBp948mieKvGcnh+6l1K4vLTS4o7dLL7X/AGe0Muo3cOqRmwtrN7SS8ntfzrj/AC3J+K8RlXEfCGfYPM+HsZk2ApYSWXxzDBKVeXt6dRUcPQwmHlNVJSlSnPmnL27rYeaiqcacfAw2LzZVZfVc1x2VKNaNqU8RjIUpc86TpVpKEvek2qT9sklywpvm05T7/g/4Kf8A7Ul1rehxx+INE0HxFYWUOrQwSWT6HdXuqrfWmtRQ6daap9vtry0Gpx6Fcg2ttNA0dhrljKv9ixQQHjPFP7cfxm8ZalpXiLxXp7eJB4bbQQbm3bxLdXPlM2o3tjo91NpOuLZyQaZdeJb6zSy1OF5ZLI6bp98bS0TS0b8xviT4L0Pw1eTa/wDCT4neIPEupWUGq6r4gWTQtP0S60qx0S2vm0fULXTdLvrtrW3iuZ9BsNwk3afdtamYrdWsaix8LtM8H+JtMj1H4lfH3xr4S8TWttrd3pvhnw54Uk1LSbB7Xw/ql9a2014jmynluNStfD9tq9k1rCzWV/f2k9ybq2uXf81w/B3EdHC1MZgMZxNTw9T6xTrYbD1eI3iozhSwdbFTlg6VSWKpU1SxWHVLEVIxhD22k3O9N3mOF4hqexxFXizFSoKNOEKk/r1S9ZOrCqoTjzKGHl7OvFOblGj7ldtylBL9c/Df7WviX4mfFfwh4f8AFXhDRb7TdQ8UeFNA1W00XS7zRZrrS9vhDSodU0a9stT1/SGIsvCfhma71SSyJluIdTu2sruLUn+1eP8AjT9pzwbcvc/D/wAP/C/wxM/hDUrnSb0eIZ7rU/FF1fR6f4E0XULO8vNAGgSiyi1r4b6XPoKadojpNaatqH2jV72PUrkXfx14P+LPh74R/EK91618b+KvEd34e8QWs/hnXb/w9HpuiummX+nzprMFtDAup2P+g6ZDaLpMDjT7WIP/AKE9xZ2M4878War4N8XeIPE2tab8SNN8Kp4w8TW3iq8sB4c1byLe41WWL7RYzSWrfP8A2XcX2qyNHYfZ7XfZM0UjRPbxJ79PgbjmjlGKjLMc7mq9TDxqSp5hnVfH/VlBT/jTlDE0cOqlOLnho1VOValRcqcfYtyeWZjm1GFfB4nNs2lCNeFfCYnkxDhCrOh7KXsoypyqtOpObik50VB8sqspSil9n/D79prVfATtqnw48A/D3wfFLf2kkEdxZ67r+sS/2LfeFPF6Xd3/AGrr9xqM73Go+EtAFlHbwWy67cW1ubO0ffqdveel2n7ZPxT0+2ttUjXwbajSotNuEuNL0bXWtjfaLbazpem6ekWl3IvWk1a08Sapa2dnPHqIfUNR+w35iu7GFY/ze8MeHJrfQ9R1H4e/GHQL/U4JNN0610+78D3GiTz6zq3764Eep/2nJc2sWjT2S39vMbR9OnWOD+0beG1nvraq3h3xL8Zr618MWOh6rpHiW58UaPZ3+m+HvD0l1c6vDe2UujQC3uLDT7iWSe71q4sBpcu4ul1q4uhIkF+UuYfIxvC3G/KqMs64icOT2lOlW4gzulWqUE6MKicKuLc3zRnBu8Zyc6k3KnJOcTllT4qxNWp/ZeezqTpVqcJQp4vE4KcW4Jyg41KEopyp3n7RKUZyTTjaPI/2a8R/8FRf2g/ihpVk/iO58Lyadpw82y17SfDWpeEdQvtM0V9bt7Kwm8QaTJpmrAWo1u5uodFmg05bjUdRRJ4Lh9PtlXlfHv7fknhebw/f6jbTX/8AangKSz+waR8RNUtrO1uv7CPhCHVNJtJLu7l0bUp1ure+N7c6peX9rrL6lfbkkt3J+Av7IuNBuLmbVPF0GleIb3xT4kh17R4l1DUNNuLfTL7wFJMl9rlvZaLcaot9eeNb6EbLhtPgh8NbbGZZtXTTrfyz4p/Cf4keJtYu/EF3rPhH7HJ9jjtbOHVtYzZWia/r3hm5gkF9pNxbWNxNqnhS/uw4jjufJudPuUklkmZl+Gl4N1OIM3UsdlmYuEJ1frDlj8b7bEVYc0IQ9vKtCTnGtUlP21KfKlFc14zU4+1knH/HGU4mrhKnGeY5fl9ajiIUqbx0arcoypcsKUJwnGDjNOFSdH2dN0YRSgvaOMf0x+Gf7dvjO00O+u9A0Hw9rlrca1NcrrHjK/8AFHjHU3mjhjP2e48QeItbXRbDSorO1kkXTppIY7O58yC5nsZ7iaSP60g/4K3/ABl0bTLfSbbwX4Eg1AfY4Y7JNG1Wytoraa1ltiRezTNYQTW2oW2425vt01rPZzH7DDcJG34QtrXj74M+F9J1zX/CUOr6LdQStpv9hT3scOm3vjbwrf8AirSX1OHVtK8sai2m2smrw3mnyy5is9RW7S8gmSJvWvh/4a+IvxC8K2/iTw94E1i08ASX/j/Q5NY1i71KSw0C+8C+GNAv/E+njU7+2E+ydPGFpcafaWZ1qaRtRhe/ubZbH7Qfks88CclwGY41Y3hxYTEe1pLEVpY6rDEV50FSdBYyosWqtSpHCSpeyhyKU6U2+dS5JVPfw3H/ANIKVaVHJuLOJsRg6XO8DHD5hSlS9hXqRg4+zjUhZe0lT5v3MOerOUJVYU4e/wDsZ+zz/wAFYPjF8BPGWl6xo3g74Z2lzZ614p15bS50TxFZ/wBsw+ONTvU1m7vLyLX4Wv7Y3F1dOzw3032LSdNgWyZ9P06d4foC5/4OXv2lGuLhj8NvgOC08rEHUtXtyCZGJBt59dkngIPWGaR5YvuSOzqWP5V/Dr9mn4h+KdY8Q6BpPjHwT4dlKeJ/AsmqT69emxm1nSfiXD8MpZI30/RbS7vLUa14s0bV7C7nuzO+m6ZqMcCWkLQWR+H/ABl+wx8SfDXi/wAV+HNR+JXgzUtQ0DxJrmiX2owX2sywX95pWqXVjdXsMsmnq8kV1PA88cjqrukgZlBJFfS5V4VQq4rEYSpQzTD1KdDD1lhcNVzKUVzKMalb9zUjK0kqMX7arKaUVaMYtHZleM8Za+Clis4zfOqUPbxoYbE4uWXYirVSTrToxjXi61OnTlUc480pKcqk5czT0/pj8B/Aj46+HfH3xS8YHQNBltvFF/4W1XTrC78VfDyC60mfQdGTTZrfWUn8fTRRJdGxhnhWKK4fYZopoZBHuk8W/a4/bX/4KNfs8Jp2t2+gfs6/E+x1O81Fb+HRNMmg1PwsLdrueC11WY/FXUItWlOnQeY13pdnCs0sM7f2dYxSWnn/AEHpn7RHxW8R2RkXwDplhpcBjkMyahfXEkLo4O8NeeFDbWqhWgff/aFwU24QSFkdvG/iH+0HNqOl+KvCt14A1nxbd63oOs6HcRweIp3lSXWdLntJvJsbXw6ih7ZrnndFsSQfKsc4K1/W0uKM4xeIwKzLiDGU6P1hxcqWCoU5exr1Y+0ftFTjC8YNySdKSXLvZu2EuBOH8FSxUcDw/lqnOnTnzVsZi66jVox0hCFWo/jd+aTqPV35HyprV/ZG+OHi79tTX/EHhH9puy8KS674O8BTfEr4b+F9E+FHxX8Av4e+Mekah4cHhbWNL8b3nif7J4tutHl1LULWHRo9MsxqN1Pa3dlBq1tbXT2vIf8ABQP9mb4bX+seCfh14u8Iz2/i3Sfhx4Q8SfFe/svE/ieJNa+MWq6RJZeIZfPGtXNhcQ6Ta2tpbW9zpcgtGM0pdWnHm19KfsSftbfDW78Ufs/r8SNds/hvqLaVYa5e33iKC70Hw41vYaNG2pNe65qekaZpker6/cPMsVvbyTWl214iWmpXE3mRJ0nx68bf8Lz+O/xJk+DHhLSPiVoWj3qv/wAJjqXhpj4Kv4xZQRHTbHxP4nt9MtNTvbDUBdRXNp4Y1q7nt5VAvNNIkjnm+g4P4xy/Jc7WY4/NKedrBYrHYepLD1cLKu8RSp1sNSlaFT46EKtSmpcytSnKLXM7HznFnCOc5rk1XLuFV/q9iZRwtWlWofWqVGmliaNTEYf2kk5QqVHRhOpBR5nWs5cqi2fz467+zN8MdNNx9m0O9eaWLUlnDa7ql7IyapZX2nagrNJcySs9xZ6jdws5O9GmEoZZljePi7L4C/Dm5aS+vfDM11PqVvdyXTyTXkk7f2mupS3rxlXZkLvrl3NHEi+Ykgt54x5llaeX+7Gl/sd/EPxFaWA1n4X6csU01y08Gh6/C8yONzx291ezeItMlkhmMZ8uO3tpDFvlaO7mhCqscP8AwTk8UG9eVfh94msLGW2Upp2neINCn+xyQxwwok8eo+J0vJ1ZQ8jTm8iMMiKfs9wpkgT9bqeK3COYONWvDMoKUr1KTjzxcrxk5VFDEWVpL7Svdc2q94/D8X4aeLWFcqcuIFjLxioy/tnF05JNyV4qUeTnUYRbSUo25k1zJxPxq1L4I/DRrSCS/wBCS5tXaYxafcPP5MKTt4juDDaQCUJaRb/FGuBEjQCP7TbiIqbaHyvuv9h/9l34O/Ffw3+1VoOoeHk0e00n4D+J/FkFnojmwjvb7Q768v7ez1K2RsXWkwX+rznybRrGdI2tLe1vIo7eGNfdNT/YP1fTbSeHWLTxzDLBNv09zrfheWKY5dCbg2XhueQNbfd8hYkE07HZNtj59H/ZD0z4A/BL4yeJ9D8c/F7w3pCeNvhj4p+HOsaL49vdG0O4s7jxdc6ZZW0thdSanp7m6a5g/swotsl4Le8urgNbWUMt1H85nnEXhvjMFKpUpZdSxdSUFhp47CUY1KlSNWnUlCNardynOPPHlc5czlZ6GmRcEeKWXZvQq15YzEYOjDERrVMPmc6kaUa+FxNGpL2KqSm05VopcsYvmbk9Uj8htG+Cf7PEttayXXwp8LPKRPGs0d34ntmUyF4ysSQeIY0jVlf5QoYsyoyjMcbDoR8D/gBBctc23wp8Hl8SP5dzpcepRvvdceZBfm7hlj3ERFZknQQqkIHkRiJOO+Il9rHhrxN4g0TwHqtlrumaVeXVjDr2teEbhLe9urKS4tb37NJoPje/03UbD7TbxyWmq2OqvHeWsySxWvyq0vkNp4o+PerXrWmi3/ge7nTDyRJ4L8VzyxfMRJLstfGtyNiCPgkujyErgAROxW8TfC/DTl7HK44twfK6+FyrAypTStHmjOtVp+49o3S91J2Wxtg/C3xQxuHw86mZ0sN7TDwkoV84x9WpG8YqUb0KeI1cm5StJxbd1Ntpn1TB8G/gc88V7P8ACr4dxra+bdKr+D9CFsxt0uZGa4svsJtJ4mLySyQy27xTv+8lSWQK6fLPir4V+DvHfiKW90SLw9pvh/T41soNIs9E8NWGj2Vu53281rpotjJ5txNPLK8sKHZG8dvbxw27stdzKn7UxtGiFx8KnF25t5oZvAPii9G0ttaOeG68TTxox3FWtnjEbABJ2GWASx+GX7UuryLBY3/wksml8lmTR/hDr6wRxR+WZJDcR3axx+W7RiZFKrjn5VV2H5n4geJWWcSYXC5Vlcp5XlMZqticLXnRoQxNenL9zahQqSpcsFJOXPrOoqTdlTTf7J4f+Huc8PUalTPsY81x06k4YZweLxFOlCtThGrHmxcYOVSfs1FKEUoQdTd1ZKPzh4k+FvhPwtqK2+pWng7Ukt44byzlkh8OabPEsF20skCfbvBbi4imkPlSsb1oGhi+yO6oSG7zw54j8O+FZnvtO07RNB1A2kUVvd+HdP09dU063u4g62lvdWGkKAbtEdJkVnX7OCWikkeEV2Fx+zn8dPGNx9sfXvgZ4ivo5Noll+F806+eJJJZF+03ctx9pEapI0kcLxZk2gyM2/P178I/2NP2mYdIv9R1DxD+zRpqNstbW18Q/CfVjeXMewlhp9nYahaRMLfed0oE6wyS7ZAjlVr8exVfLoKTqVcO7csYKcaXMndO0dHZ3u1676n6hQyrEzqx5cHUTp2lTkqNuVpqXNTlsmnr7r381Y+QZvGmuXulxT3uv+MdRimuQkVmuvXpkHlmGGOxitQftyLbllSVLe1t4J5GkM87XEREunp3jfWNJh02TSPF/wAQPCptEuEF1Hf+JdMu4gsl5HA9zqREUa3scdxfqXW1u7yWFxBE8trbwwD7+j/Y7+Plvvn03xr+yWLSGzMkk+v/AAf1h7uO8umEc0NvnXJIJsQ7pHup/L2LHEDEUDeX2Xhb9mT9pa+uE0OLxv8AsgNqUdlflIR8HNYMSxW8kRcK9nqs0pnuJW83EscURjWTzWeQmA+V9fwFOE4xq4fkcJQqKMqUIOLVpxfLGKalGUlJPSSbT0bPaWBzWcoNzxspK1m5YiUrw5XF3lUd7SipRdnZpNapW/Ma2+KXjiK3bUr/AOPvxv0fTrV4YLKDTfifNK7yyvcORNaabb3d1b7sErcXHlTDzoZDsEW6uk8PftGfHXRNWaC0+PH7R/inSJZPs9ppOn+Kr7V9Mj0+XZIv9oz3eqmxu76IgfaLj7Hbxoktx5QRJLoN+hF/+yZ+1PeahHBfeJ/2ODp7Iq/Zbj4R6jfpcbLn59yXNslovkkK8SSGfGI02iNSydNp37KP7YUOg32n+GPEX7EdvfywzrFC/wAJdP0uVULylWsLmPSftMF7AuXtFM0VvI8pDqp3ueeWLyqWkvqVm4zXtZUWnPpLSm7yXM2n8Vm3fV36Y4bNuZPmzGUkuTSVdvl2SSnXSs1ry8ijftuviyf9pv4xaRZWz6743+IgtZ7kW7wa4vhvVJvIDeZsOn3xkjuQHdBHuWRYlbEP7sStWbc/tVeILi6uIJ4NVv8A7OWs7XWbb4NwyX+m200WHvFv/D0cN7bXG7dEJIpgzxzKskSneF+m/BXwN/bD+IGo6b4SPxF/ZBg120kkSez8S/BbRrfVLttPkf8A0WG8n0iaO81aHG1YtThJSFWW3mnMQjHr+ufsU/txGWzn0P4vfsm6cZ2P2qFvhB4PR43GBKPMt/B7M1w5E2IrmHzyIUZ5W86QB08Vh8vrc1GeEw1WF3CVHEQo1Gp2i5KUaSa5o8t0m7XfM9bPOrga+Kj+8w+NqSl8cqmFVRt6Nxk5Yjmlay+K2u0ep8+fBv8AafuNdg07wmPF41rUrCyhuf7M1fSdRgVNPNzbx3NwfD/je1vre4vhExtLrVbQSz28tysgvzNNsl991Cw8L67NJ4lutL0gajcW8lsLuTT9Os7oJGwikSNbW0hghOLcFJ4o1kAMmGP2iUvyGs/8E3P2ytT02/1e3+L37N1n4ms7djYN4a+GnhDw1f3P2hLdtQtWubXQtKuJAziJkWSeNrh0ify5ZGRE5a00Pxf8IfC1j4T+K/jLQ9S8Q6X9pg1nWbiy/wCEfuJ7hbq7nk/4k1ysCQizg2W6gXJaQRC4J82Xyh/QPBfHHhxnmFo0ePsn4bxGOyrDunHOs8weVZpTnh+alRhGcq9CtXo1p01TjOXJyVVR551FLlgfzT4n+GPFqVbG8Pyx1TBYjE+1lgIt4CeHnKE5VJQryxKpPD+1k/cjUh7L20KcYSUeY2tD1TSvC9sujaFoPgO20y01HfBbHwP4Iv3Sa61Nbm6mluNR8PXdzNcSXM7ySvPMzSSyOzOTyPQrPVrKWf7TdeH/AAXG0ojiVbbwP4KsAfL/AH0e6PTtBtUlSK4Amjd0YibZNjzI0avH4o/At5DFeW3x0+BlnFdzR3Rg1fxmNGvozZXFpeNHJBe2cMQkngLFDLdKHfBjMkJaWPtdF1P4UttWf49/Bu2umTEa/wDCR/ajMAvmbPNsoZ1AXerllDrsMjPsETFP1zD8W+BcHTnhMVwDh+X+HKngcro2akpNxnHDRUGpJP3WmmtbNn4FHgnxVpVZv6rn9ao4qSVPM3X5HBx5Y+7ir1ebmU4T5Vfl5lGTUJH058Gv2SfBX7XmseJ/Dfii5h8HaJ8OPBmqfEW81Xwj4U8KxXmqWUep6Jba94bugdPtpJLfW9Dt723SYyedZzwpLCIDLL5nz9eaVob6bdSal4b8I3FtY2cjCGXwl4XWM2sFrcwSRTKmmKXjuLK5urWUY+eK4nRhiWTf97fsqaz8LPDHw8/ajni+M/wo1LxH4p+DsvhDw0LDxjp8MBTVZdak1O3nv7ye0htnvreGzgt7Ri805WcSorC3W5+VtF+H1p4mkNifGvwonsNQSNZ1h+JOglrixufMjkitpYmlVvNjN1FbzQxyCSQMAHMLheShxt4a4LO85zZ57wzChjKWBjh39awUIYulgsNbE/V1Kp7OXNJxoVIrk5nRpwmrQiz7LEcNeIeM4ayDJ6mDzqdbDVcxeJlWcqksLWx1aj9X+sSjNz9ym/bOzqTSqzcba83zHa+IvhnFqDSr4D8AS3McnnpO/g/w3OqTMqSPIi3WkyIGklCSk7dxkUO5LruMWueHvhFrdlNdXHww+F5uQnliaL4eeB7WYx/JvVZYNCikjC4yhL7gXUJ1dq+qLz9gXwjrs1o/hH4ieHdNnmJklVPiNpFxJboiMxeWG9e9e/bzXTL2VtZokaAR2yBw1eZa7+xX4+0BnsX+MfwjuLWEXRie+8XTszRwrGS5+x6c81vuaO8kmja1TyiFUNcMxmHuZf4zeE+ZSk8FicrwNW8faRdLAz5E5K85SwMsTGKd7uc3BXb7ni1/CHxbyek1LF1s2p01KVOeX5rU1c4KCjKONeEqO121BRnN2jqoOTfxB8QvhF8LNY+C3xq1xPh94atNV0TwR4pv9Iv7DSYLG9sLiDwzrl5azQzW8EbLcWty0sqOsM0iGQhUZCEP1P4b/Yk+Cvw1/Y9+L37Wnhy98UeHPEmm/B34R6z8L9Wjv7Cz01dO8ZfBDwJqZhuFuPD32yCW/wDi/wCMdS8Tu9n9iErQ6NcF11BbqdJvC3wl1bRLbxf4U8W6j8Pdf0zV4o4p007xdp+paXqNs1reWWqWtzBqYsbjyWiliiaKexjiuEd/L8xcmv0m+KWgeF77/gnJ8MvCnh0eFdcey1rwh8P9Y8NNc6Bd6To9h4aj8eXVpZ/YLp/sMMaWcNjpUMbKyT20KQW8bRoCvwHGebcJ8RYmhUynPuHoYmPPGjXdTDVIYBOm5rF16FOpScqUK8MM5xqe5NUnp8MofqvAsOKcgyzFYbOstzp4nk9vS9s6k6uIqL3Pq1OVRTU6s6UqjXI7OM9nySv/ACaeIvhX4MvtS8TajqnjbxPf32uy+L5b+Eatp+o6P5p134Sq1vYR39ldxwwxtr2oz252i4g/szRHS4EliA2/D4N8FHUYbH/hKtce1e+0pLlZNXt5YprVviD8bLGaDWrC6sbiwu/NsdJ0uRorixl3Q3k7uCbyUN+rcHwy8FWF3YyH4b+CL8XNvqNxLHpvhTwZqUc9xLdaS6tHcQ6dLFKGFgjSSJLJsKxb2J2su/F4e+H891BEnw38HxyjcIZ7rwt4It7eCS2mvbmMzTtZG2gMV7qGo3CytJHItxe3coRZLhzX5e+FcW6jqVfFvKa051qlTmjOhTXtJSjJJU4VrQUXFcsYbJRtdqKXtwzLM6yUZcIZ5OUNW1QaUXJU5R2ouNtm72+FrsfEv7MXwWuPjh4e+Jngfw/HpfiCbwJ8Ede8Xafb6rZtrF3qGs6l8I9QsLNLZdP0mzaO+0WXxrOmlStLKLAWNnAhlKPNc+iftGWem/s8+LvEHwh8S2sc2r6F4X8VWuqS+G/Edtb6Vqf/AAkfg39ma/tUu57nwtYa3rMVtPdayjfbJbKaCR9R0yxltbOK+fUP1x/4J8fDPw9/wsjxvpr+GdA8ON4k8NC1s7zw+vhSFrzTrHXY7q4sPs/htjeT20uj6fbWJ3K0dhaJFC0O6SKOP5u/a8+HcHxD+OfxY8dz/DnSr+0bxXNbPq9zovhe7kTR/DlrY+GYJr27uUecQ/YdB01EF2yiWK0tmCPDFEU3xnAuUZrl1fB1uJsNHF4nHLH43PFiVFY+q6UYyo8qrxUlyQpOq/aXk6aVSLhCCXsPifiLB4DDOOCzJ8j9lLBU8OliKNJNxpurGFG/LUanfnTTXK1ZqTf5b/Bz4ueEfCmn39p4t1LVjeNrsscsvg25hgi+yH9pj4ZeILhLd76edbWWWPT9VmSSWw1VpIo7CGSJvKeZeE8TfHr4SX3iTxBezt8Qrqe81zVrqa6k1TTkkuZbi/uJZLh0WFlV5ncyMqsyqzEAkDNfpt4N+EPhvyJDa+C9Bl8uQm6m06x8I3eAX+0bpf7Pmnj2i6MU486PK3MSPjzlDD1I/CLwSpKt8OvC+4HDbvDXhxmyODuYxks2epJJJ5ya9XK+BMDRxuKzKvxhlmOq4yKVlgcoqQoqbpzlGDlCo0nyR5UpJNW93l5GeXjeOOIsRBUZZHmMKKlTnGFWipJzhBxdSKnhZxi5RnytRSsox2ufnivif4y3+ILv9oT4gNarEU8pvDfgFEh2p5cESJZaXBEyLAgjuPNgMkxctlQXDOu/+F26xZRWFz+0t4y023tbmG4tm0Pwt4O0R55YJzOLi6l8P6XpEySOzOkwMkgltYkRh+8kja3p/g74nzvusvA3jG58rEjG18M+IJmX5cqcxWLFRgM+QikAOc8Kx6iPwB8XchG+HfjpZpsmKBvCPiSGSRlAkZVH2JZCfL545Cktt2k7vqY8M8JVHNVsXQk613NSx71jaKlDl9tb2bWji9LNps+4jnnEG8MDOPLqv9jqOz1lzLmjJvlUbR5bJu105WZ3p+L37SVvZRWNn8a9AuTb+VFb3t58MfDkcsdvFFFD5bLbtbwG4j2PJEBaR2bfu0LRlFWrmj/Hb9p6wQWV/wDHuG7G39zdwfDnw/DbQR4wI/skOpW4QggeW8BnXcGEsLKY1HCp8PPjHJbpcR/Dbx29s8eUmPgnxLIHXIXcJ2smErF4+qucuSrYfIXLuPAfxVVcyfDzxmPL35DeDtfBT53R5A0liFUxyIVcsp2MjDcGyG/NKv0ZPo4VfaTnwHwPGpVk51aqwWXqc5Tabalvre/uvq9D7+l44eNEasIQ4k4jUaNN06dOeIxfsYxh7qvFQlFtxV1KSlJr4bHu0n7R37RVsEnt/jfbXIXyc2reCo7eEtGBG7RjTtcs5FWV1DyNJcyyxjiELyxqD9q/9oxXkjHxg0GKQx+XNv8ACXiMPC+XO2F2+ILWhdIwyo32Py0U/vo5GOR89t4K+JjMkR8H+LYy671EnhjVw7BipQJEbLrmRcYDdQxyOVzB8PPH800UK+CPFN1cTybER/DOtM8jAEMYxFajcy4IYquAFw2QMr5OI+jF9GuNlLgjhPmhy601ClBLS3NCliYQd7Xk3F8z10bPZo+N3jVOKf8ArFnLg4WipRlUbm2lfmqUJtLlSSjrZO8Ume661+118fHdYV+Juk3NkrB5Lqbw7fNe290Xf5vs8OsXNtcpsDOio3mSO7RyMioLlebs/wBpn4/eIZbjStCth4xvJQ8k9zpPw5Sxu7uAIsxuJLS++Idh5aKz7ZJZZBM8khcWqBVZ9Hwj+zJ8QdbeGTXtBv8AQLabMiwDSLy41aaIf6wxQpEYoeSVJlkmmjbAa3OW2/WPgf4I6X4CAuLDwdqUmpPGEN/daNq97qUisvOJWtnEPmgDfDbpDDyQsKg5T5HOPAH6NmFi40eCeF69aM/aUadOnF04VE4W5pvEp8vMr2p312eiv7mX+K/jVWalW4jzWjRqRVOtKf8AElDuqX1f4rWXNPRRjd7q/wAsaR40/agvLi2m1nwhrVj4djkEskTeC7+81CSIKJPssFsfiJcWglC7kj8/bawSIN8JjKA9fa/Fn4ly3U0Gm+H/AI4eFbabZFA3/CN6cn2lWRGla2XSdbuo7dRNuJM8aM8gjKquHkT7PFrr21RF4a1tQAD+50PVdzqgwUB/sYyMrdWIUKuCehwcPU9U1jTkWOXR9fkkPAtV0XWZEXGBvlK6QjO+T0GEGQD8zbq+fl4QeC0pe5wDwutEnCFWslLVfHB4iaumk0layslodT8QvE5R9muKc4UU/c/d0VytJL3XGjGys2rfK1kfLl38QPi1IUmk8SftK2awoVuHs/CkIt5kYJJiK9vmvGkkjOA0cE0CbjIZ0y21sDxF8YPiho+nxjQ/iJ+0hb3U4ZLq18T6H4eOivbyrH9vuJLZ7dZ724ZFdBatLZ2szH/SZWCx7PoC81Lx5rd5b2tl4e8QXlxPN5NlarpOpxxPKvKbV+w26AJncxZlCDDEhQC3154C+FOp+BvB99rXjDS9au9dv40nvI4dKvrlJpNkrW9hb2kOl3c01pGzB3HzG4njz8qxnNVvDDwZwVOnfgHhKpJXSh7KjUnNSbupzqKrJ6Nr37qy5U7WOOrx34jzSc+K8+5rqUFGrU5YuDSTtDliveV2kkm3rufkzpf7UvimJodDt/E3xgaUNGqzXnhHQIIbFQiRm6gt7HxhbubKEhyFgt5ZBh0jCIYmr0/UPj1pkPkxD4yftC3sdmYZ4lfwdotjYw3nl4u5bGJ/FjXFvFdTtFcCNr25ukmjjma6xlI/0/8Ah/8ABZTY6t418XeH9SutW1yRrTSrNfDE8zJZl4lBaBtPMiSvI21UXyXEv+sSRAqVma58O/DFhFHp6+Dnu9a1WVY7HTp/B2o2+rhZpPL+W3SIIxijcvNJMFWPy2STyQjbfLfh94Lxq1FS4EyeCvH2ip1Kfs76XcbUn7Pkai1KDgt73Zp/r74lzhCVXifNpS3hzSn7R9Peu05rq4z5mr6O2/5gz/H/AMPvHDJH8aP2ntN1a8uPP1K40Dwz4Zhku9kTQW8d5Nca/ffaWAM+ySaKUoPktiimXde/4aEt5tR0aSy+PP7T17p0ayLqmfDnw7s9VhmV4Gt0e5Nm013bMRMLhRMryP5Dv5hh2j9u/Afwb8AeGfC0/iDXfhPYahp+jaTf6zPe3Xhr7cp+ywRsY1WG2ZnmkWU7d0ysGjLCSYBVb4W/YWtfCvxI8a/FbwvqXgzXPDuoap4g1fxd4WSbRL+Oxk0W7Msa6dButgsUlkHtWijL+WVcKr4A23T4H8JamExlSHAuTSo4GUH+9hgaz/fvllySq4SdaPJZSXK7K19OtrjLj+NampcTZop4le8oVMRC/IlL3lCoqb7e8m5abvU+Nrv9paytFiFn8UPj3eRRZtnTV/D+j3SyoEkKuY7HXdL+zs8jFDFA6xsuz9w4VlfC/wCGo7oXiSW3xc+NlssbiV/s3h22s5GkHlk5WLxsch9gRS0m5MDoruB+zniX4Eae9vr2iL4e13z44zeWYk0a4uFeexnjucQRGJotp2yJCFjdWjaaMvJkrXzzqH7O0ep21y0WiXcMkJ3RfbPDl3AZPKX93bwMbSON5GdmSSJJEUMV8olxufLD8A+Dk3zT4Ly6F0oO2KcFyuKs+RRjGPbRLbodE+O/EeC9kuI8xmmuazpRqt25X8Uk21dLRuyl16H5leOP2idal1Gx1fwX8S/GupzSTpPqv/CceCbZNZhuY2BiuLTWtM8XXhulUbVjN1DaTWrg5e5WQiL0DUf2jDeLDNp37QfxxsXuI45dRspfAXg+72XW39/FbX82sXEz24b51uPMguzhAQEIB+3rP9nOO6ETz+EZHWQlHjTw9LMYJUVTKzyzrbIqSghowG2li6BwcbPi79pr4A+Jfgf488N+LtC8Aahqfg3xDDHcHTLzRNUudJXUIz/pmnuYDd+R9oibzYgtxHJAxZlQBMV7WW+Gfgri8RTw0eEclpVeWpKk6s6NSNacUpKMnX5oRm7WhOUea6XNJydzixPiF4kwpSm+IM1nC8Yy5FOE4RlpFr2fvON2rwT5X25dHjH9pLXLWJvI+OXxnldowgm/4QXwebjG+N2VPtOtLEoUxgRlYhhXO1UaKIx5Xi79omfxJonlXfjf4heItctXMdg/jfwJ4N1uwvLR4yP7Kvlk1dpILCKeNbu0kgS5ntpfljDw/uh9o/Bn4ffs5/HrQ44NF+HGqeDPiLa24bUfCGrW+pCK7YIDJc6FfyxWy3EUrHeqN+8iDbJYgRuO5q37InhmG6kju/h5qqBWUxudGv41UruBDAyRwsHK8HyXJO4ElQDQ/DTwKp4mcMVwRllPEwm5SU6WDjKWlpWlGq1VhOMns3BpvbQwfH3iXKmn/rBmFalKl7K0nVnH2bdpQlGUbwe6lblvs/dun+XFp+0L4vsLhlA8FJFKERdPv/hP4Se0g+WONvKupbZ9QlclWkVZb+VEZ3VEjtv3QtxfHrxexmedfAdwSgMWPhH4IH2Fy+0G2ZNKEkgjQNHF9okuUYbWeJx939Qrb9k34daxaSaXc/D6e1kmTyxMdHuY5drr/rEuRCJo5Yzlg0cikYJBUbRX5+/Hn9iP4u/Cqa513wdpWveJvBx8yYN/ZuoTavo6HaQl3HCJjc2uTlbq3xsTHn26Hcz+plXhB9HLMsVKjU4I4ZwteqqdOMsTQw/LVaa5VGqqsoxrO9pTlKNWq9JznqeRjfEHxMwVH29HMMXiY0rybp4dqrTbtduPsvfprpGPuw0tFJaedaZ8V7uK5+13ukfD/UJoTLLuufhD8OYn89+FuopYdEglSSEqjRIJsh03bSSBXcwftC3pCwXvhn4Y3MQG957n4XeGpJd4LPvlKxqJXErCWIjycMPmLEbT8mNoPxGjkXd4e1tkyxDJo+qM74GdqxNZIzso+8QoAcYJO4YsL4Z+ITEk+H9eOV3bToGqA43hchBA3AGdzMNu5iOOMfbT+jh4A4yMPrHB/Cb5UnTX7qKglezj7OtG1udpyitba62t8xPxb4/prfEzblKT5svoVE/aK0ruth373LGKvvG1tb2X1vYftD+JbCPbpVz4U05kd3gb/hWHgWT7IroBFFBs00eWlu5eZVIkkd9qTmWFFgqvrH7QfjHXUSPUk+HGs2yztcY1X4P+Dp2kkK7PNEn2e3dwqs0YaRfmUYk3kFq+Yo/DXxCSMH/hFNfbgjzF8P6qORwBzanqzctgnO3nPNOXQ/HttJGH8MeINzLks+h6ur4AUshYWxU43qQjHLKVbAUmtKX0aPo9UarrUOCeDaVeS5fa0qGGhWs0lJe1hUVRKSs2uZLmXNa+pz0/FTjmUYpUsSl/2LqcYO2z5PYcl1F2vyr8Lr3y0+Nniay1A39hoPwtGPOL2cfwe8GxWd4sybbuGfED3CJcxlo52tpIJJRj96SCrQ6z+0B4juZYZbX4dfCXQ50eVmm0H4WeGpGvLjcDHc6gup/bSJYG3NEtkLWBWllaRHbbIPE7Xw98Q7g4Twv4oeNnAjH/AAj2tsxyPmMbR2pBVgBli3TALKpBOz/wiXxMyrTeEfE8MSmMPNJ4W8QNEkbFgpZ4bFgc4JAxyRkKSrEVU+jj4CSqUqv+p/C8p0Kc6VJcycFCp/EjOj9Y9lVunr7SnJ6Rd00aQ8TON1RdNxqUozq88rZZhZTU3K6qQl9Ucqd+W7cakea/vby5vSYP2jnt7WK3u/hf8FLu8t2jdLi/+EmnWlxLcRglp2On6naWySLIVdHsre3PzFsrkKMS++PmtTIEtfhf8EIFKMhNn8O7xYmWR5JCqxx+JVhRwXldgVaB2kbEABkV+HPh/wAdSOVfwr4nD/dUReHNWkc7I23EIlu4zt3EnCnjc5L8U1fA/jm6kMMfgzxTNKyvOI4/DGuQThIzh2+S1aTbGDkjYiDKljknPmr6M3gCp864RyOLlKUn7LMMbRguZpu0KePhBK6srK0UtElZLoXibx47uMqd4qEeapkmXOpaCSjKcpYCUm1or32ST639U8JftJar4d1RtTvPhx8N/tEQd7Sbw94UvPCeoQ3LjEc8mpabrcjSQwZZvJit7a4lk25vo0aRZIr39oKymlvbqz+DXwoXUNTupLnUdQ1LwMmqzXdzIj+deSyy6kjzXtxcSzyXEs7ySybsSTSH5q8r/wCEA+IJZlTwh4v3xH5kbwxrkroQCSZAsAdTgMTwoCDJPWof+EH+IBdUHhLxQxkl8pQug61uLkAhNotR8+CCUySw6Z/h0/4lo8CJSi1w7hVGElL2Mc/zqOHuktZYaObqjJ201g+bS90klzVfFbxA5HT9lhKkZcylN8OZLVquFl7vtp5a6jVtHqtL6JXPXbb49PE8ZHwy+GkVqIisttZeC76wSQ73KkjT9XjljAjfY6gvvnBmdv3joLP/AAvbSm+aX4YeCWkb5pGGi6gNznlzhrl2GWycM7sO7MeT4U3hPx3bTPA2i+IldJHWSF9G1TKMjAOCRCSGyyjkt/DtXJAMv/CPePhwPDXiEgcAjTrzBHbGYc49M8+vNZz+jL4Fyk5R4foQukmocQZ7BNfZuo5xCLevKml8KS+yRDxT42S5ZYTATSenPwrkFS11HSLnlMpRStbl5rK2ivdvxKxurqS2E73NwZXSAs/nSA5cx7iAGCqW4yVAJwPQVsJd3W1G+0S7jIoLb2zjfEuM5zwpKj0BIGBRRX9H8sVFWjFaP7K/mR8jh22tW3+5T1/wGnDe3RdwZnIWaPbnB25kQHHHB9xyOMdKkhll8u5PmOSiMV+Y4BLoucdMgH5TjKnlSCAaKK2aXuaLr0/xf5L7kZxlLXV/8vOr/lpf5v733PVvAei6brXiVbTUoHuLfYx8tbm6txlJJFU7raaFiQEXBLZyM9SSftHw/pFhoaRWukxSWFvsdvKt7q7VC0YLIxzOSWDMSWJLNn5iaKK+E4llJKylJL2cdE2lrHXTzPtcjS9k3ZX55a212XXc6m/nntYd8E86sWgOWmkkIMgJfZ5rPsD4G5U2gjIIwTnnWnmlinnkldpRHcDcWPRPNK/KMLkFVO7G4nOScnJRXwU0vZt2V3LV2V3t1Ppm3yvV7Q/GML/f1OevLic28K+dJtZr4FQ7AYtmgWFQAQAqiVwQMB8jeG2rjwDUtU1B9Xgha7laKZZZJEJBDMjOFOSMgL5SYUEKCCcZZiSis6SXLUdlf2VJ3trfkp6376v72ZNtul5uV/Pbc+of2W7GPV7/AFDVL+41KbUNO88WN0msatbSWoj8oJ5X2W9hUYDEHKncMBshVx7j8U9T1XU/Hvh3TNR1jWb2wt50hhtrnV9SmjSNLmSIJl7osw2Eht7MXJLuWcliUV87jNc1rJq6jB8qeqXuQ2XTd7d2c7+C9tedK/3HQfEu+1DTLvQ/sGpanbJNdzWzQJqV8bRYYUgEaRWbXDWsGA5BaCGN2AXezbE2+Ya14k8QHxJasdb1RmSSyVWa+uGYAxyc7mkLb1HypITvjX5Y2VeKKK86ikoOyS/d30SWr5bvTrqzhxE5+3tzSsmrK70227HV/GbW9Xt/gP8AEKKHUrxY4/Dt0qxmd3jAe7VmOxyyliWY7yC43NhhubP5afsaX17B+0j8PLOC7uLe21DUntr2O2mktjcW5Tc0LyQNHIImKjeiuquPlYFSQSivdyCEP9XuIfcjq69/dWtsPdX06PVdmaYuUvruWvmlfkpa3f8ANTP2h+IcFvpPiy7fTbe3s2gsriWIwwQgpIsV/EGGUOT5dtAuDkHywSMlifLYL27vXvTdXM8pjFtsJldSvnIBLyhU/vA7h853B2B4Y5KK+Rwq/wBnpu2vs6TvbW/Mle+9z06kpfWEru13pd2+Gm9vUl0S7m+0RK3lSCR9RMhmt7eZpDDBcTwmR5YndzFKzPHuY7N7quFdgbP7S/hvQfEH7Mnjq71jSLC+utI0+x1XTbh7eOOa01CRnD3MckIibe4RVYOWQooQrtGKKK3pe7jcrlH3ZfXMP70dJa1oJ6rXVaPy0NH/AA8Uun1epp0+C+3qfgz4U1TU/D/inTb3R9Rv7G6tLqBbeaO8uHZEa4aJkIlkkV0aN3RkkV1ZXYEHcc/1E+Hbq48SfDHw7rGtzPf6ldaHDNc3TnymnlEDx75kt/KikJWJA26MhiCzZZnLFFfX8bxjGeUyjGKlKvjIykklJxVWNotrVxV3ZN2V3bc8DJJP2OYK7sqdGyu7L9zS2XQ8/ljWFpRGXXZGdh8yQtH5l4IXEbMxZFaMBSqkLkK2Nyhh6H4WRda0a9Gq7r4eSYds7uymOGeGGMFQwUsIpHRnI3uHYuzE5oor5CXwQdtVKLv1+KHU9qHwT/69P/20/GL9vLwN4R8LeJdFvPD2gWGkz63Dc3Wq/ZEdYbu4SdgJntWdrWN8EgmGGPcPvZr894JHtUS1t2aO3lEYlhBLJJu2oTIH3b22HYGbLBAqAhUUAor954TlKpkWGlUlKclzRUptykoqVkk3dpJJJJaW0PzrOoxjmNaMYqMXGEnFJJNunBt2Wl2223u2292bdpd3Em5WlJUNEoACqNriAMDtUZyGYc5wDgYwMXnkdmQl2z53l4BKgoDJhSq4U42LjIz19Tkor66nGLpxbjG/Je9lf4zhp/A9NpK33Mwri+u47OeRJirrNtVgqZAaWMEj5fvEcb/vAdDWtM7tZ27lm3vGZHYEqWdBEVJ24ztJyB0z2oornnpVcVpHkj7q21kr6banTUS5Fovil0/uUP8AN/e+5nx3M5vIkMr7W8/PzYJ8uZFTLD5vlB4OffrXYIBIZI3yyhGYAk5DeXI27dndksqknOSRznJyUV1OMfZS92O6+yu8Tgu/bJXdrP8A9KSMp55oppoI5HSHyrc+WrEITJlnyvRskA85wQMYwKybi6uY3mCTyqoeTC7yV4EuBtOVwMD5cbeAMcDBRXGkrrRa76b+6tyJt3j5ONvL34EmkXE7I2ZpcieFAwdlfYZBld6kPg4Gfm5AweKbLqF4JJB57cO45VCeGPUlSSfckk96KKm78/6/4ZfcbUG/Zp63/wCGZ//Z" width="282" height="180" alt="13 La Calma 1" style="margin:0pt 9pt; -aw-left-pos:6pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">COLEGIO MÉXICO NUEVO CAMPUS LA CALMA</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#7f7f7f">EDUCATIVO</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: Zapopan, Jalisco</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">ABR: 10,280 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Terminación de obra: 2003</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Institución educativa de alta calidad. Operada por un grupo de alto prestigio la cual ofrece atención desde prescolar hasta preparatoria.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<img 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" width="282" height="154" alt="IPETH 6" style="margin:0pt 9pt; -aw-left-pos:6pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:14.15pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">IPETH</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#7f7f7f">EDUCATIVO</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: Puebla, Puebla</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">ABR: 3,890 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Terminación de obra: 2012</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Institución líder en la formación de fisioterapeutas a nivel nacional y más de 3 mil estudiantes. </span>
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" width="283" height="178" alt="celta 2 5" style="margin:0pt 9pt; -aw-left-pos:6pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:13.35pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">COLEGIO TÉCNICO QUERÉTARO</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#7f7f7f">EDUCATIVO</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: Corregidora, Querétaro</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">ABR: 4,076 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Terminación de obra: 2005</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Inmueble de reciente construcción, ubicado en una zona de gran crecimiento comercial y de negocios. El inquilino del inmueble es la preparatoria Celta y carreras técnicas.</span>
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<img 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" width="283" height="176" alt="Colegio México Nuevo Campus Querétaro " style="margin:0pt 9pt; -aw-left-pos:6pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:14.05pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">COLEGIO MÉXICO NUEVO CAMPUS QUERÉTARO</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#7f7f7f">EDUCATIVO</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: Santiago de Querétaro, Querétaro</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">ABR: 3,706 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Institución educativa de alta calidad. Operada por un grupo de alto prestigio la cual ofrece atención desde prescolar hasta preparatoria. </span>
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" width="283" height="177" alt="garza sada 1" style="margin:0pt 9pt; -aw-left-pos:6pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:-601.25pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CORPORATIVO GARZA SADA</span>
</p>
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#7f7f7f">OFICINAS</span>
</p>
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
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<img 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" width="231" height="180" alt="La fachada de un edificio

Descripción generada automáticamente" style="margin:0pt 9pt; -aw-left-pos:0.15pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:-0.15pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: Aguascalientes, Aguascalientes</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">ABR: 1,836 m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Terminación de obra: 2014</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Ubicada en una de las zonas residenciales que albergan a los ejecutivos de las empresas más importantes de la región, así como comunicada con parques industriales, zonas de servicios financieros y administración pública. </span>
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<img 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" width="283" height="176" alt="18 Sky Cumbres 1" style="margin:0pt 9pt; -aw-left-pos:6pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:14.7pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">SKY CUMBRES</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#7f7f7f">OFICINAS</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: Cancún, Quintana Roo</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">ABR: 1,</span><span style="font-family:'Times New Roman'; font-size:10pt">787</span><span style="font-family:'Times New Roman'; font-size:10pt"> m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Terminación de obra: 2015</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Ubicada en una de las zonas residenciales con mayor poder adquisitivo. </span>
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" width="283" height="177" alt="4 BOSQUE REAL" style="margin:0pt 9pt; -aw-left-pos:6pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:13.4pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CORPORATIVO BOSQUE REAL</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#7f7f7f">OFICINAS</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: Huixquilucan, Estado de México</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">ABR: </span><span style="font-family:'Times New Roman'; font-size:10pt">3,060</span><span style="font-family:'Times New Roman'; font-size:10pt"> m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Terminación de obra: 2017</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Inmueble destinado para el uso corporativo de un grupo desarrollador de naves industriales y vivienda en renta. Importante potencial de plusvalía a corto plazo por el crecimiento de la zona. </span>
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<img 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width="283" height="178" alt="DURAZNOS 5" style="margin:0pt 9pt; -aw-left-pos:6pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:14.1pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CORPORATIVO BOSQUES DE LAS LOMAS</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#7f7f7f">OFICINAS</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: CDMX</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">ABR: 3,</span><span style="font-family:'Times New Roman'; font-size:10pt">503</span><span style="font-family:'Times New Roman'; font-size:10pt"> m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Inmueble destinado para el uso corporativo. Importante potencial de plusvalía dada su ubicación y la demanda de la zona.</span>
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" width="283" height="177" alt="Corporativo Periférico Sur" style="margin:0pt 9pt; -aw-left-pos:6pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:14pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CORPORATIVO PERIFÉRICO SUR</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#7f7f7f">OFICINAS</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: CDMX</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">ABR: </span><span style="font-family:'Times New Roman'; font-size:10pt">4,230</span><span style="font-family:'Times New Roman'; font-size:10pt"> m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Terminación de obra: 2016</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Inmueble destinado para el uso corporativo de distintos grupos.</span>
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" width="284" height="177" alt="40 Periférico Norte 4" style="margin:0pt 9pt; -aw-left-pos:6pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:14.2pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CORPORATIVO PERIFÉRICO NORTE</span>
</p>
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#7f7f7f">OFICINAS</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: Estado de México</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">ABR: </span><span style="font-family:'Times New Roman'; font-size:10pt">3,151</span><span style="font-family:'Times New Roman'; font-size:10pt"> m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Edificio de oficinas, con 4 niveles, ubicado sobre la lateral de periférico. </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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" width="226" height="127" alt="Vista de una ciudad desde lo alto de un edificio

Descripción generada automáticamente" style="margin:0pt 9pt; -aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:-0.3pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CORPORATIVO DOWNTOWN SANTA FE</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#7f7f7f">OFICINAS</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Ubicación: Ciudad de México </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Descripción: piso de oficinas, ubicación estratégica dentro de una torre de corporativos en Sant fe.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Metros cuadrados rentables: 26</span><span style="font-family:'Times New Roman'; font-size:10pt">0</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">i)</span><span style="font:7.0pt 'Times New Roman'">                    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Desinversión de inmuebles</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus continúa gestionando la rotación de aquellos inmuebles que no cumplen con sus estándares de ocupación, desempeño financiero, ubicación, participación de tiendas ancla, ABR y potencial de crecimiento; o, que se posicionen como una atractiva oportunidad de desinversión. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">2025 fue el año más activo en materia de desinversión desde la OPA, al haberse recibido 38 ofertas por 20 inmuebles del portafolio en desinversión, por un monto total de 3,156 millones de pesos. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Como resultado, las operaciones concluidas en el año sumaron 324 millones de pesos, considerando cuatro inmuebles comerciales y ciertas unidades privativas de la torre de oficinas en Guadalajara. En específico, se desinvirtieron Barrio Reforma Niza (55 millones de pesos), La Roca (128.5 millones de pesos), San Antonio (76 millones de pesos), Sevilla (17.1 millones de pesos) y seis unidades privativas en </span><span style="font-family:'Times New Roman'; font-size:10pt">Héredit</span><span style="font-family:'Times New Roman'; font-size:10pt"> Acueducto (46.3 millones de pesos).</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Asimismo, destacan las ofertas aceptadas durante el año y que se encuentran en proceso de cierre por 483 millones de pesos, correspondientes a los activos Olab, La Pilita y Duraznos, respecto de los cuales, a la fecha del presente informe, se han recibido anticipos de compraventa; Casa Grande, cuya venta se concluyó en febrero de 2026 y en la que se obtuvo una oferta 26.3% superior a su valor de avalúo 2024 y 17.7% superior a su avalúo 2025; y Los Corales, respecto del cual continúa en curso el </span><span style="font-family:'Times New Roman'; font-size:10pt">due</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">diligence</span><span style="font-family:'Times New Roman'; font-size:10pt"> por parte del comprador.</span><span style="font-family:'Times New Roman'; font-size:10pt"> Adicionalmente</span><span style="font-family:'Times New Roman'; font-size:10pt">, el Fideicomiso sigue avanzando en las ventas de oficinas en </span><span style="font-family:'Times New Roman'; font-size:10pt">Héredit</span><span style="font-family:'Times New Roman'; font-size:10pt"> Acueducto, proyecto que registra una alta demanda por el área disponible y que ya cuenta con unidades en proceso de desinversión de más del 50% del área vendible.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre de 2025, el portafolio en venta ascendía a 31 inmuebles con un valor cercano a 3,900 millones de pesos y, desde el inicio del proceso de desinversión, las operaciones concluidas y en proceso de cierre acumulaban más de 1,100 millones de pesos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Es importante mencionar que, con base en la evolución del mercado y de cada sector, Fibra Plus podría dejar de considerar como estratégica la venta de algún activo.</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">ii)</span><span style="font:7.0pt 'Times New Roman'">                   </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Adquisiciones inmobiliarias o desarrollos inmobiliarios</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">A </span><span style="font-family:'Times New Roman'; font-size:10pt">continuación</span><span style="font-family:'Times New Roman'; font-size:10pt"> presentamos un resumen de las adquisiciones efectuadas por Fibra Plus desde sus inicios en 2016.</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Adquisiciones</span>
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<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold"> </span>
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<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:485.5pt">
<tr style="height:21pt">
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:72.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">Inmueble/Portafolio</span>
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<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">Segmento</span>
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<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">Fecha de adquisición</span>
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<td colspan="2" style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:160.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">Ubicación</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">ABR (m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super; color:#ffffff">2</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">)</span>
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<td colspan="2" style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:51.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">% ABR de la cartera total</span>
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<td style="vertical-align:top">
</td>
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<tr style="height:31.2pt">
<td rowspan="4" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:72.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Portafolio Fibra HD</span>
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<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Comercial</span>
</p>
</td>
<td rowspan="4" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:53.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">2021</span>
</p>
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<td colspan="2" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3d8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:160.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Campeche, Edo. de Méx., Jalisco, Baja California, Coahuila, Q. Roo, Sinaloa, Veracruz, CDMX, Sonora, Nayarit y Baja California Sur</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:51.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">136,128</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:51.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">2</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">1.45</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">%</span>
</p>
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr style="height:20.4pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Industrial</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:160.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Sonora, Aguascalientes, Colima, Durango, Tabasco y Edo. de Méx.</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:51.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">108,858</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:51.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">17.15</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">%</span>
</p>
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr style="height:20.4pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Educativo</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:160.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Sonora, Sinaloa, Querétaro, Jalisco y Puebla</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:51.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">39,116</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:51.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">6.1</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">6</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">%</span>
</p>
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr style="height:20.4pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Oficinas</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:160.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Aguascalientes, Q. Roo, Edo. de Méx. y CDMX</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:51.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">17,324</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:51.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">2.72%</span>
</p>
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:72.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">T-MEC III</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Industrial</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">2021</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:160.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Nuevo Laredo, Tamaulipas</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:51.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">46,521</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:51.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">7.3</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">3</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">%</span>
</p>
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:72.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Sonora</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:52.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Industrial</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:53.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">2018</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a"> y 2023</span>
</p>
</td>
<td colspan="2" style="border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:160.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Nogales, Sonora</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:51.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">62,923</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:51.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">9.</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">91</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">%</span>
</p>
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:72.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Baja California</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Industrial</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">2017</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:160.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Ensenada, Baja California</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:51.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">40,279</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:51.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">6.3</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">5</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">%</span>
</p>
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:72.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Autlán</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Comercial</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">2017</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:160.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Autlán de Navarro, Jalisco</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:51.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">5,017</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:51.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">0.79%</span>
</p>
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:72.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Torre Arcos</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Oficinas</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">2017</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:160.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Guadalajara, Jalisco</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:51.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">4,831</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:51.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">0.76%</span>
</p>
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:72.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Portafolio Saltillo</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Industrial</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">2022</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:160.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Saltillo, Coahuila</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:51.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">4,564</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:51.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">0.72%</span>
</p>
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:72.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Shops Santa Fe *</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:52.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Comercial</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">2024</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:160.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">Ciudad de México</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:51.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">2,236</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:51.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">0.35%</span>
</p>
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr style="height:15pt">
<td colspan="4" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3.5pt; vertical-align:middle; width:251.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a"> Total</span>
</p>
</td>
<td colspan="3" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:160.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a"> </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">46</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">7,797</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:51.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">7</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">3</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">.</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">71</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">%</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:87.55pt; border:none">
</td>
<td style="width:59.1pt; border:none">
</td>
<td style="width:59.85pt; border:none">
</td>
<td style="width:58.1pt; border:none">
</td>
<td style="width:103.85pt; border:none">
</td>
<td style="width:57.9pt; border:none">
</td>
<td style="width:0.55pt; border:none">
</td>
<td style="width:57.05pt; border:none">
</td>
<td style="width:0.55pt; border:none">
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">*</span><span style="font-family:'Times New Roman'; font-size:10pt">Activo en proceso de compra por parte</span><span style="font-family:'Times New Roman'; font-size:10pt"> de HD</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">i)</span><span style="font:7.0pt 'Times New Roman'">                    </span><a name="_Toc256000304" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Evolución de los Activos</span></a><span style="-aw-bookmark-end:_Toc256000073"></span><span style="-aw-bookmark-end:_Toc465886087"></span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic"> del Fideicomiso, incluyendo ingresos, porcentajes de área rentada, vencimientos de los contratos de arrendamiento, avance de los inmuebles en desarrollo, etc.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Ingresos</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Durante el ejercicio 2025, los ingresos totales sumaron </span><span style="font-family:'Times New Roman'; font-size:10pt">Ps</span><span style="font-family:'Times New Roman'; font-size:10pt">. 830.7 millones, lo que representa un incremento del 3.9% respecto a los </span><span style="font-family:'Times New Roman'; font-size:10pt">Ps</span><span style="font-family:'Times New Roman'; font-size:10pt">. 799.6 millones registrados en el cierre dictaminado de 2024. Este crecimiento es resultado directo del efecto combinado de un mayor nivel de ocupación consolidada</span><span style="font-family:'Times New Roman'; font-size:10pt">, </span><span style="font-family:'Times New Roman'; font-size:10pt">que alcanzó un sólido 94.8% al cierre del año</span><span style="font-family:'Times New Roman'; font-size:10pt">,</span><span style="font-family:'Times New Roman'; font-size:10pt"> y los incrementos en rentas derivados de las renovaciones contractuales indexadas a la inflación, así como el desempeño positivo del portafolio industrial</span>
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<img 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-aw-top-pos:162.81pt; -aw-wrap-type:square; float:left" /><span style="font-family:'Book Antiqua'; font-size:11pt"> </span>
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<span style="-aw-bookmark-end:_Hlk77850999"></span><span style="-aw-bookmark-end:_Hlk70355822"></span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJ8AAAAgCAYAAAAMh6pAAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAFoSURBVHhe7dKBasMwDEXR/P9PZxPsDSEsLyohj3b3gEkk2Umq6jgBE4YPNgwfbBg+2DB8sGH4YMPwwYbhg411+I7j+F34f+z/OoN3n3frJcP3QRi+odowxXFdNVP5vJTP15DrmfK11uVF+W6P8rWmeHVGdmdX5+r+Gssun68Ovjf/yD9eTao5yfdBsc50e6f3YRVrSXcfFOtMrWe5dtd96OK4ajl53/6ta5DkeFrLS2osNTfdM6lVUV/tUb7WV3tDze/i7hlPsn/BpGEhYq3sr7iqz7hyfrdnUuvEvivnruZ3cfeMJ9m/4K6GXT135T7UOETulfO1Vl155uS+XqU752L9gmiA1jTu8tkuV/NhVwvKd3uUz7VVrtrtmeR3uZxf5Ry8bx9aNevJBrr/rE/D8A0wfPd6u27GAOT1FMc7Px2dhA3DBxuGDzYMH2wYPtgwfLBh+GDD8MGG4YMNwwcbhg82DB9MzvML2Vp/rS4ffrQAAAAASUVORK5CYII=" width="159" height="32" alt="" style="margin:3.6pt 9pt; -aw-left-pos:255.16pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0.26pt; -aw-wrap-type:square; float:left" />
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Portafolios en operación y estabilización</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">D</span><span style="font-family:'Times New Roman'; font-size:10pt">urante 2025 se formalizaron contratos por 7,400 metros cuadrados de área bruta rentable, principalmente en los segmentos comercial y oficinas. Esta absorción generará ingresos anuales adicionales por 25 millones de pesos. De esta forma, al cierre de diciembre, la ocupación global se ubicó en 93.06%, con un vencimiento </span><span style="font-family:'Times New Roman'; font-size:10pt">promedio de contratos de 4.0 años y una tasa de renovación de contratos de 100% en Fibra Plus y 77% en Fibra HD, mientras que el </span><span style="font-family:'Times New Roman'; font-size:10pt">lease</span><span style="font-family:'Times New Roman'; font-size:10pt"> spread fue de 11% y 8%, respectivamente.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Adicionalmente, durante el año la operación parcial de Salina Cruz generó ingresos por 7.9 millones de pesos; se recuperó cartera por 26.8 millones de pesos; se obtuvo la devolución de 52 millones de pesos de impuestos a favor; y los gastos del administrador y de administrador del fideicomiso erogados se ubicaron 6.616% por debajo del año anterior.</span>
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</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En cuanto a los litigios con Celtic, se continuó con el proceso de apelación del juicio resolutivo relacionado con el pago parcial de las rentas adeudadas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Principales indicadores por segmento de negocio</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Durante el </span><span style="font-family:'Times New Roman'; font-size:10pt">último trimestre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, l</span><span style="font-family:'Times New Roman'; font-size:10pt">as rentas por </span><span style="font-family:'Times New Roman'; font-size:10pt">m²</span><span style="font-family:'Times New Roman'; font-size:10pt"> del segmento industrial </span><span style="font-family:'Times New Roman'; font-size:10pt">alcanzaron los </span><span style="font-family:'Times New Roman'; font-size:10pt">US$</span><span style="font-family:'Times New Roman'; font-size:10pt">6.00</span><span style="font-family:'Times New Roman'; font-size:10pt">, un </span><span style="font-family:'Times New Roman'; font-size:10pt">11.8</span><span style="font-family:'Times New Roman'; font-size:10pt">% por encima del </span><span style="font-family:'Times New Roman'; font-size:10pt">4</span><span style="font-family:'Times New Roman'; font-size:10pt">T2</span><span style="font-family:'Times New Roman'; font-size:10pt">4</span><span style="font-family:'Times New Roman'; font-size:10pt">; </span><span style="font-family:'Times New Roman'; font-size:10pt">en el segmento </span><span style="font-family:'Times New Roman'; font-size:10pt">comercial fueron de Ps.</span><span style="font-family:'Times New Roman'; font-size:10pt">207.2 (+6.0</span><span style="font-family:'Times New Roman'; font-size:10pt">% vs. </span><span style="font-family:'Times New Roman'; font-size:10pt">4T24), impulsadas por renovaciones y ajustes inflacionarios; en el de oficinas se situaron en Ps.317.8, un ajuste de -2.2% vs. 4T24 derivado de la rotación estratégica de inquilinos; y en el educativo alcanzaron Ps.204.0, un +4.4% respecto al mismo trimestre del año previo</span><span style="font-family:'Times New Roman'; font-size:10pt">. </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:499.25pt">
<tr style="height:42.2pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#d8d8d8; border-top-style:solid; border-top-width:1pt; padding-left:0.75pt; padding-top:0.25pt; vertical-align:middle; width:50.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Sector</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-top-color:#d8d8d8; border-top-style:solid; border-top-width:1pt; padding-right:0.75pt; padding-top:0.25pt; vertical-align:middle; width:53.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">ABR</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(m²)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#d8d8d8; border-top-style:solid; border-top-width:1pt; padding-left:0.75pt; padding-top:0.25pt; vertical-align:middle; width:51.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Ocupación</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(%)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-top-color:#d8d8d8; border-top-style:solid; border-top-width:1pt; padding-right:0.75pt; padding-top:0.25pt; vertical-align:middle; width:57.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Participación</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">en</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">los</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Ingresos</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> (%)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#d8d8d8; border-top-style:solid; border-top-width:1pt; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.25pt; vertical-align:middle; width:44.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Absorción</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> (m²)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#d8d8d8; border-top-style:solid; border-top-width:1pt; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.25pt; vertical-align:middle; width:71.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">En </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">comercialización</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> (m²)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#d8d8d8; border-top-style:solid; border-top-width:1pt; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.25pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">4T2</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">5</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">MXN/m²</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#d8d8d8; border-top-style:solid; border-top-width:1pt; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.25pt; vertical-align:middle; width:61.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">4T2</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">4</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">MXN/m²</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#d8d8d8; border-top-style:solid; border-top-width:1pt; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.25pt; vertical-align:middle; width:38.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Δ</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(%)</span>
</p>
</td>
</tr>
<tr style="height:14.95pt">
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:0.75pt; padding-top:0.25pt; vertical-align:middle; width:50.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Comercial</span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-top:0.25pt; vertical-align:middle; width:53.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">160,834</span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-top:0.25pt; vertical-align:middle; width:51.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">9</span><span style="font-family:'Times New Roman'; font-size:10pt">3.4</span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-top:0.25pt; vertical-align:middle; width:57.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">44.0</span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-top:0.25pt; vertical-align:middle; width:44.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">8900</span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-top:0.25pt; vertical-align:middle; width:71.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">10,615</span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-top:0.25pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">207</span><span style="font-family:'Times New Roman'; font-size:10pt">.2</span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-top:0.25pt; vertical-align:middle; width:61.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">195.5</span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-top:0.25pt; vertical-align:middle; width:38.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">11.8</span>
</p>
</td>
</tr>
<tr style="height:15.7pt">
<td style="border-bottom-color:#374d81; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; padding-left:0.75pt; vertical-align:middle; width:50.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Industrial</span>
</p>
</td>
<td style="border-bottom-color:#374d81; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:53.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">248,791</span>
</p>
</td>
<td style="border-bottom-color:#374d81; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:51.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">95.5</span>
</p>
</td>
<td style="border-bottom-color:#374d81; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:57.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">38.0</span>
</p>
</td>
<td style="border-bottom-color:#374d81; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:44.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">1800</span>
</p>
</td>
<td style="border-bottom-color:#374d81; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:71.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">11,195</span>
</p>
</td>
<td style="border-bottom-color:#374d81; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">6.00</span><span style="font-family:'Times New Roman'; font-size:10pt"> USD/m²</span>
</p>
</td>
<td style="border-bottom-color:#374d81; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:61.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">5.34 USD/m²</span>
</p>
</td>
<td style="border-bottom-color:#374d81; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:38.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">6.0</span>
</p>
</td>
</tr>
<tr style="height:15.7pt">
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#374d81; border-top-style:solid; border-top-width:1.5pt; padding-left:0.75pt; vertical-align:middle; width:50.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Oficinas</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#374d81; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:53.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">36,491</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#374d81; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:51.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">51.9</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#374d81; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:57.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">6.0</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#374d81; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:44.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">8412</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#374d81; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:71.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">1</span><span style="font-family:'Times New Roman'; font-size:10pt">7,552</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#374d81; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt">17</span><span style="font-family:'Times New Roman'; font-size:10pt">.8</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#374d81; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:61.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">325.1</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#374d81; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:38.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">(2.2)</span>
</p>
</td>
</tr>
<tr style="height:15.7pt">
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; padding-left:0.75pt; vertical-align:middle; width:50.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Escolar</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:53.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">39,116</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:51.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">100.0</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:57.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">12.0</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:44.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">0</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:71.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">0</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">204.0</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:61.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">196.5</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:38.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">4.</span><span style="font-family:'Times New Roman'; font-size:10pt">4</span>
</p>
</td>
</tr>
<tr style="height:15.7pt">
<td style="border-bottom-color:#004d4d; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; padding-left:0.75pt; vertical-align:middle; width:50.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Total</span>
</p>
</td>
<td style="border-bottom-color:#004d4d; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:53.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">485,232</span>
</p>
</td>
<td style="border-bottom-color:#004d4d; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:51.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">9</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">3.1</span>
</p>
</td>
<td style="border-bottom-color:#004d4d; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:57.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">100.0</span>
</p>
</td>
<td style="border-bottom-color:#004d4d; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:44.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">19,112</span>
</p>
</td>
<td style="border-bottom-color:#004d4d; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:71.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">39,362</span>
</p>
</td>
<td style="border-bottom-color:#004d4d; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:56.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="border-bottom-color:#004d4d; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:61.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="border-bottom-color:#004d4d; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:38.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Roboto Light'; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Roboto Light'; font-size:8pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:484.15pt">
<tr style="height:19.6pt">
<td rowspan="2" style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Medium'; font-size:9pt; color:#ffffff">Segmento*</span>
</p>
</td>
<td colspan="3" style="background-color:#44546a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:192.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Medium'; font-size:9pt; color:#ffffff">Renta/m</span><span style="font-family:'Roboto Medium'; font-size:6pt; vertical-align:super; color:#ffffff">2</span>
</p>
</td>
<td colspan="3" style="background-color:#44546a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:192.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Medium'; font-size:9pt; color:#ffffff">Ocupación</span>
</p>
</td>
</tr>
<tr style="height:19.6pt">
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Medium'; font-size:9pt; color:#ffffff">4T25</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Medium'; font-size:9pt; color:#ffffff">4T24</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Medium'; font-size:9pt; color:#ffffff">∆%</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Medium'; font-size:9pt; color:#ffffff">4T25</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Medium'; font-size:9pt; color:#ffffff">4T24</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Medium'; font-size:9pt; color:#ffffff">∆ pb</span>
</p>
</td>
</tr>
<tr style="height:11.75pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3d8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3pt; padding-right:3pt; vertical-align:bottom; width:78.05pt">
<p style="margin:0pt">
<span style="font-family:'Roboto Medium'; font-size:8pt">Industrial</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">USD$ 6.0</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">USD$ 5.3</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">11.8%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">95.5%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">99.9%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">(440)</span>
</p>
</td>
</tr>
<tr style="height:11.75pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:bottom; width:78.05pt">
<p style="margin:0pt">
<span style="font-family:'Roboto Medium'; font-size:8pt">Comercial</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">$207.2</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">$195.5</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">6.0%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">93.4%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">91.9%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">150</span>
</p>
</td>
</tr>
<tr style="height:11.75pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:bottom; width:78.05pt">
<p style="margin:0pt">
<span style="font-family:'Roboto Medium'; font-size:8pt">Oficinas</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">$317.8</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">$325.1</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">(</span><span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">2.2)%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">51.9%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">48.8%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">310</span>
</p>
</td>
</tr>
<tr style="height:11.75pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:bottom; width:78.05pt">
<p style="margin:0pt">
<span style="font-family:'Roboto Medium'; font-size:8pt">Educativo</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">$204.0</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">$196.5</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">4.4%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">100.0%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">100.0%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:59.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:8pt; color:#5a5a5a">0</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:85.05pt; border:none">
</td>
<td style="width:66.35pt; border:none">
</td>
<td style="width:66.35pt; border:none">
</td>
<td style="width:66.35pt; border:none">
</td>
<td style="width:66.35pt; border:none">
</td>
<td style="width:66.35pt; border:none">
</td>
<td style="width:66.35pt; border:none">
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Roboto Light'; font-size:7pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Roboto Light'; font-size:10.5pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-align:justify">
<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
</p>
<p style="margin:0pt">
<a name="_Hlk191640508" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Desempeño del Portafolio Fibra Plus</span></a>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Se presentan a continuación las métricas operativas al cierre del 4T25 correspondientes a los activos propiedad exclusiva de Fibra Plus: el Portafolio Baja California y Galerías Metropolitanas Autlán (adquiridos en el cuarto trimestre de 2017); el Portafolio Sonora (adquirido inicialmente en 2018 y con expansiones en 2023); la Torre Arcos (con inicio de operaciones en 2019); la Torre Premier (inaugurada en el 4T19); el Portafolio T-MEC III (adquirido en agosto de 2021); el portafolio Saltillo —anteriormente GT </span><span style="font-family:'Times New Roman'; font-size:10pt">Plastics</span><span style="font-family:'Times New Roman'; font-size:10pt">— (adquirido en diciembre de 2022), y Shops Santa Fe (incorporado en 2024). Asimismo, destaca el avance de la Plaza Metropolitana Salina Cruz, la cual al cierre del ejercicio se encuentra</span><span style="font-family:'Times New Roman'; font-size:10pt"> operando con algunos inquilinos, en tanto el Ancla del supermercado inicia la operación.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Portafolio Baja California</span><span style="width:4.14pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ingresos (millones de </span><span style="font-family:'Times New Roman'; font-size:10pt">pesos) </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">51.5</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">ABR m2</span><span style="width:0.16pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">40,279</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ocupación (%)</span><span style="width:11.19pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> 100</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Vigencia Total Promedio ponderada (</span><span style="font-family:'Times New Roman'; font-size:10pt">años) </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">3.82</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Portafolio Sonora</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ingresos (millones de </span><span style="font-family:'Times New Roman'; font-size:10pt">pesos) </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">72.8</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">ABR m2</span><span style="width:0.16pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">62,926</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ocupación (%)</span><span style="width:11.19pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> 100</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Vigencia Total Promedio </span><span style="font-family:'Times New Roman'; font-size:10pt">Ponderada (</span><span style="font-family:'Times New Roman'; font-size:10pt">años)</span><span style="width:4.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">4.23</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">TMEC-III</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ingresos (millones de pesos)</span><span style="width:29.85pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> 5</span><span style="font-family:'Times New Roman'; font-size:10pt">6.2</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">ABR m2</span><span style="width:0.16pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> 46,521</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ocupación (%)</span><span style="width:11.19pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">85.6%</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Vigencia Total (años)</span><span style="width:20.81pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> 4.</span><span style="font-family:'Times New Roman'; font-size:10pt">23</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Galerías Metropolitanas Autlán</span><span style="width:17.93pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ingresos (millones de pesos)</span><span style="width:29.85pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> 5.</span><span style="font-family:'Times New Roman'; font-size:10pt">8</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">ABR m2</span><span style="width:0.16pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> 5,017</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ocupación (%)</span><span style="width:11.19pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> 7</span><span style="font-family:'Times New Roman'; font-size:10pt">8.4%</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Vigencia Total Promedio Ponderada (</span><span style="font-family:'Times New Roman'; font-size:10pt">años) </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">3.52</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Torre Arcos</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ingresos (millones de pesos)</span><span style="width:29.85pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> 0.</span><span style="font-family:'Times New Roman'; font-size:10pt">9</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">ABR m2</span><span style="width:0.16pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> 4,831</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ocupación (%)</span><span style="width:11.19pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">4.7%</span><span style="font-family:'Times New Roman'; font-size:10pt">g</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Vigencia Total Promedio Ponderada (</span><span style="font-family:'Times New Roman'; font-size:10pt">años) </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">2.07</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Torre Premier</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ingresos (millones de pesos)</span><span style="width:29.85pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> 0.</span><span style="font-family:'Times New Roman'; font-size:10pt">8</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">ABR m2</span><span style="width:0.16pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> 5,631</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ocupación (%)</span><span style="width:11.19pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">7.6%</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Vigencia Total (años)</span><span style="width:20.81pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> 2.</span><span style="font-family:'Times New Roman'; font-size:10pt">07</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">GT </span><span style="font-family:'Times New Roman'; font-size:10pt">Plastics</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ingresos (millones de pesos)</span><span style="width:29.85pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">5.2</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">ABR m2</span><span style="width:0.16pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> 4,564</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ocupación (%)</span><span style="width:11.19pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> 100</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Vigencia Total (años)</span><span style="width:20.81pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">8</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="-aw-bookmark-end:_Hlk191640508"></span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Desempeño del Portafolio Fibra HD</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre del trimestre, </span><span style="font-family:'Times New Roman'; font-size:10pt">la</span><span style="font-family:'Times New Roman'; font-size:10pt"> cartera</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Fibra HD</span><span style="font-family:'Times New Roman'; font-size:10pt"> se integró por 41 proyectos estabilizados. El área bruta rentable fue de 306 mil m2 e incluyó 19 proyectos comerciales con un total de 157 mil m2, 9 propiedades industriales con un total de 95 mil m2, 6 propiedades del sector educativo con un total de 39 mil m2 y 7 propiedades en el sector de oficinas con un total de 16 mil m2. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Nuestras propiedades están ubicadas en 24 ciudades y en 19 estados de la república. Destacan el Estado de México y la Ciudad de México, que concentran un 34% del ABR.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El componente comercial se conforma por 19 proyectos, con un 51% del ABR total y 93.1% de ocupación. El segmento industrial se integra por 9 propiedades, esto es, 31% del ABR total y 100% de ocupación. El </span><span style="font-family:'Times New Roman'; font-size:10pt">sector educativo se integra por 7 propiedades, 13% del ABR y con un 100% de ocupación.</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">El componente de oficinas se integra por 6 propiedades, 5% del ABR con un 5</span><span style="font-family:'Times New Roman'; font-size:10pt">8.1</span><span style="font-family:'Times New Roman'; font-size:10pt">% de ocupación.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El sector comercial e industrial continúan siendo los impulsores de crecimiento de Fibra HD, los cuales generaron el 56.67% y 21.29% de los ingresos totales, respectivamente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">La ocupación global del portafolio fue de 9</span><span style="font-family:'Times New Roman'; font-size:10pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt">.10%, con vencimiento promedio de 4.0</span><span style="font-family:'Times New Roman'; font-size:10pt">4</span><span style="font-family:'Times New Roman'; font-size:10pt"> años. Cerca del 57.9% del ABR vence del 2027 en adelante.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, la renta promedio ponderada en el sector comercial incrementó </span><span style="font-family:'Times New Roman'; font-size:10pt">6.0</span><span style="font-family:'Times New Roman'; font-size:10pt">% anual, a un precio de Ps.</span><span style="font-family:'Times New Roman'; font-size:10pt">207.2</span><span style="font-family:'Times New Roman'; font-size:10pt"> /m2, mientras que para el sector industrial se presentó un incremento del </span><span style="font-family:'Times New Roman'; font-size:10pt">11.8</span><span style="font-family:'Times New Roman'; font-size:10pt">% en comparación con el 4T2</span><span style="font-family:'Times New Roman'; font-size:10pt">4</span><span style="font-family:'Times New Roman'; font-size:10pt">, terminando a $</span><span style="font-family:'Times New Roman'; font-size:10pt">6.0</span><span style="font-family:'Times New Roman'; font-size:10pt"> dólares /m2. El segmento educación incrementó 4.</span><span style="font-family:'Times New Roman'; font-size:10pt">4</span><span style="font-family:'Times New Roman'; font-size:10pt">% con relación al 4T2</span><span style="font-family:'Times New Roman'; font-size:10pt">4</span><span style="font-family:'Times New Roman'; font-size:10pt">, mientras que para oficinas el avance fue de </span><span style="font-family:'Times New Roman'; font-size:10pt">-2.20</span><span style="font-family:'Times New Roman'; font-size:10pt">%.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">De los contratos firmados en el trimestre, vistos por ABR, los más representativos pertenecieron al sector comercial, los cuales corresponden principalmente al inmueble Punto Mochis, y las oficinas, mayoritariamente en Periférico Norte.</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">A la fecha se tienen 15,508 m2 en comercialización. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Ind</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">icadores De Nuestra Cartera </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:451pt">
<tr style="height:25.05pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#d8d8d8; border-top-style:solid; border-top-width:1pt; padding-left:0.75pt; padding-top:0.25pt; vertical-align:middle; width:71.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#1f3763">Sector</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-top-color:#d8d8d8; border-top-style:solid; border-top-width:1pt; padding-right:0.75pt; padding-top:0.25pt; vertical-align:middle; width:76.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#1f3763">ABR </span>
</p>
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#1f3763">(m²)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#d8d8d8; border-top-style:solid; border-top-width:1pt; padding-left:0.75pt; padding-top:0.25pt; vertical-align:middle; width:71.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#1f3763">Ocupación </span>
</p>
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#1f3763">(%)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#d8d8d8; border-top-style:solid; border-top-width:1pt; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.25pt; vertical-align:middle; width:79.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#1f3763">4T2</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#1f3763">5</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#1f3763"> </span>
</p>
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#1f3763">MXN/m²</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#d8d8d8; border-top-style:solid; border-top-width:1pt; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.25pt; vertical-align:middle; width:87.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#1f3763">4T2</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#1f3763">4</span>
</p>
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#1f3763"> MXN/m²</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-top-color:#d8d8d8; border-top-style:solid; border-top-width:1pt; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.25pt; vertical-align:middle; width:55.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#1f3763">Δ</span>
</p>
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#1f3763"> (%)</span>
</p>
</td>
</tr>
<tr style="height:12.7pt">
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:0.75pt; padding-top:0.25pt; vertical-align:middle; width:71.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#1f3763">Comercial</span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-top:0.25pt; vertical-align:middle; width:76.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">161,672</span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-top:0.25pt; vertical-align:middle; width:71.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">93.40%</span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-top:0.25pt; vertical-align:middle; width:79.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">207.2</span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-top:0.25pt; vertical-align:middle; width:87.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">195.5</span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-top:0.25pt; vertical-align:middle; width:55.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">6</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="border-bottom-color:#374d81; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; padding-left:0.75pt; vertical-align:middle; width:71.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#1f3763">Industrial</span>
</p>
</td>
<td style="border-bottom-color:#374d81; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:76.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">248,</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">791</span>
</p>
</td>
<td style="border-bottom-color:#374d81; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:71.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">95.50%</span>
</p>
</td>
<td style="border-bottom-color:#374d81; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:79.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">USD$6.0</span>
</p>
</td>
<td style="border-bottom-color:#374d81; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:87.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">USD$5.3</span>
</p>
</td>
<td style="border-bottom-color:#374d81; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:55.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">11.8</span>
</p>
</td>
</tr>
<tr style="height:4.9pt">
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#374d81; border-top-style:solid; border-top-width:1.5pt; padding-left:0.75pt; vertical-align:middle; width:71.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#1f3763">Oficinas</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#374d81; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:76.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">22,</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">955</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#374d81; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:71.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">51.90%</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#374d81; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:79.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">317.8</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#374d81; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:87.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">325.1</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#374d81; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:55.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">-2.2</span>
</p>
</td>
</tr>
<tr style="height:17.05pt">
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; padding-left:0.75pt; vertical-align:middle; width:71.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#1f3763">Escolar</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:76.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">39,</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">115</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:71.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">100.</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">00%</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:79.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">204</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:87.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">195.5</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:55.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">4.</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">4</span>
</p>
</td>
</tr>
<tr style="height:1.25pt">
<td style="border-bottom-color:#004d4d; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; padding-left:0.75pt; vertical-align:middle; width:71.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#1f3763">Total</span>
</p>
</td>
<td style="border-bottom-color:#004d4d; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:76.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">472,533</span>
</p>
</td>
<td style="border-bottom-color:#004d4d; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:71.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763">93.10%</span>
</p>
</td>
<td style="border-bottom-color:#004d4d; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:79.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763"> </span>
</p>
</td>
<td style="border-bottom-color:#004d4d; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:87.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f3763"> </span>
</p>
</td>
<td style="border-bottom-color:#004d4d; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:55.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Vencimiento de arrendamientos</span>
</p>
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:justify; line-height:107%; font-size:9pt">
<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de </span><span style="font-family:'Times New Roman'; font-size:10pt">2025</span><span style="font-family:'Times New Roman'; font-size:10pt">, el promedio ponderado de la vigencia de los contratos de arrendamiento de los inmuebles de la cartera (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">WALT</span><span style="font-family:'Times New Roman'; font-size:10pt">) se situó en </span><span style="font-family:'Times New Roman'; font-size:10pt">4.04 años</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
</p>
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Esta cifra muestra una sólida estabilidad en la base de arrendatarios, comparándose favorablemente con los </span><span style="font-family:'Times New Roman'; font-size:10pt">4.10 años</span><span style="font-family:'Times New Roman'; font-size:10pt"> registrados al cierre de 2024. La ligera variación se explica por el transcurso natural de los contratos vigentes y la estrategia de renovaciones anticipadas que la Administración ha ejecutado para mitigar riesgos de desocupación. Es importante destacar que los sectores con las vigencias más amplias continúan siendo el </span><span style="font-family:'Times New Roman'; font-size:10pt">Educativo</span><span style="font-family:'Times New Roman'; font-size:10pt"> (con contratos de largo plazo) e </span><span style="font-family:'Times New Roman'; font-size:10pt">Industrial</span><span style="font-family:'Times New Roman'; font-size:10pt">, lo que garantiza una visibilidad de ingresos predecible para los próximos ejercicios.</span>
</p>
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Vencimiento de los contratos de Arrendamiento:</span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:416pt">
<tr style="height:31.95pt">
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#d8d8d8; border-top-style:solid; border-top-width:1pt; padding-left:0.75pt; padding-top:0.25pt; vertical-align:middle; width:82.7pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Vencimiento</span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-top-color:#d8d8d8; border-top-style:solid; border-top-width:1pt; padding-right:0.75pt; padding-top:0.25pt; vertical-align:middle; width:71.7pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Rentas anuales (miles de pesos)</span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#d8d8d8; border-top-style:solid; border-top-width:1pt; padding-left:0.75pt; padding-top:0.25pt; vertical-align:middle; width:66.65pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:right; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">% del Total</span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-top-color:#d8d8d8; border-top-style:solid; border-top-width:1pt; padding-right:0.75pt; padding-top:0.25pt; vertical-align:middle; width:95.75pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:right; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">ABR (m²)</span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-top-color:#d8d8d8; border-top-style:solid; border-top-width:1pt; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.25pt; vertical-align:middle; width:91.7pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:right; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">% del Total</span>
</p>
</td>
</tr>
<tr style="height:9.35pt">
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; padding-left:0.75pt; vertical-align:middle; width:82.7pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">< 1 año</span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:71.7pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">240,212</span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:66.65pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:right; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 29.84 </span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:95.75pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:right; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">66,578 </span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:91.7pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:right; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">15.38</span>
</p>
</td>
</tr>
<tr style="height:9.35pt">
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; padding-left:0.75pt; vertical-align:middle; width:82.7pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Entre 1 y 2 años</span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:71.7pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">66,324</span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:66.65pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:right; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 8.24 </span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:95.75pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:right; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">41,800 </span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:91.7pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:right; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">9.66</span>
</p>
</td>
</tr>
<tr style="height:9.35pt">
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; padding-left:0.75pt; vertical-align:middle; width:82.7pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Entre 2 y 3 años</span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:71.7pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">156,496</span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:66.65pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:right; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 19.44 </span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:95.75pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:right; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">85,464 </span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:91.7pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:right; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">19.75</span>
</p>
</td>
</tr>
<tr style="height:9.35pt">
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; padding-left:0.75pt; vertical-align:middle; width:82.7pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Entre 3 y 4 años</span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:71.7pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">20,818</span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:66.65pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:right; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 2.59 </span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:95.75pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:right; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">11,397 </span>
</p>
</td>
<td style="border-bottom-color:#b5c1df; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:91.7pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:right; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">2.63</span>
</p>
</td>
</tr>
<tr style="height:9.35pt">
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; padding-left:0.75pt; vertical-align:middle; width:82.7pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Posteriores</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:71.7pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">321,175</span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:66.65pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:right; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 39.90 </span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:95.75pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:right; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">227,523 </span>
</p>
</td>
<td style="border-bottom-color:#007373; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#b5c1df; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:91.7pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:right; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">52.57</span>
</p>
</td>
</tr>
<tr style="height:9.35pt">
<td style="border-bottom-color:#004d4d; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; padding-left:0.75pt; vertical-align:middle; width:82.7pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Total</span>
</p>
</td>
<td style="border-bottom-color:#004d4d; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:71.7pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">805,025</span>
</p>
</td>
<td style="border-bottom-color:#004d4d; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:66.65pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:right; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">100.00 </span>
</p>
</td>
<td style="border-bottom-color:#004d4d; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:95.75pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:right; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">432,762 </span>
</p>
</td>
<td style="border-bottom-color:#004d4d; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1.5pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1.5pt; border-top-color:#007373; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:91.7pt">
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:right; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">100.00</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Calibri Light'; font-size:9pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Impacto Covid-19 en los resultados</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Todos los diferimientos otorgados a inquilinos como apoyo COVID fueron cobrados y no se presentaron nuevas solicitudes</span><span style="font-family:'Times New Roman'; font-size:10pt"> en 2025</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">i)</span><span style="font:7.0pt 'Times New Roman'">                    </span><a name="_Toc465886088" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Desempeño de los Activos</span><span style="-aw-bookmark-end:_Toc256000305"></span><span style="-aw-bookmark-end:_Toc256000074"></span></a><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic"> del Fideicomiso, incluyendo los principales índices de la industria </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">inmobiliaria: Net </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Operating</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Income</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">, </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Funds</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">from</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Operation</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">, cartera vencida, etc.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<a name="_Hlk191641019" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt">A continuación, se presentan las métricas operativas al cierre del 4T25 correspondientes a los activos que integran el portafolio en operación exclusivo de Fibra Plus: el Portafolio Baja California y Galerías Metropolitanas Autlán (adquiridos en el cuarto trimestre de 2017); el Portafolio Sonora (adquirido en el tercer trimestre de 2018); la Torre Arcos (con inicio de operaciones en 2019); la Torre Premier (inaugurada en el 4T19); el Portafolio T-MEC III (adquirido en agosto de 2021); el portafolio Saltillo (adquirido en diciembre de 2022) y Shops Santa Fe (incorporado en 2024). Asimismo, destaca el progreso de la Plaza Metropolitana Salina Cruz, la cual al cierre del ejercicio se encuentra en etapa de comercialización y arranque operativo, habiéndose consolidado la entrega de locales a marcas ancla, incluyendo a Soriana, que opera bajo el formato de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Shadow Anchor</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span></a>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Portafolio Baja California</span><span style="width:32.35pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">ABR m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span><span style="width:34.96pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:70.8pt"></span><span style="width:83pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:153.8pt"></span><span style="font-family:'Times New Roman'; font-size:10pt">40,279</span><span style="width:34.7pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ocupación (%)</span><span style="width:11.19pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">100</span>
</p>
<p style="margin:0pt; text-indent:-35.4pt; text-align:justify; padding-left:35.4pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Eficiencia de la cartera cobrada</span><span style="width:17.98pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> 100%</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Margen NOI (%)</span><span style="width:3.14pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">96.2%</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Precio Ponderado mensual (USD$ / m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span><span style="width:18.64pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> 4.</span><span style="font-family:'Times New Roman'; font-size:10pt">23</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Vigencia Total (años)</span><span style="width:20.81pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">3.</span><span style="font-family:'Times New Roman'; font-size:10pt">52</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="width:36pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">TMEC-III</span><span style="width:27pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">ABR m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span><span style="width:34.96pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:70.8pt"></span><span style="width:83pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:153.8pt"></span><span style="font-family:'Times New Roman'; font-size:10pt">46,521</span><span style="width:34.7pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ocupación (%)</span><span style="width:11.19pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">100</span>
</p>
<p style="margin:0pt; text-indent:-35.4pt; text-align:justify; padding-left:35.4pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Eficiencia de la cartera cobrada</span><span style="width:17.98pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> 100%</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Margen NOI (%)</span><span style="width:3.14pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">97.0</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Precio Ponderado </span><span style="font-family:'Times New Roman'; font-size:10pt">mensual (</span><span style="font-family:'Times New Roman'; font-size:10pt">USD$ / m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span><span style="width:18.64pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> 4.</span><span style="font-family:'Times New Roman'; font-size:10pt">38</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Vigencia Total (años)</span><span style="width:20.81pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">3.8</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Portafolio Sonora</span><span style="width:32.17pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">ABR m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span><span style="width:0.16pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">62,926</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ocupación (%)</span><span style="width:11.19pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">100</span>
</p>
<p style="margin:0pt; text-indent:-35.4pt; text-align:justify; padding-left:35.4pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Eficiencia de la cartera cobrada</span><span style="width:17.98pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> 100%</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Margen NOI (%)</span><span style="width:3.14pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">95.</span><span style="font-family:'Times New Roman'; font-size:10pt">8</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Precio Ponderado (USD$ / m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span><span style="width:18.46pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">4.</span><span style="font-family:'Times New Roman'; font-size:10pt">23</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Vigencia Total (años)</span><span style="width:20.81pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">4.23</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Galerías Metropolitanas Autlán</span><span style="width:7.9pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">ABR m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span><span style="width:0.16pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">5,017</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ocupación (%)</span><span style="width:11.19pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">7</span><span style="font-family:'Times New Roman'; font-size:10pt">8.4</span>
</p>
<p style="margin:0pt; text-indent:-35.4pt; text-align:justify; padding-left:35.4pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Eficiencia de la cartera cobrada</span><span style="width:17.98pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">8</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">%</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Margen NOI (%)</span><span style="width:3.14pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">82.0</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Precio Ponderado (</span><span style="font-family:'Times New Roman'; font-size:10pt">Ps</span><span style="font-family:'Times New Roman'; font-size:10pt">. / m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span><span style="width:31.51pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">1</span><span style="font-family:'Times New Roman'; font-size:10pt">42</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Vigencia Total (años)</span><span style="width:20.81pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">3.52</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Torre Arcos</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">ABR m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span><span style="width:0.16pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">4,831</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ocupación (%)</span><span style="width:11.19pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">4.7</span>
</p>
<p style="margin:0pt; text-indent:-35.4pt; text-align:justify; padding-left:35.4pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Eficiencia de la cartera cobrada</span><span style="width:17.98pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> 100%</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Margen NOI (%)</span><span style="width:3.14pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt">2</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Precio Ponderado (</span><span style="font-family:'Times New Roman'; font-size:10pt">Ps</span><span style="font-family:'Times New Roman'; font-size:10pt">. / m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span><span style="width:31.51pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">2</span><span style="font-family:'Times New Roman'; font-size:10pt">65</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Vigencia Total (años)</span><span style="width:20.81pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">2.07</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Torre Premier</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">ABR m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span><span style="width:0.16pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">5,631</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ocupación (%)</span><span style="width:11.19pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">7.6</span>
</p>
<p style="margin:0pt; text-indent:-35.4pt; text-align:justify; padding-left:35.4pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Eficiencia de la cartera cobrada</span><span style="width:17.98pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt"> 2</span><span style="font-family:'Times New Roman'; font-size:10pt">8</span><span style="font-family:'Times New Roman'; font-size:10pt">%</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Margen NOI (%)</span><span style="width:3.14pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">NA</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Precio Ponderado (</span><span style="font-family:'Times New Roman'; font-size:10pt">Ps</span><span style="font-family:'Times New Roman'; font-size:10pt">. / m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">2</span><span style="font-family:'Times New Roman'; font-size:10pt">80</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Vigencia Total (años)</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">2.</span><span style="font-family:'Times New Roman'; font-size:10pt">07</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">GT </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Plastics</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ingresos (millones de pesos)</span><span style="width:3.35pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:117.5pt"></span><span style="font-family:'Times New Roman'; font-size:10pt">5.2</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">ABR 4,564</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ocupación (%) 100</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Vigencia Total (años)</span><span style="font-family:'Times New Roman'; font-size:10pt">8</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="-aw-bookmark-end:_Hlk191641019"></span><span style="font-family:'Calibri Light'; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Calibri Light'; font-size:9pt">Para la totalidad de Fibra Plus, se presentan las siguientes </span><span style="font-family:'Calibri Light'; font-size:9pt">métricas:</span><span style="font-family:'Calibri Light'; font-size:9pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:416pt">
<tr style="height:15.75pt">
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:133pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">DE RESULTADOS</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff"> </span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:sub; color:#ffffff">(MILES DE PESOS)</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:104.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">12M2</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">5</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff"> Dictaminado</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:96.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">12M2</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">4</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff"> Dictaminado</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">∆%</span>
</p>
</td>
</tr>
<tr style="height:16.5pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:133pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Ingresos</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:104.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">830,750</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:96.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">799,632</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">3.89</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:133pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">ION</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:104.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">687,739</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:96.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">507,369</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">35</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">.55</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:133pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Margen ION</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:104.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">82.79%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:96.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">63.45%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#595959">(</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#595959">+1</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#595959">,</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#595959">934 pb</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#595959">)</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:133pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Utilidad (Pérdida) Neta Consolidada</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:104.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">$376,021</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:96.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">470,878</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">-20.14</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:133pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:104.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:96.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:133pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">DE BALANCE (MILES DE PESOS)</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:104.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">4T2</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">5</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff"> Dictaminado</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:96.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">4T2</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">4</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff"> Dictaminado</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">∆%</span>
</p>
</td>
</tr>
<tr style="height:16.5pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:133pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Activos Totales</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:104.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">19,486,628</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:96.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">18,445,507</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#595959">5.6</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#595959">%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:133pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Propiedades de Inversión</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:104.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">18,372,437</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:96.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">17,334,138</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#595959">5.99</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#595959">%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:133pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Deuda</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:104.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">$6,161,656</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:96.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">5,744,915</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#595959">7.2</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#595959">5</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#595959">%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:133pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Patrimonio Total</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:104.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">$12,390,539</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:96.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">11,993,099</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#595959">3.31</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#595959">%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:133pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Patrimonio Total / CBFI (</span><span style="font-family:'Times New Roman'; font-size:10pt">Ps</span><span style="font-family:'Times New Roman'; font-size:10pt">.)</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:104.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">$18.40</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:96.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">18.90</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#595959">-2.65</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#595959">%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:133pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">NAV (Net </span><span style="font-family:'Times New Roman'; font-size:10pt">Asset</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">Value</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:104.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">$12,691,978</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:96.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">12,268,050</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#595959">3.46</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#595959">%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:133pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">NAV / CBFI (</span><span style="font-family:'Times New Roman'; font-size:10pt">Ps</span><span style="font-family:'Times New Roman'; font-size:10pt">.)</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:104.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">$18.88</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:96.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">19.33</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#595959">-2.33</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#595959">%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:133pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Endeudamiento (LTV)</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:104.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">31.62%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:96.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">30.48%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#595959">114</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#595959"> pb</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:133pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:104.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">638,176,752</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:96.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">1.66x</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#595959">0.57</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#595959">%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:133pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">OPERATIVOS</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:104.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">4T2</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">5 </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">Dictaminado</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:96.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">4T2</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">4</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff"> Dictaminado</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">∆%</span>
</p>
</td>
</tr>
<tr style="height:16.5pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:133pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Número de proyectos</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:104.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">55</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:96.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">59</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">-1.68%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:133pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">ABR total (m2)</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:104.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">634,665</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:96.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">645,485</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">-2.24%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:133pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">ABR en operación (m2)</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:104.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">472,532</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:96.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">483,288</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">0.0%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:133pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">ABR en estabilización (m2)</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:104.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">12,700</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:96.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">12,765</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">0.00%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:133pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">ABR en desarrollo (m2)</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:104.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">69,951</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:96.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">69,951</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">0.00%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:133pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">ABR en planeación (m2)</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:104.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">79,481</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:96.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">79,481</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">0.00%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:133pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Tasa de ocupación1</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:104.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">94.8%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:96.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">9</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">3.1</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#5a5a5a">%</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:53pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">+170</span><span style="font-family:'Times New Roman'; font-size:10pt"> pb</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Roboto Light'; font-size:7pt"> </span>
</p>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">i)</span><span style="font:7.0pt 'Times New Roman'">                    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Cumplimiento del plan de negocios y calendario de inversiones y, en su caso, desinversiones</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus </span><span style="font-family:'Times New Roman'; font-size:10pt">d</span><span style="font-family:'Times New Roman'; font-size:10pt"> los recursos provenientes de</span><span style="font-family:'Times New Roman'; font-size:10pt">stinó los recursos de</span><span style="font-family:'Times New Roman'; font-size:10pt"> la Oferta Pública Inicial y de la subsecuente Suscripción Preferente para Tenedores, al fondeo de los proyectos que se presentaron en el Prospecto de dicha Oferta Pública Inicial como Activos Iniciales, el Portafolio Home y demás adición de nuevos Activos a la Cartera. Dada la naturaleza de los procesos de desarrollo inmobiliario, los desembolsos se van haciendo a medida que la construcción y operación del Inmueble respectivo vayan avanzando, el remanente queda invertido en valores e instrumentos gubernamentales de renta fija. </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 20</span><span style="font-family:'Times New Roman'; font-size:10pt">2</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, se han iniciado obras en los siguientes proyectos:</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold">Portafolios en desarrollo y planeación</span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:484.3pt">
<tr style="height:25.6pt">
<td rowspan="2" style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#ffffff">Portafolio en desarrollo</span>
</p>
</td>
<td rowspan="2" style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:73.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#ffffff">Segmento</span>
</p>
</td>
<td rowspan="2" style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#ffffff">Fecha de entrega</span><span style="font-family:'Times New Roman'; font-size:6pt; vertical-align:super; color:#ffffff">1</span>
</p>
</td>
<td rowspan="2" style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:77pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#ffffff">Ubicación</span>
</p>
</td>
<td rowspan="2" style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#ffffff">ABR (m</span><span style="font-family:'Times New Roman'; font-size:6pt; vertical-align:super; color:#ffffff">2</span><span style="font-family:'Times New Roman'; font-size:9pt; color:#ffffff">) esperada</span>
</p>
</td>
<td rowspan="2" style="background-color:#44546a; border-bottom-color:#3d8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#ffffff">% ABR de la cartera total</span>
</p>
</td>
</tr>
<tr style="height:25.6pt">
<td style="width:0pt; height:25.6pt; border:none">
</td>
</tr>
<tr style="height:13.65pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Espacio Condesa</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:73.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Comercial</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">1S26E</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Cuauhtémoc, CDMX</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">23,527</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">3.</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">71</span><span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">%</span>
</p>
</td>
</tr>
<tr style="height:12.25pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Espacio Condesa</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:73.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Vivienda</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">Por definir </span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Cuauhtémoc, CDMX</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">7,977</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">1.24%</span>
</p>
</td>
</tr>
<tr style="height:13.3pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Espacio Condesa</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:73.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Oficinas</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">2S26E</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Cuauhtémoc, CDMX</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">38,447</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">6.06%</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:4.67pt; vertical-align:super; color:#595959">1</span><span style="font-family:'Times New Roman'; font-size:7pt; color:#595959">Pueden presentarse variaciones en el inicio de operaciones de entre (+/-) 6 meses. </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:4.67pt; vertical-align:super">2</span><span style="font-family:'Times New Roman'; font-size:7pt; color:#595959">Fecha estimada, dado que aún se está en búsqueda de fuentes de financiamiento para su desarrollo.</span><span style="width:7.91pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Durante el </span><span style="font-family:'Times New Roman'; font-size:10pt">4T25</span><span style="font-family:'Times New Roman'; font-size:10pt">, el ABR de las propiedades en planeación y desarrollo se mantuvo en 149,432 m², sin variaciones en comparación con el </span><span style="font-family:'Times New Roman'; font-size:10pt">cierre de 2024.</span><span style="font-family:'Times New Roman'; font-size:10pt"> Respecto al portafolio total</span><span style="font-family:'Times New Roman'; font-size:10pt"> consolidado, estos inmuebles representaron el 23.54% al cierre del trimestre, un ligero incremento marginal derivado de la estrategia de rotación de activos operativos realizada durante el ejercicio</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:484.3pt">
<tr style="height:34pt">
<td style="background-color:#44546a; border-bottom-color:#3c8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#ffffff">Portafolio en planeación</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3c8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:73.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#ffffff">Segmento</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3c8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#ffffff">Fecha de entrega</span><span style="font-family:'Times New Roman'; font-size:6pt; vertical-align:super; color:#ffffff">2</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3c8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:77pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#ffffff">Ubicación</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3c8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#ffffff">ABR (m</span><span style="font-family:'Times New Roman'; font-size:6pt; vertical-align:super; color:#ffffff">2</span><span style="font-family:'Times New Roman'; font-size:9pt; color:#ffffff">) esperada</span>
</p>
</td>
<td style="background-color:#44546a; border-bottom-color:#3c8fe8; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#ffffff">% ABR de la cartera total</span>
</p>
</td>
</tr>
<tr style="height:12.15pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3c8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Bora</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3c8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:73.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Vivienda</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3c8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Por Definir</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3c8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Cuajimalpa, CDMX</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3c8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">18,555</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3c8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">2.92%</span>
</p>
</td>
</tr>
<tr style="height:12.15pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3c8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Manzanillo</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3c8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:73.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Comercial</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3c8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Por definir</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3c8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Manzanillo, Colima</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3c8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">20,829</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#3c8fe8; border-top-style:solid; border-top-width:1.5pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">3.28%</span>
</p>
</td>
</tr>
<tr style="height:5.45pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Torre Premier (F2)</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:73.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Oficinas</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Por definir</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Villahermosa, Tabasco</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">3,828</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">0.60%</span>
</p>
</td>
</tr>
<tr style="height:5.45pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Vidarte Satélite</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:73.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Comercial</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Por definir</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Tlalnepantla, Edo. de Méx.</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">13,077</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">2.06.%</span>
</p>
</td>
</tr>
<tr style="height:19.8pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Vidarte Satélite</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:73.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Oficinas</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Por definir</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Tlalnepantla, Edo. de Méx.</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">12,600</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">1.99%</span>
</p>
</td>
</tr>
<tr style="height:19.8pt">
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Ciudad del Carmen</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:73.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Oficinas</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Por definir</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Cd. del Carmen, Campeche</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">18,555</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:8pt; color:#5a5a5a">2.92%</span>
</p>
</td>
</tr>
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<td colspan="4" style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; border-top-color:#bfbfbf; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:316.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">Total</span><span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a"> de portafolio en desarrollo</span><span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a"> y planeación</span>
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</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:72.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">149,432</span>
</p>
</td>
<td style="border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:72.75pt">
<p style="margin:0pt; text-indent:-35.4pt; text-align:center; padding-left:35.4pt">
<span style="font-family:'Times New Roman'; font-size:8pt; color:#5a5a5a">23.15%</span>
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</td>
</tr>
<tr style="height:0pt">
<td style="width:79.75pt; border:none">
</td>
<td style="width:80.3pt; border:none">
</td>
<td style="width:79.75pt; border:none">
</td>
<td style="width:84pt; border:none">
</td>
<td style="width:79.75pt; border:none">
</td>
<td style="width:79.75pt; border:none">
</td>
</tr>
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<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Calendario de Desinversiones.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">En lo concerniente a la gestión de salida, Fibra Plus determina el momento y las condiciones propicias para realizar y capturar la plusvalía de sus inversiones una vez que los activos han alcanzado su etapa de desarrollo y estabilización. Si bien el plazo para la desinversión es determinado por el Comité Técnico —y, en su caso, por la Asamblea de Tenedores cuando la operación represente el 20% o más del patrimonio—, la estrategia se ejecuta respetando estrictamente las restricciones de plazos y permanencia aplicables bajo las disposiciones fiscales vigentes para las </span><span style="font-family:'Times New Roman'; font-size:10pt">FIBRAs</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre del ejercicio 2025, como parte del proceso de optimización del portafolio y especialización de activos, la Administración consolidó una estrategia activa de rotación de activos no estratégicos. Durante el año, se concretó exitosamente la venta de los inmuebles Barrio Reforma (Sevilla y Niza), La Roca, Plaza San Antonio y el componente de oficinas de </span><span style="font-family:'Times New Roman'; font-size:10pt">Héredit</span><span style="font-family:'Times New Roman'; font-size:10pt"> Acueducto, sumando una desinversión total de $3</span><span style="font-family:'Times New Roman'; font-size:10pt">24</span><span style="font-family:'Times New Roman'; font-size:10pt"> millones de pesos.</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Como parte de la consolidación de la plataforma conjunta con Fibra HD, el objetivo primordial es mantener un portafolio de alta calidad que contribuya a la generación incremental de valor. En este contexto, el activo de usos mixtos </span><span style="font-family:'Times New Roman'; font-size:10pt">Héredit</span><span style="font-family:'Times New Roman'; font-size:10pt"> Acueducto permanece bajo una estrategia de desinversión por unidad privativa. </span><span style="font-family:'Times New Roman'; font-size:10pt">E</span><span style="font-family:'Times New Roman'; font-size:10pt">l Fideicomiso continúa gestionando la salida de las unidades restantes conforme se presenten condiciones de mercado óptimas para maximizar las tasas de capitalización (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">cap</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">rates</span><span style="font-family:'Times New Roman'; font-size:10pt">).</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 2025, el portafolio destinado a la desinversión se integra por 31 activos, con un valor de avalúo consolidado de $3,869 millones de pesos. De dicho portafolio, el 42% del valor total se encuentra en una fase avanzada de realización. </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Asimismo, destacan las ofertas aceptadas durante el año y que se encuentran en proceso de cierre por 483 millones de pesos, correspondientes a los activos Olab, La Pilita y Duraznos, respecto de los cuales, a la fecha del presente informe, se han recibido anticipos de compraventa; Casa Grande, cuya venta se concluyó en febrero de 2026 y en la que se obtuvo una oferta 26.3% superior a su valor de avalúo 2024 y 17.7% superior a su avalúo 2025; y Los Corales, respecto del cual continúa en curso el </span><span style="font-family:'Times New Roman'; font-size:10pt">due</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">diligence</span><span style="font-family:'Times New Roman'; font-size:10pt"> por parte del comprador.</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">D</span><span style="font-family:'Times New Roman'; font-size:10pt">esde el inicio del proceso de desinversión, las operaciones concluidas y en proceso de cierre acumulaban más de 1,100 millones de pesos</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Esta estrategia de rotación de activos no solo permite fortalecer la liquidez </span><span style="font-family:'Times New Roman'; font-size:10pt">del Fideicomiso, sino que asegura la vanguardia tecnológica y arquitectónica de los inmuebles remanentes, alineando el portafolio con los estándares de rentabilidad y sostenibilidad de la plataforma institucional.</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">i)</span><span style="font:7.0pt 'Times New Roman'">                    </span><a name="_Toc465886090" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Informe</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic"> de deudores relevantes</span><span style="-aw-bookmark-end:_Toc256000307"></span><span style="-aw-bookmark-end:_Toc256000076"></span></a><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Ninguno de los Inmuebles relacionados con los Activos, presentan retraso o incumplimiento ni se encuentran en proceso administrativo o judicial alguno. Tampoco existen cuentas por cobrar relevantes que pudieran comprometer la estabilidad de la operación de la empresa.</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; page-break-after:avoid">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><a name="_Hlk39063121" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Contratos y acuerdos relevantes</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">.</span></a>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">i)</span><span style="font:7.0pt 'Times New Roman'">                    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Fideicomiso Fibra Plus</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus fue constituido mediante un contrato de fideicomiso celebrado en la Ciudad de México, bajo la Legislación Aplicable con Banco Azteca, S.A., Institución de Banca Múltiple, Dirección Fiduciaria, como Fiduciario del Fideicomiso F/1110, de fecha 13 de julio de 2016 y el respectivo convenio modificatorio y de </span><span style="font-family:'Times New Roman'; font-size:10pt">re-expresión</span><span style="font-family:'Times New Roman'; font-size:10pt"> de dicho contrato de fideicomiso, de fecha 14 de octubre de 2016. Dicho Fideicomiso tiene la duración necesaria para el cumplimiento de sus fines de conformidad con la Cláusula Vigésima Tercera del Fideicomiso.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre del 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, las principales oficinas de Fibra Plus se encontraban ubicadas en Av. Santa Fe no. 498 </span><span style="font-family:'Times New Roman'; font-size:10pt">Oficina</span><span style="font-family:'Times New Roman'; font-size:10pt"> I Col. Santa Fe Cuajimalpa, Cuajimalpa de Morelos, CP 05348 Ciudad de México, Teléfono 55 75 88 02 50.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Se tiene como objetivo principal proporcionar retornos atractivos con riesgo ajustado a largo plazo para los Tenedores, mediante Distribuciones de Efectivo, la apreciación de sus Activos y la captura de las plusvalías.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">ii)</span><span style="font:7.0pt 'Times New Roman'">                   </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Contrato de Administración y Asesoría, Contrato de Desarrollo y Contrato de Gestión</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Contrato de Administración y Asesoría.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En términos del Fideicomiso, con fecha 21 de octubre de 2016, se celebró el Contrato de Administración y </span><span style="font-family:'Times New Roman'; font-size:10pt">En términos del Fideicomiso, con fecha 21 de octubre de 2016, se celebró el Contrato de Administración y Asesoría con el Administrador, a efectos de que éste lleve a cabo la prestación de todos los servicios relacionados con la administración de la Cartera, en términos de dicho contrato. </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Conforme al Contrato de Administración y Asesoría, el Administrador será responsable de prestar al Fideicomiso, de manera exclusiva, los Servicios de Administración, Asesoría, Operación y Mantenimiento. El Administrador será responsable, de manera general, de prestar los servicios de administración, asesoría, representación, planeación y coordinación del Fideicomiso, incluyendo sin limitar, la administración, operación y mantenimiento de los Activos, los Contratos de Arrendamiento, la supervisión de desarrollos inmobiliarios, obra y construcción, supervisión de cumplimiento de obligaciones de comercialización o de cualquier tipo a cargo de los desarrolladores de proyectos inmobiliarios, la facturación y cobranza de las Rentas, la facturación y cobranza de las cuotas de mantenimiento, la negociación y firma de los Contratos de Arrendamiento y sus renovaciones y/o prorrogas, de conformidad con las políticas, términos y condiciones que para tal efecto autorice el Comité Técnico, la definición y en su caso modificación, de la planeación estratégica de cada uno de los proyectos, que el Administrador proporcionará al Fiduciario en los términos y condiciones del propio Contrato de Administración y Asesoría.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Para mayor detalle del Contrato de Administración y Asesoría, favor de ver la sección “2. EL FIDEICOMISO – FIBRA PLUS – e) Administrador – </span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) Obligaciones y responsabilidades del Administrador” del presente documento.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Para dichos efectos, el Administrador podrá subcontratar con terceros la prestación de los Servicios de Administración, Asesoría, Operación y Mantenimiento, siendo en todo momento el responsable de </span><span style="font-family:'Times New Roman'; font-size:10pt">los mismos</span><span style="font-family:'Times New Roman'; font-size:10pt"> frente al Fideicomiso y los Tenedores.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Contrato de Desarrollo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En términos del Fideicomiso, con fecha 21 de octubre de 2016, el Administrador celebró con el Desarrollador, el Contrato de Servicios de Desarrollo. La celebración de este contrato permitirá que el Desarrollador preste </span><span style="font-family:'Times New Roman'; font-size:10pt">al Administrador todos los servicios relacionados con el desarrollo (incluyendo proyecto, construcción, comercialización, estabilización, etc.) de los Activos que formarán parte de la Cartera. </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Servicios.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En términos generales, el Desarrollador estará a cargo de la administración y supervisión de cada proyecto inmobiliario desde su inicio y hasta su conclusión y entrega al Administrador.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Desarrollador presta los siguientes servicios de conformidad con los términos y condiciones previstos en el Contrato de Desarrollo, incluyendo sin limitar, la coordinación y administración de los trabajos a ser realizados por las personas con las que el Desarrollador celebre contratos de obra y construcción, así como los trabajos realizados por personas con las que, en su caso, celebre contratos de prestación de servicios para el cumplimiento de sus obligaciones al amparo del Contrato de Desarrollo.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Desarrollador, respecto de cada proyecto inmobiliario, se obliga a la realización de las siguientes actividades:</span>
</p>
<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 37.05pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Llevar a cabo estudios sobre la viabilidad financiera y técnica del proyecto inmobiliario de que se trate, así como cualquier estudio preliminar que se requiera, incluyendo de manera enunciativa más no limitativa, estudios en materia ambiental, impacto vial, mecánica de suelos y mercado.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 72pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="2" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 37.05pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Obtener todos los permisos y factibilidades para la correcta ejecución de la obra.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="3" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 37.05pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Elaborar y presentar, para aprobación del Administrador, un plan de negocios y, en caso de aprobación por parte del Administrador, elaborar el proyecto de desarrollo una vez adquirida la propiedad.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="4" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 37.05pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Implementar el proyecto de desarrollo y el plan de negocios de que se trate.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="5" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 37.05pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Llevar a cabo la supervisión de la ejecución del proyecto de desarrollo de que se trate, incluyendo la supervisión de la obra y trabajos relacionados con el desarrollo del proyecto inmobiliario.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="6" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 37.05pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Llevar a cabo la supervisión de la ejecución del plan de negocios de que se trate.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="7" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 37.05pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Celebrar, para el debido cumplimiento de sus obligaciones bajo el Contrato de Desarrollo, los contratos de obra y construcción y cualquier otro contrato de prestación de servicios que, en su caso y a discreción del Desarrollador sea requerido para la ejecución del proyecto de desarrollo o plan de negocios, pudiendo definir términos y condiciones de dichos contratos.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="8" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 37.05pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Llevar a cabo la administración de la ejecución los proyectos inmobiliarios, conforme a sus respectivos planes de negocios y proyectos de desarrollo, hasta su conclusión y entrega.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="9" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 37.05pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; letter-spacing:-0.05pt">Otorgar las garantías</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; letter-spacing:-0.05pt"> suficientes </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; letter-spacing:-0.05pt">a </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">satisfacción</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; letter-spacing:-0.05pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; letter-spacing:-0.05pt">del Administrador, </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; letter-spacing:-0.05pt">para el cumplimiento de los servicios aquí listados, hasta </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; letter-spacing:-0.05pt">la conclusión y entrega de</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; letter-spacing:-0.05pt">l proyecto inmobiliario de que se trate </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">y celebrar cualesquiera documentos, convenios, contratos o acuerdos para cumplir con lo anterior, incluyendo el requerimiento de fianzas aplicables señalando al Fideicomiso como beneficiario de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">las mismas</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="10" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 42.05pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Llevar a cabo la coordinación arquitectónica y de ingeniería de cada proyecto inmobiliario.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="11" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 42.05pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Llevar a cabo la administración presupuestal de obra de cada proyecto inmobiliario de conformidad con su respectivo proyecto de desarrollo.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="12" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 42.05pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Constituir los regímenes de propiedad en condominio que fuesen requeridos o aplicables respecto a cada proyecto inmobiliario, en los casos que se requiera.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="13" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 42.05pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Generar los informes y reportes relativos a cada proyecto inmobiliario que conforme a al Contrato de Desarrollo deban ser entregados a criterio del Administrador. </span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="14" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 42.05pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Llevar a cabo la coordinación general de cada proyecto inmobiliario conforme a su respectivo proyecto de desarrollo y al plan de negocios.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="15" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 42.05pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Gestionar a nombre del Administrador la obtención de los permisos y licencias requeridas para el desarrollo de cada proyecto inmobiliario.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="16" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 42.05pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Coordinar y supervisar a las </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">personas con las que celebre contratos de obra y construcción, así a las personas con las que, en su caso, celebre contratos de prestación de servicios para el cumplimiento de sus obligaciones al amparo del Contrato de Desarrollo</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="17" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 42.05pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.05pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Aprobar</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; letter-spacing:-0.05pt"> el avance de los trabajos realizados y los servicios prestados bajo los contratos de obra y construcción y/o los contratos de prestación de servicios.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt"> </span>
</p>
<ol start="18" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 42.05pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Llevar a cabo procesos de control de calidad de cada una de las etapas de desarrollo de los proyectos de desarrollo y de los planes de negocio.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="19" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 42.05pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Administrar, en su caso, el almacén de cada proyecto inmobiliario. </span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="20" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 42.05pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Realizar</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; letter-spacing:-0.05pt"> cualquier otra actividad que le sea encomendada en términos del Contrato de Administración y Asesoría, los contratos </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">de obra y construcción y/o los contratos de prestación de servicios. </span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="21" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 42.05pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Comercializar los proyectos inmobiliarios y, en su caso, sugerir los alcances y llevar a cabo las negociaciones para la renta de los inmuebles que integren los proyectos inmobiliarios. </span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="22" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 42.05pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Indicar desviaciones y en su caso sugerir acciones para la corrección de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">las mismas</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">, incluyendo mejoras.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="23" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 42.05pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Reportar de manera periódica al Administrador los avances y desviaciones relacionadas con el proyecto de desarrollo y el plan de negocios de que se trate.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="24" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 42.05pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Contratar o hacer que las constructoras contraten durante la ejecución del proyecto de desarrollo y hasta la entrega al Administrador del proyecto inmobiliario de que se trate, los seguros necesarios con cobertura en términos de mercado para proyectos similares, incluyendo sin limitar, seguros de responsabilidad civil frente a terceros, daños materiales, siniestros, obra, entre otros.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="25" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 42.05pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Proponer al Administrador para su autorización, un plan de entrega-recepción del proyecto inmobiliario de que se trate.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="26" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 42.05pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Celebrar los contratos necesarios o convenientes para el cumplimiento del Contrato de Administración y Asesoría.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="27" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 42.05pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Elaborar los correspondientes manuales de operación.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="28" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 42.05pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Ejecutar cualquier cambio al Proyecto de desarrollo o al plan de negocios conforme a las instrucciones del Administrador.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="29" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 42.05pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Efectuar labores relacionadas con post – venta y garantías tales como arreglos de vicios ocultos. </span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="30" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 42.05pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">En su caso, contratación de créditos durante la obra. </span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 72pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.05pt">El Desarrollador deberá prestar los servicios listados en su propio nombre y por su cuenta para el beneficio del Administrador y del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.05pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.05pt">Los servicios podrán realizarse por el Desarrollador directamente o a través de sus afiliadas u prestadores de servicios que contrate al efecto, en el entendido que, el Desarrollador (i) deberá notificar al Administrador de cualquier contrato de prestación de servicios que desee celebrar con cualesquiera prestadores de servicios, previamente a su celebración y deberá presentarle para su aprobación el modelo de contrato que desee celebrar y (ii) deberá incluir en todos los contratos de prestación de servicios: (a) que el Fideicomiso y el Administrador no tendrá relación directa ni obligación alguna frente al prestador de servicios, por lo que el único responsable de cumplir con todas las obligaciones derivadas de los contratos de prestación de servicios será exclusivamente el Desarrollador; (b) que el Desarrollador será responsable frente al Administrador por la puntualidad y calidad de los servicios prestados por todas los prestadores de servicios que contrate al efecto y (c) disposiciones que permitan al Administrador supervisar de manera directa el cumplimiento de las obligaciones a cargo del prestador de servicios correspondiente y, en su caso la obligación del prestador de servicios de entregar al Administrador copia de cada informe que deba entregar al Desarrollador en términos del contrato de prestación de servicios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.05pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.05pt">Lo dispuesto en el párrafo anterior, también será aplicable para la celebración de los contratos de obra y construcción.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.05pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.05pt">En todo caso, el Desarrollador no tiene ni tendrá, en ningún caso, la facultad ni poder para obligar al Fideicomiso y al Administrador frente a algún prestador de servicios, las constructoras u otro tercero.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Destitución del Desarrollador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.05pt; color:#ff0000"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Desarrollador podrá ser destituido por incurrir en una Conducta de Destitución.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En términos del Contrato de Desarrollo, se actualizaría una Conducta de Destitución en los siguientes casos:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-indent:-18.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(a)</span><span style="font:7.0pt 'Times New Roman'">     </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">un incumplimiento significativo del Contrato de Desarrollo, por parte del Desarrollador;</span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-indent:-18.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(b)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">la existencia de fraude respecto de los actos de un Ejecutivo;</span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-indent:-18.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(c)</span><span style="font:7.0pt 'Times New Roman'">     </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">la existencia de dolo o mala fe respecto de los actos de un Ejecutivo que sean materiales o que causen una pérdida al Administrador y/o al Patrimonio del Fideicomiso; </span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-indent:-18.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(d)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">la existencia de negligencia inexcusable respecto de los actos de un Ejecutivo con relación al Contrato de Desarrollo que sean materiales o que causen una pérdida al Administrador; </span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-indent:-18.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(e)</span><span style="font:7.0pt 'Times New Roman'">     </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">la condena por un delito grave (sancionado con pena de prisión de más de 6 (seis) meses) en contra de un Ejecutivo; </span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-indent:-18.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(f)</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">que el Fideicomiso de Control transmita los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> de los que sea titular en contravención a lo previsto en el Fideicomiso de Control, salvo que la transmisión correspondiente esté autorizada de conformidad con dicho Fideicomiso de Control;</span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-indent:-18.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(g)</span><span style="font:7.0pt 'Times New Roman'">     </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">que el Desarrollador entre en un proceso de liquidación o disolución y que el proceso respectivo no sea desechado dentro de los 90 (noventa) Días Hábiles siguientes a la fecha de presentación de la solicitud o demanda que haya </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">dado inicio a</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> dicho proceso, o que un tribunal competente declare el concurso mercantil o la quiebra del Desarrollador o éste presente una solicitud para obtener una resolución en tal sentido;</span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-indent:-18.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(h)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">que cualquier declaración efectuada por el Desarrollador en cualquier documento relacionado con los servicios prestados y/o el Contrato de Desarrollo, que se demuestre que fue incorrecta en </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">cualquier aspecto sustancial al momento de hacerse o entregarse y continúe siendo incorrecta en cualquier aspecto sustancial por un periodo de 90 (noventa) días naturales contados a partir de la fecha en que se le notifique por escrito de dicho incumplimiento y le sea requerido subsanar el mismo, o</span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-indent:-18.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(i)</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">una violación grave o reiterada de las leyes aplicables del mercado de valores, por parte del Desarrollador o un Ejecutivo. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Lo anterior, en el entendido que no se considerará una Conducta de Destitución si cualquiera de los </span><span style="font-family:'Book Antiqua'; font-size:10pt">eventos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> mencionados en los incisos </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">(a)</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">(c)</span><span style="font-family:'Book Antiqua'; font-size:10pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">(d)</span><span style="font-family:'Book Antiqua'; font-size:10pt"> y (</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">e)</span><span style="font-family:'Book Antiqua'; font-size:10pt"> anteriores, son subsanados por el Desarrollador dentro de los 90 (noventa) días siguientes a que el Desarrollador tuvo conocimiento de la sentencia respectiva y, que cualquiera de las conductas de destitución realizadas por un Ejecutivo, sean subsanadas por el Desarrollador (i) a través de la terminación del contrato laboral correspondiente con el Ejecutivo; (ii) reparando los daños causados al Fideicomiso por virtud de dicha conducta y (iii) realizando sus mejores esfuerzos para mitigar cualquier daño a la reputación del Fideicomiso, en cada caso, dentro de los 90 (noventa) días siguientes a que el Desarrollador tuvo conocimiento de dicha determinación. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Asimismo, el Desarrollador podrá ser destituido si la Asamblea de Tenedores con el voto favorable de los tenedores que representen por lo menos el 66% (sesenta y seis por ciento) de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> , en circulación autoriza e instruye al Fiduciario para que en su carácter de socio mayoritario del Administrador realice todos los actos necesarios y suficientes para que </span><span style="font-family:'Times New Roman'; font-size:10pt">el Administrador</span><span style="font-family:'Times New Roman'; font-size:10pt"> termine el Contrato de Desarrollo; en el entendido que la Asamblea de Tenedores, deberá necesariamente tomar el acuerdo respectivo con base en argumentos por los cuales se acredite la incompetencia del Desarrollador a tal grado que su desempeño se encuentra persistente y ostensiblemente por debajo de los estándares de la industria, debiendo al efecto justificar su decisión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.05pt; color:#ff0000"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Vigencia.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Contrato de Desarrollo tendrá una vigencia de 10 (diez) años forzosos para ambas partes a partir de su fecha de firma, en tanto no haya una Conducta de Destitución en términos de dicho contrato causa grave justificada, no se podrá terminar. El contrato se renovará automáticamente por periodos de 10 (diez) años en la medida en que no se dé por terminado por cualquiera de las Partes, mediante notificación por escrito y vía correo certificado, con por lo menos 6 (seis) meses de anticipación a la fecha de su terminación. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Si el Contrato de Desarrollo es terminado </span><span style="font-family:'Times New Roman'; font-size:10pt">(i) por acuerdo de la Asamblea de Tenedores con el voto favorable de los Tenedores que representen por lo menos el 66% (sesenta y seis por ciento) de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación, o (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) porque el Fiduciario dé por terminado el Contrato de Desarrollo en forma anticipada por cualquier causa que no constituya una Conducta de Destitución en términos del Contrato de Desarrollo, se deberá pagar al Desarrollador, por concepto de pena convencional, el monto equivalente al promedio de la contraprestación pagada al Desarrollador durante los 3 (tres) meses previos a la terminación, multiplicado por el número de meses que hubieren transcurrido desde (a) la terminación del Contrato de Desarrollo hasta la fecha de vencimiento, es decir hasta el 10° (décimo) aniversario, o (b) tratándose de una renovación automática, la terminación del Contrato de Desarrollo hasta la fecha de vencimiento del Contrato de Desarrollo renovado. Para efectos de claridad, en caso de estar ubicados en una vigencia de renovación a que se refiere el inciso (b) de este párrafo, el pago en cuestión deberá efectuarse por el período de vigencia restante del Contrato de Desarrollo renovado, sin que se entienda en ningún caso incluidos los períodos de renovación automática siguientes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#ff0000"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Lo anterior en el entendido que cualquiera de las Partes podrá dar por terminado el Contrato de Desarrollo sin responsabilidad alguna por motivos significativos. Se considerará que existen motivos significativos si una de las Partes ha presentado una solicitud para iniciar un procedimiento de insolvencia sobre su patrimonio, o si ya ha iniciado el procedimiento de insolvencia contra una de las partes.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Contraprestación.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">En términos del Contrato de Desarrollo, respecto de cada proyecto inmobiliario, el</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Desarrollador tendrá derecho a recibir como contraprestación por la prestación de sus servicios, el monto equivalente al 8% (ocho por ciento) del valor total de la obra más el correspondiente impuesto al valor agregado, excluyendo el costo del terreno y cualquier comisión e incluyendo, en caso de que el Desarrollador lleve a cabo el desarrollo del proyecto en cuestión de manera directa, el monto equivalente al 8% (ocho por ciento) de dichos costos suaves. Para efectos de lo anterior, se entenderán como costos suaves lo siguiente: </span><span style="font-family:'Book Antiqua'; font-size:10pt">Todos aquellos costos que no están relacionados a un costo directo de construcción pero que se necesitan para llevar a cabo el desarrollo, entre otros </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.05pt">proyectos, trámites diversos y licencias, estudios e ingenierías. Esta contraprestación deberá pagarse conforme el avance financiero del proyecto particular.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">[Sección de página intencionalmente en blanco]</span>
</p>
<p style="margin:0pt 0pt 8pt; line-height:108%; font-size:10pt">
<br style="page-break-before:always; clear:both" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Contrato de Gestión. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En términos del Fideicomiso, con fecha 21 de octubre de 2016, el Administrador celebró el Contrato de Prestación de Servicios de Administración (el “</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">Contrato de Gestión</span><span style="font-family:'Times New Roman'; font-size:10pt">”) a efectos de que el Gestor de Negocios pueda llevar a cabo la prestación de servicios relacionados con la administración, operación y mantenimiento de los diversos Inmuebles relacionados con los Activos que, de tiempo en tiempo, formarán parte de la Cartera. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Servicios.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">De conformidad con el Contrato de Gestión, el Gestor de Negocios deberá prestar, de manera general, </span><span style="font-family:'Times New Roman'; font-size:10pt">los servicios de administración, operación y mantenimiento de los Activos que integren el Patrimonio del Fideicomiso de tiempo en tiempo, incluyendo, sin limitar, la administración, operación y mantenimiento de los Contratos de Arrendamiento, la facturación y cobranza de las Rentas, la facturación y cobranza de las cuotas de mantenimiento, la negociación y firma de los Contratos de Arrendamiento y sus renovaciones y/o prórrogas, de conformidad con las políticas, términos y condiciones que para tal efecto autorice el Comité Técnico. Asimismo, prestará los siguientes servicios específicos:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 30.5pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Conformar, evaluar y ajustar el equipo de operación en la Cartera.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="2" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 30.5pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Elaborar un resumen de cada Contrato de Arrendamiento / Arrendatario.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="3" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 30.5pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Creación de un informe integral de gastos del Activo que corresponda (servicios, impuestos, etc.) para ser compartido con el equipo designado por </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">el Administrador</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="4" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 30.5pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Examinar y revisar los alcances y las especificaciones para contratar todos los servicios que se requieran para la operación de la Cartera. </span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="5" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 30.5pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Crear y entregar un plan para la retención de Arrendatarios. </span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="6" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 30.5pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Crear, examinar y revisar el presupuesto actual de cada Activo y presentarlo para su aprobación al Administrador.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="7" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 30.5pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Completar un informe minucioso de cada Activo.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="8" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 30.5pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Iniciar medidas necesarias en situaciones de emergencia, notificado por escrito al Administrador.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="9" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 30.5pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Será responsable de revisar y atender lo relacionado con facturas, créditos o recibos de pago, cuentas, Rentas, seguros, correspondencia, etc. </span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="10" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 35.5pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Administración de la relación con Arrendatarios.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="11" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 35.5pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Gestión de Conservación y Mantenimiento.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="12" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 35.5pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Comercialización integral de la Cartera.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="13" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 35.5pt; text-indent:0pt; text-align:justify; padding-left:0.5pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Información y Control Administrativo y Contable de la Cartera.</span>
</li>
</ol>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Destitución del Gestor.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Gestor podrá ser destituido por incurrir en una Conducta de Destitución.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En términos del Contrato de Gestión, se actualizaría una Conducta de Destitución en los siguientes casos:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-indent:-18.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(a)</span><span style="font:7.0pt 'Times New Roman'">     </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">un incumplimiento significativo del Contrato de Gestión, por parte del Gestor;</span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-indent:-18.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(b)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">la existencia de fraude respecto de los actos de un Ejecutivo;</span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-indent:-18.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(c)</span><span style="font:7.0pt 'Times New Roman'">     </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">la existencia de dolo o mala fe respecto de los actos de un Ejecutivo que sean materiales o que causen una pérdida a Fibra Plus Management y/o al Patrimonio del Fideicomiso; </span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-indent:-18.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(d)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">la existencia de negligencia inexcusable respecto de los actos de un Ejecutivo con relación al Contrato de Gestión que sean materiales o que causen una pérdida a Fibra Plus Management; </span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-indent:-18.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(e)</span><span style="font:7.0pt 'Times New Roman'">     </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">la condena por un delito grave (sancionado con pena de prisión de más de 6 (seis) meses) en contra de un Ejecutivo; </span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-indent:-18.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(f)</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">que el Fideicomiso de Control transmita los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> de los que sea titular en contravención a lo previsto en el Fideicomiso de Control, salvo que la transmisión correspondiente esté autorizada de conformidad con dicho Fideicomiso de Control;</span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-indent:-18.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(g)</span><span style="font:7.0pt 'Times New Roman'">     </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">que el Gestor entre en un proceso de liquidación o disolución y que el proceso respectivo no sea desechado dentro de los 90 (noventa) Días Hábiles siguientes a la fecha de presentación de la solicitud o demanda que haya </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">dado inicio a</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> dicho proceso, o que un tribunal competente declare el concurso mercantil o la quiebra del Gestor o éste presente una solicitud para obtener una resolución en tal sentido;</span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-indent:-18.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(h)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">que cualquier declaración efectuada por el Gestor en cualquier documento relacionado con los servicios que preste y/o el Contrato de Gestión, que se demuestre que fue incorrecta en cualquier aspecto sustancial al momento de hacerse o entregarse y continúe siendo incorrecta en cualquier aspecto sustancial por un periodo de 90 (noventa) días naturales contados a partir de la fecha en que se le notifique por escrito de dicho incumplimiento y le sea requerido subsanar el mismo, o</span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0.05pt 0pt 36.75pt; text-indent:-18.75pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(i)</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">una violación grave o reiterada de las leyes aplicables del mercado de valores, por parte del Gestor o un Ejecutivo. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Lo anterior, en el entendido que no se considerará una Conducta de Destitución si cualquiera de los eventos mencionados en los incisos (a), (c), (d) y (e) anteriores, son subsanados por el Administrador dentro de los 90 (noventa) días siguientes a que el Gestor de Negocios tuvo conocimiento de la sentencia respectiva y, que cualquiera de las conductas de destitución realizadas por un Ejecutivo, sean subsanadas por el Gestor de Negocios (i) a través de la terminación del contrato laboral correspondiente con el Ejecutivo; (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) reparando los daños causados al Fideicomiso por virtud de dicha conducta y (</span><span style="font-family:'Times New Roman'; font-size:10pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt">) realizando sus mejores esfuerzos para mitigar cualquier daño a la reputación del Fideicomiso, en cada caso, dentro de los 90 (noventa) días siguientes a que el Gestor de Negocios tuvo conocimiento de dicha determinación. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Asimismo, el Gestor de Negocios podrá ser destituido si la Asamblea de Tenedores con el voto favorable de los Tenedores que representen por lo menos el 66% (sesenta y seis por ciento) de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación; autoriza e instruye al Fiduciario del Fideicomiso para que en su carácter de socio mayoritario del Administrador realice todos los actos necesarios y suficientes para que </span><span style="font-family:'Times New Roman'; font-size:10pt">el Administrador</span><span style="font-family:'Times New Roman'; font-size:10pt"> termine el Contrato de Gestión; en el entendido que la Asamblea de Tenedores, deberá necesariamente tomar el acuerdo respectivo con base en argumentos por los cuales se acredite la incompetencia del Gestor a tal grado que su desempeño se encuentra persistente y ostensiblemente por debajo de los estándares de la industria, debiendo al efecto justificar su decisión.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Vigencia.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">El Contrato de Gestión tendrá una vigencia de 10 (diez) años forzosos para ambas partes a partir de su fecha de firma, en tanto no haya una Conducta de Destitución en términos de dicho contrato o causa grave justificada, no se podrá terminar. El contrato se renovará automáticamente por </span><span style="font-family:'Book Antiqua'; font-size:10pt">periodos de 10 (diez) años en la medida en que no se dé por terminado por cualquiera de las Partes mediante notificación por escrito y vía correo certificado, con por lo menos 6 (seis) meses de anticipación a la fecha de su terminación. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Si el Contrato de Gestión es terminado (i) por acuerdo de la Asamblea de Tenedores con el voto favorable de los Tenedores que representen por lo menos el 66% (sesenta y seis por ciento) de los CBFIs en circulación, o (ii) porque el Fiduciario dé por terminado el Contrato de Gestión en forma anticipada por cualquier causa que no constituya una Conducta de Destitución en términos del Contrato de Gestión, el Gestor tendrá derecho a recibir, por concepto de pena convencional, el monto equivalente al promedio de la contraprestación pagada al Gestor durante los 3 (tres) meses previos a la terminación, multiplicado por el número de meses que hubieren transcurrido desde (a) la terminación del Contrato de Gestión hasta la fecha de vencimiento, es decir hasta el 10° (décimo) aniversario, o (b) tratándose de una renovación automática, la terminación del Contrato de Gestión hasta la fecha de vencimiento del Contrato de Gestión renovado. Para efectos de claridad, en caso de estar ubicados en una vigencia de renovación a que se refiere el inciso (b) de este párrafo, el pago en cuestión deberá efectuarse por el período de vigencia restante del Contrato de Gestión renovado, sin que se entienda en ningún caso incluidos los períodos de renovación automática siguientes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Cualquiera de las Partes podrá dar por terminado el Contrato de Gestión sin responsabilidad alguna por motivos significativos. Se considerará que existen motivos significativos si una de las Partes ha presentado una solicitud para iniciar un procedimiento de insolvencia sobre su patrimonio, o si ya ha iniciado el procedimiento de insolvencia contra una de las partes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="width:75pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:75pt"></span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En el caso de que el Fideicomiso de Control pierda la facultad de designar al menos el 45% (cuarenta y cinco por ciento) de los miembros del Comité Técnico, el Administrador gozará del derecho de terminar el contrato sin responsabilidad alguna.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Contraprestación.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Gestor de Negocios será compensado por los servicios definidos en el Contrato de Gestión mediante una comisión por administración </span><span style="font-family:'Times New Roman'; font-size:10pt">equivalente al 4.5% (</span><span style="font-family:'Times New Roman'; font-size:10pt">cuatro puntos</span><span style="font-family:'Times New Roman'; font-size:10pt"> cinco por ciento)</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffff00"> </span><span style="font-family:'Times New Roman'; font-size:10pt">del ingreso operativo neto más el impuesto al valor agregado (en el entendido que dicha contraprestación podrá ser utilizada para subcontratación de un tercero administrador que en su caso se decida). Esta comisión servirá para el reembolso de gastos si es que se decide contratar a un tercero administrador. Esta comisión será calculada mensualmente por el Administrador y enterada al Gestor de Negocios mensualmente de manera proporcional a los resultados del mes. Asimismo, el Gestor de Negocios tendrá derecho a recibir, según los mismos se generen, los costos por administración de la construcción y otros costos a que se refiere el Contrato de Gestión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Para efectos de lo anterior, se entiende por ingreso operativo neto a los ingresos por rentas (fijas y variables), cuotas de mantenimiento y otros ingresos relacionados a los Activos.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Asimismo, en términos del Contrato de Gestión, respecto de los Activos que formen parte del Patrimonio del Fideicomiso y que no hayan sido arrendados, el Gestor de Negocios deberá recibir del Administrador la cuota de mantenimiento correspondiente que se haya acordado previamente conforme el respectivo Contrato de Arrendamiento y el presupuesto correspondiente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Adicionalmente, en términos del Contrato de Gestión, en el caso de venta cualquier Activo, el Gestor de Negocios recibirá con posterioridad a la fecha en que dicho Activo se desincorpore del Patrimonio del Fideicomiso, una suma equivalente a la contraprestación cobrada en los últimos 2 (dos) meses correspondientes al Activo de que se trate, como consecuencia de su apoyo en la </span><span style="font-family:'Book Antiqua'; font-size:10pt">transacción de compraventa referida (por ejemplo, asistencia con la creación de expedientes para la venta, visitas, entre otros).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Por otro lado, de conformidad con el Contrato de Arrendamiento que corresponda a cada Activo que forme parte del Patrimonio del Fideicomiso, la contraprestación del Gestor de Negocios podría recuperarse total o parcialmente cuando, caso que así se establezca en el respectivo contrato, deban pagarla los Arrendatarios. En el caso de un pago parcial o perdido, el Administrador deberá asumir la cuota de administración correspondiente. A cualquier contraprestación, honorario o remuneración del Gestor de Negocios deberá incrementársele el impuesto al valor agregado correspondiente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">En el caso de que el Administrador haga uso para sí de los servicios del Gestor de Negocios o de su personal, después de que el Contrato de Gestión haya terminado, estos servicios serán facturados al Administrador a una tarifa en proporción del 150% (ciento cincuenta por ciento) de incremento de la contraprestación acordada, más impuesto al valor agregado. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">3.5.5 Estructura de administración.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">iii)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Contratos de Arrendamiento</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="-aw-bookmark-end:_Hlk39063121"></span><span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, se tienen firmados más de 6</span><span style="font-family:'Times New Roman'; font-size:10pt">25 </span><span style="font-family:'Times New Roman'; font-size:10pt">Contratos de Arrendamiento, con las </span><span style="font-family:'Times New Roman'; font-size:10pt">siguientes cláusulas estándar:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt">El pago de la Renta será preferentemente en Pesos, pudiendo ser en Dólares;</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">El pago de cualquier reparación que requiera el local u oficina, por los desperfectos causados por el Arrendatario, sus empleados, contratistas, clientes o visitante será por cuenta del Arrendatario.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">El Arrendatario será responsable de realizar el pago de cualquier servicio u obligación que haya quedado pendiente de cumplir al término del contrato.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Se procurará que todos los contratos tengan un incremento anual de las rentas equivalente al porcentaje en el que se haya incrementado el Índice Nacional de Precios al Consumidor que publique el Instituto Nacional de Estadística y Geografía, para el año en cuestión.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Correrá por cuenta del Arrendatario, en lo particular, la obtención de cualquier permiso o licencia que se necesite para la operación de su destino dentro del inmueble.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Los Arrendatarios se obligan a contratar un seguro que cubra el local u oficina arrendada entre otras cosas de cualquier perdida o daño causado por incendios, rayos, explosiones, fenómenos hidrometereológicos, terremotos, subversiones, daños ocasionados por aeronaves y vehículos, daños ocasionados por humo, vandalismo y actos delictuosos y demás riesgos.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Al concluir la vigencia del contrato, o si fuera rescindido o dado por terminado anticipadamente, el Arrendatario deberá desocupar el local y entregarlo físicamente al arrendador. También deberá retirar todos los muebles, equipos, instalaciones especiales y en general todos los muebles que por su naturaleza puedan ser retirados sin alterar o dañar la estructura y solidez del local u oficina; de lo contrario, quedarán en beneficio del local u oficina, sin que por tal motivo el Arrendatario tenga derecho a pago o compensación alguna.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Se procurará que el Arrendatario se obligue a conservar el local en buen estado, a responder de toda pérdida, reclamación por daños y perjuicios y responsabilidad civil que ocasione el arrendatario, sus empleados o personas dependientes, con motivo de los trabajos de decoración, mejoras y adecuaciones.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">El arrendador podrá dar por terminado anticipadamente el contrato entre otras causas, si existiese la falta de pago oportuno; asimismo si cualquier certificación, reporte, póliza o </span><span style="font-family:'Book Antiqua'; font-size:10pt">documento entregado con relación al contrato contiene información falsa; si el Arrendatario cede sus bienes en beneficio de sus arrendadores; si el Arrendatario cambia el giro de su negocio, o disminuye la calidad de su producto o demerita su imagen comercial a tal grado que afecte la imagen comercial del arrendador; o por cualquier otra causa establecida por ley.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">En todo contrato que se celebre, las partes expresamente se someterán a la jurisdicción de los tribunales competentes y leyes aplicables de la Ciudad de México. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">[Sección de página intencionalmente en blanco]</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><a name="_Toc256000325" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Administrador.</span></a>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">i)</span><span style="font:7.0pt 'Times New Roman'">                    </span><a name="_Toc465886109" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Fibra</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic"> Plus Management, S.C.</span><span style="-aw-bookmark-end:_Toc256000326"></span><span style="-aw-bookmark-end:_Toc256000136"></span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus Management, S.C. es una sociedad civil cuyo fin es prestar de manera exclusiva Servicios de Administración, Asesoría, Operación y Mantenimiento a Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Esta sociedad civil fue constituida el 3 de agosto de 2016, según escritura pública 15,747, otorgada ante la fe del Lic. Fernando Dávila Rebollar, titular de la Notaría número 235, actuando como suplente de Guillermo Aarón </span><span style="font-family:'Times New Roman'; font-size:10pt">Vigil</span><span style="font-family:'Times New Roman'; font-size:10pt"> Chapa, titular de la Notaría número 247. Fibra Plus es el titular de una parte social representativa del 99.9% </span><span style="font-family:'Times New Roman'; font-size:10pt">(noventa y </span><span style="font-family:'Times New Roman'; font-size:10pt">nueve puntos</span><span style="font-family:'Times New Roman'; font-size:10pt"> nueve por ciento)</span><span style="font-family:'Times New Roman'; font-size:10pt"> del capital social de esta sociedad. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre del 20</span><span style="font-family:'Times New Roman'; font-size:10pt">2</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, las principales oficinas de Fibra Plus se encontraban ubicadas en Av. Santa Fe no. 498 </span><span style="font-family:'Times New Roman'; font-size:10pt">Oficina</span><span style="font-family:'Times New Roman'; font-size:10pt"> I Col. Santa Fe Cuajimalpa, Cuajimalpa de Morelos, CP 05348 Ciudad de México, Teléfono 55 75 88 02 50.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">ii)</span><span style="font:7.0pt 'Times New Roman'">                   </span><a name="_Toc465886111" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Obligaciones</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic"> y responsabilidades del Administrador</span><span style="-aw-bookmark-end:_Toc256000328"></span><span style="-aw-bookmark-end:_Toc256000138"></span></a><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">.</span>
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<a name="_Hlk36054682" href="#" ><span style="-aw-bookmark-end:_Hlk39063241"></span><span style="font-family:'Times New Roman'; font-size:10pt">En términos del Contrato de Administración y Asesoría, el Administrador es el responsable de prestar al Fideicomiso, de manera exclusiva, los Servicios de Administración, Asesoría, Operación y Mantenimiento, que se describen a continuación. </span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt">El Administrador es responsable, de manera general, de prestar los </span><span style="font-family:'Times New Roman'; font-size:10pt">servicios de administración, asesoría, representación, planeación y coordinación del Fideicomiso, incluyendo sin limitar, la administración, operación y mantenimiento de los Activos, los Contratos de Arrendamiento, la supervisión de desarrollos inmobiliarios, obra y construcción, supervisión de cumplimiento de obligaciones de comercialización o de cualquier tipo a cargo de los desarrolladores de proyectos inmobiliarios, la facturación y cobranza de las Rentas, la facturación y cobranza de las cuotas de mantenimiento, la negociación y firma de los Contratos de Arrendamiento y sus renovaciones y/o prorrogas, de conformidad con las políticas, términos y condiciones que para tal efecto autorice el Comité Técnico, la definición y en su caso modificación, de la planeación estratégica de cada uno de los proyectos, que el Administrador proporcionará al Fiduciario en los términos y condiciones del propio Contrato de Administración y Asesoría.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Para dichos efectos el Administrador podrá subcontratar con terceros la prestación de los </span><span style="font-family:'Times New Roman'; font-size:10pt">Servicios de Administración, Asesoría, Operación y Mantenimiento, siendo en todo momento el responsable de </span><span style="font-family:'Times New Roman'; font-size:10pt">los mismos</span><span style="font-family:'Times New Roman'; font-size:10pt"> frente al Fideicomiso y los Tenedores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">De manera específica, el Administrador prestará y será responsable de llevar a cabo las siguientes actividades:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Servicios de administración</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">(a)</span><span style="width:25.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">La dirección, planeación y ejecución de todas las actividades relacionadas con la administración financiera del Fideicomiso; incluyendo sin limitar (i) elaborar los programas de trabajo y presupuestos de ingresos y egresos del Fideicomiso para la aprobación del Comité Técnico; (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">) revisar la correcta aplicación de los ingresos y egresos del Fideicomiso</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">, reportando al Comité Técnico las causas de las principales desviaciones presupuestales; (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">) ejecutar las funciones de caja y tesorería del Patrimonio del Fideicomiso; (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">iv</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">) elaborar y mantener actualizada la contabilidad del Fideicomiso y (v) preparar los estados financieros del Fideicomiso para la aprobación del Comité Técnico. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(b)</span><span style="width:24.94pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Supervisar el cumplimiento total y oportuno de las obligaciones fiscales derivadas del Fideicomiso y los Activos, incluyendo (i) el pago de los impuestos y derechos que correspondan; (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) la presentación de avisos y declaraciones fiscales y (</span><span style="font-family:'Times New Roman'; font-size:10pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt">) en caso de no haberse nombrado un Asesor Contable y </span><span style="font-family:'Times New Roman'; font-size:10pt">Fiscal en términos del Fideicomiso, prestar los servicios correspondientes a dicho cargo bajo el Fideicomiso y / o contratar uno que preste estos servicios. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(c)</span><span style="width:25.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Supervisar el cumplimiento oportuno de todas las obligaciones a cargo del Fideicomiso. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(d)</span><span style="width:24.94pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Coordinar y supervisar las actividades de los auditores internos y externos del Fideicomiso, así como de los asesores legales, técnicos y demás prestadores de servicios del Fideicomiso. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(e)</span><span style="width:25.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Coordinar y supervisar las actividades relacionadas con los recursos humanos que requiere el Fideicomiso para su operación, verificando que los responsables de las relaciones laborales paguen puntual y totalmente los salarios, prestaciones de seguridad social, honorarios y demás compensaciones que correspondan a dicho personal, a efecto de evitar contingencias a cargo del Patrimonio del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(f)</span><span style="width:26.61pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Desarrollar campañas de relaciones públicas en beneficio del Fideicomiso. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(g)</span><span style="width:24.94pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Llevar a cabo, negociar, coordinar y supervisar, conforme a las instrucciones del Comité Técnico, todas las actividades necesarias para adquirir, financiar, refinanciar, desarrollar y construir todo tipo de Activos, incluyendo la tramitación y obtención ante las autoridades competentes de cualesquiera licencias, permisos y autorizaciones que se requieran así como la celebración de todo tipo de contratos, convenios, acuerdos y documentos relacionados con cualquier actividad relacionada con el desarrollo inmobiliario y conservación y/o remodelación de inmuebles (incluyendo la Celebración del Contrato de Desarrollo).</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(h) </span><span style="width:22.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Contratar, coordinar y supervisar los servicios de administración, comercialización y desarrollo de los Activos a través de un tercero previamente aprobado por el Comité Técnico. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(i)</span><span style="width:27.16pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Contratar, coordinar y supervisar los servicios legales para obtener el cobro judicial de los adeudos de las Rentas en favor del Fideicomiso y la desocupación de los Activos de los inquilinos morosos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(j)</span><span style="width:27.16pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Supervisar el cumplimiento oportuno de las obligaciones derivadas de la Legislación Aplicable en materia ambiental respecto de los Activos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(k)</span><span style="width:24.94pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Realizar todas las actividades para mantener los Activos asegurados contra todo riesgo; incluyendo sin limitar, (i) negociar las primas de seguro; (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) contratar con la o las empresas aseguradoras correspondientes; y (</span><span style="font-family:'Times New Roman'; font-size:10pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt">) en su caso, tramitar y obtener el pago de las cantidades aseguradas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(l)</span><span style="width:27.16pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Llevar a cabo las actividades de mercadotecnia necesarias para promover los Activos, incluyendo sin limitar (i) efectuar las campañas de publicidad de los Activos y (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) negociar, contratar y supervisar las actividades de los agentes independientes que promuevan el arrendamiento de los Activos.</span>
</p>
<p style="margin:0pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(m)</span><span style="width:22.16pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Celebrar con terceros los contratos de prestación de servicios para subcontratar los Servicios que considere necesarios, en el entendido que dichos contratos </span><span style="font-family:'Times New Roman'; font-size:10pt">podrán ser terminados sin responsabilidad por el Administrador en los siguientes casos: (i) previo acuerdo del Comité Técnico del </span><span style="font-family:'Times New Roman'; font-size:10pt">Fideicomiso</span><span style="font-family:'Times New Roman'; font-size:10pt">, que además cuente con la opinión favorable de la mayoría de los miembros del Comité de Prácticas; en el entendido que el Comité Técnico deberá necesariamente tomar el acuerdo respectivo con base en argumentos por los cuales se acredite la incompetencia del </span><span style="font-family:'Times New Roman'; font-size:10pt">tercero en cuestión</span><span style="font-family:'Times New Roman'; font-size:10pt"> a tal grado que su desempeño se encuentra persistente y ostensiblemente por debajo de los estándares de la industria, debiendo al efecto justificar su decisión, o (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) previo acuerdo de la Asamblea de Tenedores, con el voto favorable de los Tenedores que representen por lo menos el 66% (sesenta y seis por ciento) de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación.</span>
</p>
<p style="margin:0pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(n)</span><span style="width:24.94pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">En caso de que alguno de los contratos celebrados por el Administrador con terceros sea terminado por actualizarse cualesquiera de los supuestos referidos en el inciso inmediato anterior, celebrar con la persona y conforme a los términos y condiciones que determine el Comité Técnico del Fideicomiso o, en su caso, la Asamblea de Tenedores de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> emitidos por el Fideicomiso, un nuevo contrato de prestación de servicios.</span>
</p>
<p style="margin:0pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(o)</span><span style="width:24.94pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">En general, realizar, coordinar y supervisar todas las actividades necesarias para la más eficiente administración, operación y mantenimiento de los Activos que integran el Patrimonio del Fideicomiso y de los Contratos de Arrendamiento.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="2" type="I" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Book Antiqua'; font-size:10pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> Servicios de Representación</span><span style="font-family:'Book Antiqua'; font-size:10pt">. El Administrador prestará al Fiduciario los servicios de representación que sean necesarios y convenientes para representarlo frente a los Arrendatarios y usuarios de los Activos, incluyendo sin limitar los siguientes:</span>
</li>
</ol>
<p style="margin:0pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(a)</span><span style="width:25.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">La dirección, planeación y ejecución de todas las actividades relacionadas con la cobranza y facturación de las Rentas, en apoyo del Fiduciario y la cobranza y facturación de las cuotas de mantenimiento bajo los Contratos de Arrendamiento directamente, incluyendo sin limitar (i) la gestión, coordinación, control y supervisión de todas las actividades de cobranza respecto de cada uno de los Contratos de Arrendamiento; (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) la gestión y coordinación de cobranza, judicial o extrajudicial, con cada uno de los Arrendatarios de los Activos; (</span><span style="font-family:'Times New Roman'; font-size:10pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt">) el registro, control y reportes de cartera vencida, respecto de las Rentas, cuotas de mantenimiento y cualquier otra contraprestación a cargo de los Arrendatarios bajo los Contratos de Arrendamiento; (</span><span style="font-family:'Times New Roman'; font-size:10pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt">) el depósito en las Cuentas del Fideicomiso de toda la cobranza que realice conforme a los Contratos de Arrendamiento; (v) informar al Comité Técnico del Fideicomiso los resultados de cobranza de las Rentas y demás obligaciones de pago contenidas en los Contratos de Arrendamiento, así como la cartera vencida existente a la fecha de presentación del informe correspondiente; (vi) informar al Comité Técnico las desviaciones a los presupuestos de ingresos aprobados por el Comité Técnico que identifique, la obtención, expedición, modificación y cancelación de las facturas que amparen el pago de las Rentas, cuotas de mantenimiento y cualquier otra contraprestación a cargo de los Arrendatarios bajo los Contratos de Arrendamiento; (</span><span style="font-family:'Times New Roman'; font-size:10pt">vii</span><span style="font-family:'Times New Roman'; font-size:10pt">) recomendar al Fiduciario los sistemas, métodos y procedimientos que optimicen los registros de las actividades a su cargo, y (</span><span style="font-family:'Times New Roman'; font-size:10pt">viii</span><span style="font-family:'Times New Roman'; font-size:10pt">) cumplir y hacer cumplir las disposiciones administrativas, fiscales y demás aplicables en el desarrollo de sus actividades de representación, cobranza y facturación.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(b)</span><span style="width:24.94pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">La negociación, celebración y prórroga de los Contratos de Arrendamiento conforme a las políticas, términos, plazos y condiciones autorizados por el Comité Técnico.</span>
</p>
<p style="margin:0pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:35.45pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(c)</span><span style="width:25.45pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Realizar los pagos que sean necesarios y convenientes para el mejor funcionamiento del Fideicomiso y los Activos, incluyendo sin limitar, los pagos relacionados con el impuesto predial y derechos por servicios de agua y luz de los Activos.</span>
</p>
<p style="margin:0pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(d)</span><span style="width:24.94pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">En general, realizar, coordinar y supervisar todas las actividades necesarias para la más eficiente administración y operación de los Activos y de los Contratos de Arrendamiento respecto de la cobranza, facturación, celebración y prórroga de éstos últimos.</span>
</p>
<p style="margin:0pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="3" type="I" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Servicios de Asesoría y Planeación. </span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Administrador prestará al Fiduciario los servicios de </span><span style="font-family:'Times New Roman'; font-size:10pt">asesoría, planeación y coordinación de proyectos, incluyendo sin limitar, los siguientes:</span>
</p>
<p style="margin:0pt 0pt 0pt 53.4pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:28.35pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(a)</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:'Times New Roman'; font-size:10pt">La asesoría y recomendación para la definición y, en su caso, modificación, de la planeación estratégica de cada uno de los Activos, así como respecto de los proyectos inmobiliarios a desarrollar por el Fiduciario conforme a los fines del Fideicomiso y, en particular, la elaboración, para aprobación del Comité Técnico, de los planes, proyectos, presupuestos, calendarios, políticas y métodos bajo los cuales se construirán, promoverán, comercializarán y operarán los Proyectos identificados como de “oportunidad”; asimismo, llevará a cabo las actividades necesarias para la adquisición/contribución de inmuebles al Fideicomiso, conforme a la aprobación del Comité Técnico, actividad que incluirá, sin limitar (i) la identificación de activos </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">targets</span><span style="font-family:'Times New Roman'; font-size:10pt">, negociación, auditorías, documentación y cierre; (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) la definición de los Proyectos, incluyendo su ubicación, proyecto arquitectónico, plan maestro de desarrollo, características, especificaciones y tipo de producto inmobiliario que se construirá, será o está siendo desarrollado; (</span><span style="font-family:'Times New Roman'; font-size:10pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt">) la planeación financiera de los Proyectos, incluyendo la asesoría sobre la elaboración de estados financieros </span><span style="font-family:'Times New Roman'; font-size:10pt">proforma, presupuestos de flujo de la inversión y la determinación del monto de los créditos y financiamientos (de deuda y capital) que se requieran o sean convenientes y recomendar las bases en que deban ser contratados; (</span><span style="font-family:'Times New Roman'; font-size:10pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt">) la planeación comercial de los Proyectos, incluyendo todas las actividades relacionadas con la venta, renta, publicidad, mercadotecnia y cualquier otra relacionada a transmitir la propiedad o el uso del o los Proyectos (la “</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">Comercialización</span><span style="font-family:'Times New Roman'; font-size:10pt">”), así como la recomendación y asesoría en la definición de políticas de precios, descuentos, plazos y condiciones de venta, renta y financiamiento de los Proyectos a los clientes, para ser aprobados por el Comité Técnico; y la asesoría y recomendación sobre la contratación de comisionistas o mediadores que realicen la Comercialización; (v) la planeación de la estructura legal y fiscal de los Proyectos, incluyendo la recomendación y asesoría en la definición de políticas de contratación con clientes y proveedores, y (vi) la recomendación y asesoría sobre la creación y nombramiento de comités de apoyo que a su juicio sean necesarios o convenientes para una mejor administración, operación, supervisión y rentabilidad de los proyectos.</span>
</p>
<p style="margin:0pt 0pt 0pt 35.45pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:28.35pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(b)</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:'Times New Roman'; font-size:10pt">Recomendar y asesorar en la definición, o solicitar la modificación de planes, proyectos, presupuestos, calendarios, políticas y métodos que a su juicio sean necesarios o convenientes para una mejor administración, operación, supervisión y rentabilidad de los proyectos.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:28.35pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(c)</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:'Times New Roman'; font-size:10pt">Recomendar y asesorar al Comité Técnico respecto de las Personas que deban cumplir las funciones de supervisión, auditoría y control de los actos del Fiduciario, prestadores de servicios, asesores legales y demás entidades relacionadas con el Fideicomiso.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:28.35pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(d)</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:'Times New Roman'; font-size:10pt">Recomendar y asesorar al Comité Técnico respecto de la forma en que se presentarán los informes y reportes de actividades de control y supervisión a fin de que cumplan con los requisitos necesarios para su comprensión y entendimiento.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:28.35pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(e)</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:'Times New Roman'; font-size:10pt">Recomendar y asesorar al Comité Técnico en el desarrollo de sus actividades y cumplimiento de las obligaciones asumidas con el Fiduciario. </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:28.35pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(f)</span><span style="font:7.0pt 'Times New Roman'">                       </span><span style="font-family:'Times New Roman'; font-size:10pt">Recomendar, asesorar y presentar los planes necesarios para que se implementen actos de (i) control y supervisión de las obligaciones fiscales derivadas del Fideicomiso; y (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) cumplimiento oportuno de todas las obligaciones a cargo del Fideicomiso.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:28.35pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(g)</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:'Times New Roman'; font-size:10pt">Asesorar en las actividades de supervisión de los auditores internos y externos del Fideicomiso, así como de los asesores legales, técnicos y demás prestadores de servicios del Fiduciario.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:28.35pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(h)</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:'Times New Roman'; font-size:10pt">Recomendar todas las actividades tendientes a detectar oportunidades de negocio y nuevas inversiones del Fideicomiso, incluyendo la asesoría y planeación de (i) estudios de factibilidad; (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) auditorías; (</span><span style="font-family:'Times New Roman'; font-size:10pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt">) estudios de mercado, y (</span><span style="font-family:'Times New Roman'; font-size:10pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt">) análisis financieros, a efecto de que el Comité Técnico pueda decidir al respecto.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:28.35pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                       </span><span style="font-family:'Times New Roman'; font-size:10pt">Recomendar y establecer las bases, políticas y lineamientos para la realización de todos los trámites para la obtención de licencias, permisos y autorizaciones de las autoridades gubernamentales correspondientes que resulten necesarios para el desarrollo de los Proyectos.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:28.35pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(j)</span><span style="font:7.0pt 'Times New Roman'">                       </span><span style="font-family:'Times New Roman'; font-size:10pt">Asesorar, negociar, coordinar y supervisar todas las actividades necesarias para proponer y recomendar al Comité Técnico la enajenación de los Activos que convenga a los fines del Fideicomiso y, en su caso, proceder a su enajenación conforme a las instrucciones del Comité Técnico. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:28.35pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(k)</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:'Times New Roman'; font-size:10pt">Recomendar todas las medidas que a su juicio sean necesarias para mantener los Activos en buen estado de operación y funcionamiento.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:28.35pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(l)</span><span style="font:7.0pt 'Times New Roman'">                       </span><span style="font-family:'Times New Roman'; font-size:10pt">Recomendar las actividades que a su juicio sean necesarias respecto de la mercadotecnia para promover y mantener rentados los Activos.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:28.35pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(m)</span><span style="font:7.0pt 'Times New Roman'">                    </span><span style="font-family:'Times New Roman'; font-size:10pt">Realizar todos los estudios y programas de investigación que a su juicio sean necesarios y convenientes para la más eficiente administración, operación, así como prestar asesoramiento industrial, comercial o sobre construcción al Comité Técnico.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:28.35pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(n)</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:'Times New Roman'; font-size:10pt">Informar al Comité Técnico el resultado de sus actividades, indicando el avance de los trabajos encomendados, en su caso, las desviaciones existentes contra los presupuestos aprobados, las causas de desviación y las recomendaciones para corregir dichas desviaciones.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:28.35pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(o)</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:'Times New Roman'; font-size:10pt">Prestar los servicios</span><span style="font-family:'Times New Roman'; font-size:10pt"> de asesoría administración en operación, promoción, organización, planeación, dirección, supervisión, comisión, concesión, intermediación, representación, consignación, control, comercialización, importación, exportación y explotación comercial; y (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) jurídica, contable, fiscal, administrativa, mercadeo, financiera, económica, técnica, de arquitectura, de ingeniería y construcción, respecto de los Proyectos y el Fideicomiso.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:28.35pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(p)</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:'Times New Roman'; font-size:10pt">En general, prestar todas las actividades de asesoría, planeación y </span><span style="font-family:'Times New Roman'; font-size:10pt">control de los Proyectos, que conlleven a lograr </span><span style="font-family:'Times New Roman'; font-size:10pt">la más eficiente administración, </span><span style="font-family:'Times New Roman'; font-size:10pt">comercialización, </span><span style="font-family:'Times New Roman'; font-size:10pt">operación y mantenimiento de los </span><span style="font-family:'Times New Roman'; font-size:10pt">Activos</span><span style="font-family:'Times New Roman'; font-size:10pt"> y de los Contratos de Arrendamiento</span><span style="font-family:'Times New Roman'; font-size:10pt">, bajo los términos del Contrato de Administración.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:28.35pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Administrador deberá en todo momento cumplir con los deberes de lealtad y diligencia contenidos en los artículos 30 al 37 de la Ley del Mercado de Valores en lo que resulte aplicable al Fideicomiso y a las Inversiones en Activos que realice el Fiduciario.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Administrador es auxiliado y supervisado en sus funciones por el Comité Técnico del Fideicomiso, así como sus comités accesorios correspondientes, mismos que están compuestos de la siguiente forma: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Comité Técnico.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, el Comité Técnico del Fideicomiso se integra por 1</span><span style="font-family:'Times New Roman'; font-size:10pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt"> miembros, de los cuales, </span><span style="font-family:'Times New Roman'; font-size:10pt">5 </span><span style="font-family:'Times New Roman'; font-size:10pt">son miembros Independientes.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Conforme a lo previsto en el Fideicomiso, podrá estar integrado hasta por 21 (veintiún) miembros propietarios y sus respectivos suplentes, de los cuales, por lo menos el 25% (veinticinco por ciento) deberán ser Miembros Independientes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">El Comité Técnico está conformado por diferentes expertos en diversos sectores. Particularmente se cuenta con la participación de tres consejeros expertos en el sector financieros: el Sr. Federico </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Clariond</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> Domene, quien es Director General Valores Aldabra y del Buró Inmobiliario Nacional, además de fungir como consejero de Banco </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Bancrea</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">; el Sr. Gustavo Ramírez Berrueta, quien se ha desempeñado como profesionista independiente en auditoría y asesoría en materia fiscal y financiera desde hace más de 30 años y el Sr. </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">David Suárez, quien </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">cuenta con 20 años de experiencia como ejecutivo bancario, experto financiero, líder de negocios y consejero independiente, contando también con más de 10 años de experiencia previa en el sector público. </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> Cabe mencionar que el Sr. Federico </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Clariond</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> además participa en los 4 comités de apoyo del Comité Técnico.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Al cierre del 4T2</span><span style="font-family:'Book Antiqua'; font-size:10pt">5</span><span style="font-family:'Book Antiqua'; font-size:10pt"> el Comité Técnico está integrado</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de la siguiente forma:</span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt">
<tr>
<td colspan="2" style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:420.7pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Comité </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Técnico</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Gustavo Felipe Tomé Velázquez</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario y </span><span style="font-family:'Times New Roman'; font-size:12pt">Presidente</span><span style="font-family:'Times New Roman'; font-size:12pt"> del Comité Técnico, Patrimonial</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Federico </span><span style="font-family:'Times New Roman'; font-size:12pt">Clariond</span><span style="font-family:'Times New Roman'; font-size:12pt"> Domene</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario Independiente</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Pedro Solís Cámara Jiménez Canet</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario Independiente</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Sergio Ferez Bitar</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario Independiente</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">David Ricardo Suárez Cortazar</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario Independiente</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Federico Goeters</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario Independiente</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Jaime Alverde Losada</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario </span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Javier Arroyo Navarro</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario </span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt"> Enrique Coppel Luken</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario, Patrimonial</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Gustavo Adolfo Ramírez Berrueta </span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario, Relacionado </span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miguel Navarro de la Torre</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario, Relacionado </span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Juan Manuel Valle Pereña</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario, Patrimonial </span>
</p>
</td>
</tr>
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<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Juana María Galindez Aguirreche</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Propietario</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:210.6pt; border:none">
</td>
<td style="width:220.9pt; border:none">
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Comité de Compensaciones.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, el Comité de Compensaciones del Fideicomiso se integra por </span><span style="font-family:'Times New Roman'; font-size:10pt">3 </span><span style="font-family:'Times New Roman'; font-size:10pt">miembros </span><span style="font-family:'Times New Roman'; font-size:10pt"> Independientes</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 35.4pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt">
<tr>
<td colspan="2" style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:420.7pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Comité de Compensaciones</span>
</p>
</td>
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<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">David Ricardo Suárez Cortazar</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Presidente y Miembro Propietario Independiente</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Pedro Solís Cámara Jiménez Canet</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario Independiente</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Sergio Ferez Bitar</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro</span><span style="font-family:'Times New Roman'; font-size:12pt"> Independiente</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:210.6pt; border:none">
</td>
<td style="width:220.9pt; border:none">
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Comité de Compensaciones: De conformidad con la cláusula 9.5 del Convenio modificatorio y de </span><span style="font-family:'Times New Roman'; font-size:10pt">re-expresión</span><span style="font-family:'Times New Roman'; font-size:10pt"> del Fideicomiso Fibra Plus, se establece que: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">“9.5.1- </span><span style="font-family:'Times New Roman'; font-size:10pt">nueve puntos</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">cinco puntos</span><span style="font-family:'Times New Roman'; font-size:10pt"> uno. Comité de Compensaciones. El comité de Compensaciones del Fideicomiso, el cual tendrá las atribuciones que se establecen en esta Cláusula (el “Comité de </span><span style="font-family:'Times New Roman'; font-size:10pt">Compensaciones”), se integrará únicamente con Miembros Independientes, debiendo estar integrado con al </span><span style="font-family:'Times New Roman'; font-size:10pt">menos tres de ellos, según determine</span><span style="font-family:'Times New Roman'; font-size:10pt"> el Comité Técnico y adoptará sus resoluciones por mayoría. El Comité Técnico designará al presidente del Comité de Compensaciones de entre los Miembros Independientes que integren dicho comité. Asimismo, el Comité Técnico designará al secretario del Comité de Compensaciones quien no podrá ser miembro del Comité Técnico.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Los miembros del Comité de Compensaciones durarán en su cargo por lo menos 1.-un año y deberán ser ratificados o removidos anualmente por el Comité Técnico. El Comité de Compensaciones se reunirá en cualquier momento, pero deberá ser previamente convocado personalmente, por correo electrónico o por cualquier otro medio que acuerden sus miembros, por el presidente o el secretario del Comité Técnico o cualquiera de sus miembros”.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">“9.5.2 -</span><span style="font-family:'Times New Roman'; font-size:10pt">nueve puntos</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">cinco puntos</span><span style="font-family:'Times New Roman'; font-size:10pt"> dos. Funciones. El Comité de Compensaciones tendrá entre otras facultades y atribuciones que en su caso determine el Comité Técnico, las siguientes:</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(a)</span><span style="width:10.2pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Efectuar la búsqueda, análisis y evaluación de candidatos para su elección o designación como Ejecutivos.</span><span style="font-family:'Times New Roman'; font-size:9pt"> </span><span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(b)</span><span style="width:9.64pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Proponer al Comité Técnico, según sea el caso, el monto y composición de las remuneraciones, incentivos y/o compensaciones que deban ser pagadas a los Ejecutivos y al Fundador Relevante, según corresponda.</span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(c)</span><span style="width:10.2pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Proponer a la Asamblea de Tenedores el esquema de incentivos a Ejecutivos y al Fundador Relevante, según corresponda, pagadero en </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> o de otra manera.</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(d)</span><span style="width:9.64pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Las demás que le asigne la Asamblea de Tenedores o el Comité Técnico. El Comité de Compensaciones sustentará sus compensaciones acreditando, a satisfacción del Comité Técnico, experiencia, capacidad y prestigio profesional de los candidatos, considerando además que por sus características puedan desempeñar sus funciones libres de conflictos con los intereses del Fideicomiso”.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Comité de Nominaciones.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, el Comité de Nominaciones del Fideicomiso se integra por </span><span style="font-family:'Times New Roman'; font-size:10pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt"> miembros independientes, y Federico </span><span style="font-family:'Times New Roman'; font-size:10pt">Clariond</span><span style="font-family:'Times New Roman'; font-size:10pt"> es considerado como el experto financiero, de la siguiente forma:</span>
</p>
<p style="margin:0pt 0pt 0pt 35.4pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt">
<tr>
<td colspan="2" style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:420.7pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Comité de Nominaciones</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Federico </span><span style="font-family:'Times New Roman'; font-size:12pt">Clariond</span><span style="font-family:'Times New Roman'; font-size:12pt"> Domene</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Presidente y Miembro Propietario Independiente</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Pedro Solís Cámara Jiménez Canet</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario Independiente</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Sergio Ferez Bitar</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Independiente</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:210.6pt; border:none">
</td>
<td style="width:220.9pt; border:none">
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Comité de Nominaciones: De conformidad con la cláusula 9.4 del Convenio modificatorio y de </span><span style="font-family:'Times New Roman'; font-size:10pt">re-expresión</span><span style="font-family:'Times New Roman'; font-size:10pt"> del Fideicomiso Fibra Plus, se establece que: </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">“9</span><span style="font-family:'Times New Roman'; font-size:10pt">.4.1- </span><span style="font-family:'Times New Roman'; font-size:10pt">nueve puntos</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">cuatro puntos</span><span style="font-family:'Times New Roman'; font-size:10pt"> uno. Comité de Nominaciones. El comité de nominaciones del Fideicomiso, el cual tendrá las atribuciones que se establecen en esta cláusula (el “Comité de Nominaciones”), se integrará al menos por 3 tres Miembros Independientes conforme lo determine el Comité Técnico y adoptará sus resoluciones por mayoría de sus miembros. El Comité Técnico designará</span><span style="font-family:'Times New Roman'; font-size:10pt"> al presidente quien deberá ser uno de los Miembros Independientes y al secretario del Comité de Nominaciones quien no podrá ser miembro del Comité Técnico.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">9.4.2- </span><span style="font-family:'Times New Roman'; font-size:10pt">nueve puntos</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">cuatro puntos</span><span style="font-family:'Times New Roman'; font-size:10pt"> dos. Facultades. El Comité de Nominaciones tendrá entre otras facultades y atribuciones que en su caso determine el Comité Técnico, las siguientes:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(a)</span><span style="width:10.15pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Efectuar la búsqueda, análisis y evaluación de candidatos para su elección o designación como Miembros Independientes del Comité Técnico.</span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(b)</span><span style="width:9.59pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Proponer a la Asamblea de Tenedores a aquellas personas que, a su juicio y en base a los requisitos de independencia previstos en la LMV, deban integrar el Comité Técnico como Miembros Independientes del mismo, o en su </span><span style="font-family:'Times New Roman'; font-size:10pt">caso a</span><span style="font-family:'Times New Roman'; font-size:10pt"> las personas que deban ser sustituidos como Miembros Independientes.</span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(c)</span><span style="width:10.15pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Controlar y revisar todo asunto relacionado con la independencia de los Miembros Independientes del Comité Técnico o que implique potenciales conflictos de interés.</span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(d)</span><span style="width:9.59pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Proponer a la Asamblea de Tenedores o al Comité Técnico, según sea el caso, las remuneraciones que deban ser pagadas a los Miembros Independientes del Comité Técnico, así como las remuneraciones que, en su caso, deban ser pagadas a los demás miembros del Comité Técnico.</span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(e)</span><span style="width:10.15pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Previa opinión del Comité de </span><span style="font-family:'Times New Roman'; font-size:10pt">Auditoría</span><span style="font-family:'Times New Roman'; font-size:10pt"> presentar a consideración de la Asamblea de Tenedores, la remoción de miembros del Comité Técnico.</span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(f)</span><span style="width:11.26pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Proponer acerca de la designación y destitución de los funcionarios de primero y segundo nivel del Administrador.</span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(g)</span><span style="width:9.59pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Las demás que le asigne la Asamblea de Tenedores o el Comité Técnico. Los miembros del Comité de Nominaciones durarán en su cargo por lo menos 1 (un) año y deberán ser ratificados o removidos anualmente por el Comité Técnico”.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Comité de Practicas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, el Comité de Prácticas del Fideicomiso se integra por </span><span style="font-family:'Times New Roman'; font-size:10pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt"> miembros, de los cuales </span><span style="font-family:'Times New Roman'; font-size:10pt">3 </span><span style="font-family:'Times New Roman'; font-size:10pt">son miembros Independientes</span>
</p>
<p style="margin:0pt 0pt 0pt 35.4pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt">
<tr>
<td colspan="2" style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:420.7pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Comité de Prácticas</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.7pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Sergio Ferez Bitar</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.2pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro</span><span style="font-family:'Times New Roman'; font-size:12pt"> Independiente/ Presidente de </span><span style="font-family:'Times New Roman'; font-size:12pt">Comité</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">Prácticas</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.7pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Federico </span><span style="font-family:'Times New Roman'; font-size:12pt">Clariond</span><span style="font-family:'Times New Roman'; font-size:12pt"> Domene</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.2pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario Independiente</span>
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<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.7pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Pedro Solís Cámara Jiménez Canet</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.2pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario Independiente</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:210.5pt; border:none">
</td>
<td style="width:221pt; border:none">
</td>
</tr>
</table>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Comité de Prácticas: De conformidad con la cláusula 9.3 del Convenio modificatorio y de </span><span style="font-family:'Times New Roman'; font-size:10pt">re-expresión</span><span style="font-family:'Times New Roman'; font-size:10pt"> del Fideicomiso Fibra Plus, se establece que: </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">“9.3.1- </span><span style="font-family:'Times New Roman'; font-size:10pt">nueve puntos</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">tres puntos</span><span style="font-family:'Times New Roman'; font-size:10pt"> uno. Creación del Comité de Prácticas. El Comité de Prácticas se integrará únicamente con Miembros Independientes del Comité Técnico, debiendo </span><span style="font-family:'Times New Roman'; font-size:10pt">estar integrado con al menos 3 tres de ellos, conforme lo determine el Comité Técnico y adoptará sus resoluciones por mayoría de sus miembros</span><span style="font-family:'Times New Roman'; font-size:10pt"> (el “Comité de Prácticas”). El Comité Técnico designará al presidente del Comité de Prácticas quien deberá ser uno de los Miembros Independientes y al secretario del Comité de Prácticas quien no podrá ser miembro del Comité Técnico.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">9.3.2- </span><span style="font-family:'Times New Roman'; font-size:10pt">nueve puntos</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">tres puntos</span><span style="font-family:'Times New Roman'; font-size:10pt"> dos. Facultades. El Comité de Prácticas tendrá entre otras facultades y atribuciones que en su caso determine el Comité Técnico, las siguientes:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(a)</span><span style="width:3.1pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Dar su opinión al Comité Técnico respecto de transacciones con Personas Relacionadas y con y con Personas integrantes del Fideicomiso de Control.</span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(b)</span><span style="width:2.54pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Dar su opinión al Comité Técnico respecto del valor de las transacciones realizadas en ejercicio de las facultades del Comité Técnico.</span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(c)</span><span style="width:3.1pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Presentar al Comité Técnico su opinión con respecto los estudios de mercado relativos al sector al que pertenecen los Activos del Patrimonio del Fideicomiso, efectuando las recomendaciones que considere pertinentes.</span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(d)</span><span style="width:2.54pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Recomendar al Comité Técnico solicite al Administrador, al Representante Común y/o al Fiduciario los informes que considere necesarios a efecto de cumplir con sus funciones.</span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(e)</span><span style="width:3.1pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Informar anualmente al Comité Técnico, respecto de:</span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 14.15pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">1-uno. Las observaciones del desempeño de los Ejecutivos.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.15pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">2-dos. Las operaciones con personas relacionadas, durante el ejercicio que se informa, detallando las características de las operaciones significativas.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.15pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">3-tres. Los paquetes de emolumentos o remuneraciones integrales de los Ejecutivos.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.15pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">4-cuatro. Las dispensas otorgadas por el Comité Técnico para que un miembro del Comité, un Ejecutivo, o cualquier persona con poder de mando, aproveche oportunidades de negocio para sí o en favor de terceros, que corresponden al Fideicomiso, al Administrador o a las personas morales que el Fideicomiso controle o en las que tenga una influencia significativa.</span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(f)</span><span style="width:4.21pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Asesorar al Comité Técnico respecto del ejercicio de facultades atribuidas al mismo por el Fideicomiso.</span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(g)</span><span style="width:2.54pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Solicitar la opinión del Administrador y/o expertos independientes en los casos en que lo juzgue conveniente, para el adecuado desempeño de sus funciones.</span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(h)</span><span style="width:2.54pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Todas las demás conferidas al mismo por el Fideicomiso y que señalen en otras cláusulas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Los miembros del Comité de Prácticas durarán en su cargo por lo menos 1 (un) año y deberán ser ratificados o removidos anualmente por el Comité Técnico”.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Comité de </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Auditoría</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, el Comité de Auditoría del Fideicomiso se integra por </span><span style="font-family:'Times New Roman'; font-size:10pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt"> miembros, de los cuales </span><span style="font-family:'Times New Roman'; font-size:10pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt"> son miembros Independientes</span>
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<p style="margin:0pt 0pt 0pt 35.4pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt">
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<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Comité de Auditoria</span>
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<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Pedro Solís Cámara Jiménez Canet</span>
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<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Presidente y Miembro Propietario Independiente</span>
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<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Federico </span><span style="font-family:'Times New Roman'; font-size:12pt">Clariond</span><span style="font-family:'Times New Roman'; font-size:12pt"> Domene</span>
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<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario Independiente</span>
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<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Sergio Ferez Bitar</span>
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<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Independiente</span>
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<tr style="height:0pt">
<td style="width:210.6pt; border:none">
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<td style="width:220.9pt; border:none">
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Comité de </span><span style="font-family:'Times New Roman'; font-size:10pt">Auditoría</span><span style="font-family:'Times New Roman'; font-size:10pt">: De conformidad con la cláusula 9.2 del Convenio modificatorio y de </span><span style="font-family:'Times New Roman'; font-size:10pt">re-expresión</span><span style="font-family:'Times New Roman'; font-size:10pt"> del Fideicomiso Fibra Plus, se establece que: </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">“9.2.1- </span><span style="font-family:'Times New Roman'; font-size:10pt">nueve puntos</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">dos puntos</span><span style="font-family:'Times New Roman'; font-size:10pt"> uno. El Comité de </span><span style="font-family:'Times New Roman'; font-size:10pt">Auditoría</span><span style="font-family:'Times New Roman'; font-size:10pt"> se integrará únicamente con los Miembros Independientes que determine el Comité Técnico y deberá estar conformado con al </span><span style="font-family:'Times New Roman'; font-size:10pt">menos 3 tres de dichos Miembros Independientes y adoptará sus resoluciones por mayoría simple de sus miembros (el “Comité de </span><span style="font-family:'Times New Roman'; font-size:10pt">Auditoría</span><span style="font-family:'Times New Roman'; font-size:10pt">”). El Comité Técnico designará al presidente del Comité de </span><span style="font-family:'Times New Roman'; font-size:10pt">Auditoría</span><span style="font-family:'Times New Roman'; font-size:10pt"> de entre los</span><span style="font-family:'Times New Roman'; font-size:10pt"> Miembros Independientes que integren dicho comité. Asimismo, el Comité Técnico designará al secretario del Comité de Auditoría quien no podrá ser miembro del Comité Técnico.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">9.2.2-</span><span style="font-family:'Times New Roman'; font-size:10pt">nueve puntos</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">dos puntos</span><span style="font-family:'Times New Roman'; font-size:10pt"> dos. Facultades. El Comité de Auditoría tendrá adicionalmente a las facultades y atribuciones que en su caso determine el Comité Técnico, las siguientes:</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(a)</span><span style="width:10.2pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Evaluar el desempeño del Auditor Externo, así como analizar los dictámenes, opiniones, reportes o informes que elabore y suscriba el Auditor Externo. Para tal efecto, deberá requerir la presencia del citado auditor cuando lo estime conveniente, sin perjuicio de que deberá reunirse con este último por lo menos 1-una vez al año.</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(b)</span><span style="width:9.64pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Discutir los estados financieros relativos al Fideicomiso y al Patrimonio del Fideicomiso con las personas encargadas de su elaboración y revisión y con base en ello recomendar o no al Comité Técnico su aprobación.</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(c)</span><span style="width:10.2pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Informar anualmente al Comité Técnico respecto de:</span><span style="width:26.78pt; text-indent:0pt; display:inline-block"></span>
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<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">1. La situación que guarda el sistema de control interno y auditoría interna del Fideicomiso, del Administrador y de las personas morales que el Fideicomiso controle y, en su caso, la descripción de sus deficiencias y desviaciones, así como de los aspectos que requieran una mejoría, tomando en cuenta las opiniones, informes, comunicados y el dictamen de auditoría externa, así como los informes emitidos por los expertos independientes que hubieren prestado sus servicios durante el periodo que cubra el informe.</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">2. </span><span style="width:11.3pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">La mención y seguimiento de las medidas preventivas y correctivas implementadas con base en los resultados de las investigaciones relacionadas con el incumplimiento a los lineamientos y políticas de operación y de registro contable, ya sea del Fideicomiso, del Administrador o de las personas morales que el Fideicomiso controle.</span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">3. La evaluación del desempeño del Auditor Externo.</span><span style="width:9.56pt; text-indent:0pt; display:inline-block"></span>
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<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">4. La descripción y valoración de los servicios adicionales o complementarios que, en su caso, proporcione el Auditor Externo, así como los que otorguen los expertos independientes.</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">5. Los principales resultados de las revisiones a los estados financieros del Fideicomiso, del Administrador y de las personas morales que el Fideicomiso controle.</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">6. La descripción y efectos de las modificaciones a las políticas contables aprobadas durante el periodo que cubra el informe.</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">7. </span><span style="width:11.3pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Las medidas adoptadas con motivo de las observaciones que consideren relevantes, formuladas por la Asamblea de Tenedores, miembros del Comité Técnico, Ejecutivos, empleados y, en general, de cualquier tercero, respecto de la contabilidad, controles internos y temas relacionados con la auditoría interna o externa, o bien, derivadas de las denuncias realizadas sobre hechos que estimen irregulares en la administración.</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">8. El seguimiento de los acuerdos de las Asambleas de Tenedores y del Comité Técnico.</span><span style="width:13.32pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(d)</span><span style="width:9.64pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Solicitar la opinión del Administrador y/o de expertos independientes en los casos en que lo juzgue conveniente, para el adecuado desempeño de sus funciones.</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(e)</span><span style="width:10.2pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Requerir al Administrador, al Fiduciario y a las demás Personas que tengan a su cargo funciones relacionadas con la administración, operación y control en los mismos, reportes relativos a la elaboración de la información financiera y de cualquier otro tipo que estime necesaria para el ejercicio de sus funciones.</span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="width:21.3pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(f)</span><span style="width:11.31pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Investigar los posibles incumplimientos de los que tenga conocimiento, a las operaciones, lineamientos y políticas de operación, sistema de </span><span style="font-family:'Times New Roman'; font-size:10pt">control interno y auditoría interna</span><span style="font-family:'Times New Roman'; font-size:10pt"> y registro contable del Administrador y/o del Fiduciario, para lo cual deberá realizar un examen de la documentación, registros y demás evidencias comprobatorias, en el grado y extensión que sean necesarios para efectuar dicha vigilancia.</span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="width:21.3pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(g)</span><span style="width:9.64pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Recibir observaciones formuladas por los Tenedores, acreedores, miembros del Comité Técnico y, en general, de cualquier tercero, respecto de los asuntos a que se refiere el inciso anterior, así como realizar las acciones que a su juicio resulten procedentes en relación con tales observaciones.</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(h)</span><span style="width:9.64pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Llevar a cabo reuniones periódicas con los directivos relevantes del Administrador, del Representante Común y del Fiduciario.</span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="width:21.3pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(i)</span><span style="width:11.86pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Informar al Comité Técnico de las irregularidades importantes detectadas con motivo del ejercicio de sus funciones y, en su caso, de las acciones correctivas adoptadas o proponer las que deban aplicarse.</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(j)</span><span style="width:11.86pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Convocar a las Asambleas de Tenedores y solicitar que se inserten en el orden del día de dichas asambleas los puntos que estime pertinentes.</span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="width:21.3pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(k)</span><span style="width:9.64pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Vigilar que el Administrador, el Representante Común y el Fiduciario, en su caso, den cumplimiento a los acuerdos de las Asambleas de Tenedores y del Comité Técnico, conforme a las instrucciones que, en su caso, dicte la propia Asamblea de Tenedores o el referido Comité Técnico.</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(l)</span><span style="width:11.86pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Vigilar que se establezcan mecanismos y controles internos que permitan verificar que los actos y operaciones del Fiduciario, del Representante Común y del Administrador, se apeguen a la Legislación Aplicable y los actos y convenios celebrados con los mismos, así como implementar metodologías que posibiliten revisar el cumplimiento de lo anterior.</span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="width:21.3pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">(m)</span><span style="width:6.86pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Los miembros del Comité de Auditoría durarán en su cargo por lo menos 1 (un) año y deberán ser ratificados o removidos anualmente por el Comité Técnico”.</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Book Antiqua'; font-size:10pt">iii)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:normal">Contenido y periodicidad de sus informes: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Informe del director general del Administrador, informe del </span><span style="font-family:'Times New Roman'; font-size:10pt">Director</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Administración y Finanzas y misceláneos se hacen de manera trimestral.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Book Antiqua'; font-size:10pt">iv)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:normal">Términos y condiciones del esquema de compensaciones: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">De conformidad con la cláusula Décima, inciso 10.3, Punto 2, del Convenio modificatorio y de </span><span style="font-family:'Times New Roman'; font-size:10pt">re-expresión</span><span style="font-family:'Times New Roman'; font-size:10pt"> del Fideicomiso Fibra Plus, se establece que:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">“10.3. El Fiduciario celebrará con el Administrador el Contrato de Administración y Asesoría respectivo conforme al formato que se agrega al Fideicomiso como Anexo “B” y en su caso, conforme a las modificaciones autorizadas por el Comité Técnico y acordadas con el Administrador. En términos del artículo 7, fracción VII- 7, inciso a), numeral 9 de la Circular de Emisoras, el Contrato de Administración y Asesoría deberá prever lo siguiente:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">[…]</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">2. Que el esquema de compensación, comisiones e incentivos esté establecido de tal forma que cuide en todo momento los intereses de los Tenedores”.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Book Antiqua'; font-size:10pt">v)</span><span style="font:7.0pt 'Times New Roman'">                   </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:normal">Estándar de desempeño y diligencia respecto del fideicomiso: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">De conformidad con la Cláusula segunda del Contrato de Administración, Asesoría, Operación y Mantenimiento:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">“El Administrador deberá en todo momento cumplir con los deberes de lealtad y diligencia contenidos en los artículos 30 al 37 de la Ley del Mercado de Valores en lo que resulte aplicable al Fideicomiso y a las Inversiones en Activos que realice el Fiduciario.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Los directivos del Administrador deberán dedicar el tiempo suficiente y necesario a los asuntos del Fideicomiso para cumplir con sus obligaciones y deberes como directivos del Administrador”. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Book Antiqua'; font-size:10pt">vi)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:normal">Causales de remoción: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">De conformidad con la cláusula 8.11, inciso f: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">“Autorizar la remoción o sustitución del Administrador en términos de lo dispuesto en la Cláusula Décima, sección 10.11 y demás aplicables del Fideicomiso y atento a lo dispuesto en el inciso b) de la fracción I-uno del artículo 64-sesenta y cuatro Bis 1-uno de la LMV”.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">10.11-</span><span style="font-family:'Times New Roman'; font-size:10pt">diez puntos</span><span style="font-family:'Times New Roman'; font-size:10pt"> once. El Administrador o a quien se encomienden las funciones de administración del Patrimonio del Fideicomiso, podrá ser destituido por la Asamblea de Tenedores ante la existencia de una Conducta de Destitución, para lo cual se requerirá el voto favorable de los Tenedores que representen por lo menos el 51%-cincuenta y uno por ciento del número de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación. Asimismo, podrá ser destituido por la Asamblea de Tenedores sin mediar Conducta de Destitución cuando dicha remoción sea aprobada por el voto favorable de los Tenedores que representen por lo menos el 66%-sesenta y seis por ciento del número de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Como consecuencia de lo anterior:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(i) El Administrador o a quien se encomienden las funciones de administración del Patrimonio del Fideicomiso dejará de ser el administrador del Fideicomiso y se estará a lo previsto por el Contrato de Administración y Asesoría respectivo; y</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-27.44pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">(i)</span><span style="font:7.0pt 'Times New Roman'">            </span><span style="font-family:'Book Antiqua'; font-size:10pt">El administrador sustituto será designado como administrador del Fideicomiso por la Asamblea de Tenedores de conformidad con lo previsto en el Fideicomiso, debiendo el Fiduciario celebrar el Contrato de Administración y Asesoría respectivo. En todo caso, el Comité Técnico tendrá la obligación de cuidar que en ningún momento falte la designación de un Administrador y de los Ejecutivos”.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Book Antiqua'; font-size:10pt">vii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:normal">Régimen de responsabilidad y penas convencionales: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">De conformidad con la cláusula Décima, inciso 10.3, Punto 3, del Convenio modificatorio y de </span><span style="font-family:'Times New Roman'; font-size:10pt">re-expresión</span><span style="font-family:'Times New Roman'; font-size:10pt"> del Fideicomiso Fibra Plus, se establece que:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">“10.3. El Fiduciario celebrará con el Administrador el Contrato de Administración y Asesoría respectivo conforme al formato que se agrega al Fideicomiso como Anexo “B” y en su caso, conforme a las modificaciones autorizadas por el Comité Técnico y acordadas con el Administrador. En términos del artículo 7, fracción VII- 7, inciso a), numeral 9 de la Circular de Emisoras, el Contrato de Administración y Asesoría deberá prever lo siguiente:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">[…]</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">3-tres. El régimen de responsabilidad del Administrador, incluyendo el pago de daños y perjuicios, salvo que se pacten penas convencionales.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">De conformidad con la cláusula séptima del Contrato de Administración, Asesoría, Operación y Mantenimiento:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">“Séptima. Obligaciones del Administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Para el cumplimiento de las obligaciones del Administrador conforme al presente Contrato:</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-14.15pt; text-align:justify; padding-left:14.15pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(a)</span><span style="width:3.05pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Deberá evitar que cualquier conflicto laboral con el personal a su cargo, limite el cumplimiento de sus obligaciones conforme al presente Contrato, o afecte la funcionalidad, accesos, áreas comunes, servicios y áreas rentadas de los Activos.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-14.15pt; text-align:justify; padding-left:14.15pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-14.15pt; text-align:justify; padding-left:14.15pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(b)</span><span style="width:2.49pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">El Administrador, no será responsable por cualquier error de juicio de buena fe a menos que tales errores constituyan un incumplimiento de sus obligaciones en virtud del presente Contrato, o sean realizados por falta de diligencia, con dolo o mala fe.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-14.15pt; text-align:justify; padding-left:14.15pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-14.15pt; text-align:justify; padding-left:14.15pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(c)</span><span style="width:3.05pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">Deberá contar en todo momento con el personal adecuado, suficiente y capacitado para prestar los Servicios.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-14.15pt; text-align:justify; padding-left:14.15pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-14.15pt; text-align:justify; padding-left:14.15pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(d)</span><span style="width:2.49pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">El Administrador podrá apoyarse en las opiniones, asesorías o informaciones que reciba de sus asesores administrativo y jurídico o de sus funcionarios y Ejecutivos, en el entendido de que dichas opiniones, asesorías o informaciones no limitará ni afectará la responsabilidad del Administrador conforme al presente Contrato.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-14.15pt; text-align:justify; padding-left:14.15pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-14.15pt; text-align:justify; padding-left:14.15pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(e)</span><span style="width:3.05pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">El Administrador deberá auditar, por auditor independiente, sus estados financieros de manera anual, este auditor deberá ser aprobado por el comité de auditoría del Fideicomiso.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-14.15pt; text-align:justify; padding-left:14.15pt">
<span style="font-family:'Times New Roman'; font-size:10pt">El administrador no será responsable de cualquier error de criterio cometido de buena fe, salvo que sus errores constituyan una omisión en el cumplimiento de sus obligaciones en una forma que no sea diligente, honesta y de buena fe de conformidad con la Legislación Aplicable.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Autorizaciones de la Asamblea.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="-aw-bookmark-end:_Toc38371102"></span><span style="-aw-bookmark-end:_Toc465886108"></span><span style="-aw-bookmark-end:_Toc256000135"></span><span style="-aw-bookmark-end:_Toc256000325"></span><span style="-aw-bookmark-end:_Hlk36054682"></span><span style="font-family:'Times New Roman'; font-size:10pt">En la Asamblea de Tenedores celebrada el 20 de abril de 2022, se autorizó al Administrador la emisión de 600 millones de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> adicionales. Esta medida respondió a la necesidad de fortalecer la disponibilidad de títulos en tesorería para fines estratégicos. Al cierre del ejercicio 2025, el Fideicomiso mantiene 612,544,475 </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en tesorería, los cuales están destinados a: (i) el ejercicio de Derechos de Suscripción Preferente por parte de los Tenedores; (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) servir como contraprestación en la adquisición de activos inmobiliarios; (</span><span style="font-family:'Times New Roman'; font-size:10pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt">) dar cumplimiento a planes de compensación para funcionarios o empleados del Administrador; y (</span><span style="font-family:'Times New Roman'; font-size:10pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt">) el pago de diversas obligaciones a cargo del Fideicomiso, incluyendo la adhesión de nuevos fideicomitentes mediante la aportación de activos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Posteriormente, en la Asamblea del 28 de abril de 2023, se autorizó el establecimiento de un programa de Certificados Bursátiles (CEBURES) por un monto de hasta 15,000 millones de pesos con una vigencia de cinco años. La ejecución de este programa busca robustecer la estrategia de financiamiento, refinanciar </span><span style="font-family:'Times New Roman'; font-size:10pt">pasivos actuales (incluyendo el crédito sindicado) y abrir la posibilidad de emitir bonos verdes. En este sentido, y cumpliendo con dicha estrategia, en octubre de 2025 se ingresó ante la CNBV el trámite para una primera emisión quirografaria de hasta 2,000 millones de pesos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Respecto a la estrategia de refinanciamiento, en la Asamblea del 25 de noviembre de 2024 se aprobó el plan </span><span style="font-family:'Times New Roman'; font-size:10pt">para reestructurar el crédito sindicado con BBVA. Ante las condiciones del mercado, la Administración determinó posponer la emisión bursátil inicial a favor de una línea de crédito directa por 3,150 millones de pesos. Esta operación permitió refinanciar el saldo anterior de 2,650 millones de pesos y disponer de una línea adicional de 500 millones de pesos destinada exclusivamente a concluir el desarrollo de Espacio Condesa.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Como parte de este fortalecimiento financiero, se establecieron como garantía adicional los derechos fideicomisarios del Fideicomiso sobre el componente comercial del proyecto Espacio Condesa. Esta </span><span style="font-family:'Times New Roman'; font-size:10pt">reestructuración, consolidada durante el ejercicio 2025, ha permitido mejorar las condiciones del crédito, alineándolas con las necesidades operativas de Fibra Plus y asegurando los recursos para la puesta en marcha de sus activos insignia en 2026.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En</span><span style="font-family:'Times New Roman'; font-size:10pt"> Asamblea de Tenedores celebrada el 29 de abril de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5, </span><span style="font-family:'Times New Roman'; font-size:10pt">se aprobó a </span><span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus la reubicación de activos entre ambas Fibras para concentrar los activos industriales en Fibra HD y los no industriales en Fibra Plus. La operación se llevaría a cabo mediante la transferencia de titularidad de los activos y el pago en </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, además de otros recursos financieros.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Sustitución del Representante Común</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Derivado de ciertos eventos registrados en el sector bancario a mediados de 2025, la Asamblea de Tenedores de Fibra Plus celebrada en agosto de 2025 aprobó, por unanimidad, la sustitución del representante común, designando para tal efecto a Altor Casa de Bolsa, S.A. de C.V.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">A la fecha del presente informe, se ha avanzado con el proceso de KYC solicitado por Altor y se está en proceso de atender todos los requerimientos necesarios para llevar a cabo la transición correspondiente del representante común.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Sustitución del Fiduciario del Fideicomiso Irrevocable F/1110</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Como parte de los eventos subsecuentes, en </span><span style="font-family:'Times New Roman'; font-size:10pt">Asamblea de abril</span><span style="font-family:'Times New Roman'; font-size:10pt"> de 2026</span><span style="font-family:'Times New Roman'; font-size:10pt">,</span><span style="font-family:'Times New Roman'; font-size:10pt"> el Comité Técnico autorizó la sustitución del Fiduciario del Fideicomiso F/1110 por Banco Multiva, S.A., Institución de Banca Múltiple, considerando que dicha institución financiera cuenta con reconocida solvencia, prestigio y experiencia suficiente en la administración de este tipo de fideicomisos.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><a name="_Toc38371103" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Comisiones, costos y gastos del Administrador o cualquier otro tercero que reciba pago por parte del Fideicomiso</span><span style="-aw-bookmark-end:_Toc256000338"></span><span style="-aw-bookmark-end:_Toc256000148"></span><span style="-aw-bookmark-end:_Toc465886121"></span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">.</span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt">El Fiduciario rembolsara al Administrador por todos los gastos incurridos por el mismo en favor de Fibra Plus y se obliga a entregar al Administrador la cantidad mensual que sea suficiente para mantener cada mes un fondo de gastos (el “</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">Fondo de Gastos</span><span style="font-family:'Times New Roman'; font-size:10pt">”) que servirá para que el Administrador pueda efectuar los pagos de gastos bajo el Contrato de Administración y Asesoría. El monto del Fondo de Gastos será revisable por las partes cada año. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Todos los gastos incurridos por el Administrador por instrucciones o en beneficio de Fibra Plus incluyendo, de manera enunciativa, gastos operativos, gastos generales y aquellos impuestos que deriven de sus ingresos serán pagaderos con los recursos disponibles del Fondo de Gastos y facturados por el Administrador al Fideicomiso para ser reembolsados por el Fiduciario al Administrador. En caso de que los recursos disponibles en el Fondo de Gastos no sean suficientes para llevar a cabo cierto gasto reembolsable al Administrador, éste podrá solicitar al Fiduciario efectúe dicho gasto directamente de manera excepcional.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Administrador.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Conforme se establece en el Contrato de Administración y Asesoría respectivo, el Administrador al ser una subsidiaria de Fibra Plus, no cobrará contraprestación alguna por sus servicios. En términos del Contrato de Administración y Asesoría se tiene previsto la creación del Fondo de Gastos con un </span><span style="font-family:'Times New Roman'; font-size:10pt">monto equivalente a </span><span style="font-family:'Times New Roman'; font-size:10pt">Ps</span><span style="font-family:'Times New Roman'; font-size:10pt">. $2´500,000.00 (dos millones quinientos mil </span><span style="font-family:'Times New Roman'; font-size:10pt">Pesos</span><span style="font-family:'Times New Roman'; font-size:10pt"> 00/100 M.N.) que ser</span><span style="font-family:'Times New Roman'; font-size:10pt">virá</span><span style="font-family:'Times New Roman'; font-size:10pt"> para que el Administrador pueda efectuar los pagos de gastos reembolsables bajo el Contrato de Administración y Asesoría.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Desarrollador.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">En términos del Contrato de Desarrollo, respecto de cada proyecto inmobiliario, el</span><span style="font-family:'Book Antiqua'; font-size:10pt"> Desarrollador </span><span style="font-family:'Book Antiqua'; font-size:10pt">tendrá derecho a recibir como contraprestación por la prestación de sus servicios, el monto </span><span style="font-family:'Book Antiqua'; font-size:10pt">equivalente al 8% (ocho por ciento) del valor total de la obra, más el correspondiente impuesto al valor agregado, excluyendo el costo del terreno y cualquier comisión e incluyendo, en caso de que el Desarrollador lleve a cabo el desarrollo del proyecto en cuestión de manera directa, el monto equivalente al 8% (ocho por ciento) de dichos</span><span style="font-family:'Book Antiqua'; font-size:10pt"> costos suaves. Para efectos de lo anterior, se entenderán como costos suaves lo siguiente: </span><span style="font-family:'Book Antiqua'; font-size:10pt">todos aquellos costos que no están relacionados a un costo directo de construcción pero que se necesitan para llevar a cabo el desarrollo, entre otros </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.05pt">proyectos, trámites diversos y licencias, estudios e ingenierías. Esta contraprestación deberá pagarse conforme el avance financiero del proyecto en cuestión.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Gestor de Negocios.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Por su parte, el Gestor de Negocios será compensado por los servicios definidos en el Contrato de </span><span style="font-family:'Times New Roman'; font-size:10pt">Gestión mediante una comisión por administración </span><span style="font-family:'Times New Roman'; font-size:10pt">equivalente al 4.5% (</span><span style="font-family:'Times New Roman'; font-size:10pt">cuatro puntos</span><span style="font-family:'Times New Roman'; font-size:10pt"> cinco por ciento)</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffff00"> </span><span style="font-family:'Times New Roman'; font-size:10pt">del ingreso operativo neto más el impuesto al valor agregado (en el entendido de que dicha contraprestación podrá ser utilizada para subcontratación de un tercero administrador que en su caso se decida). Dicha comisión servirá para el reembolso de gastos si es que se decide contratar a un tercero administrador. Esta comisión será calculada mensualmente por el Administrador y enterada al Gestor de Negocios mensualmente de manera proporcional a los resultados de cada mes. Asimismo, el Gestor de Negocios tendrá derecho a recibir, según los mismos se generen, los costos por administración de la construcción y otros costos a que se refiere el Contrato de Gestión. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Para efectos de lo anterior, se entiende por ingreso operativo neto a los ingresos por rentas (fijas y variables), cuotas de mantenimiento y otros ingresos relacionados a los Activos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Asimismo, en términos del Contrato de Gestión, respecto de los Activos que formen parte del Patrimonio del Fideicomiso y que no hayan sido arrendados, el Gestor de Negocios deberá recibir del Administrador la cuota de mantenimiento correspondiente que se haya acordado previamente conforme el respectivo Contrato de Arrendamiento y el presupuesto correspondiente.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Adicionalmente, en términos del Contrato de Gestión, en caso de venta de cualquier Activo, el Gestor de Negocios recibirá, con posterioridad a la fecha en que dicho Activo se desincorpore del Patrimonio del Fideicomiso, una suma equivalente a la contraprestación cobrada en los últimos 2 (dos) meses correspondientes al Activo de que se trate, como consecuencia de su apoyo en la transacción de compraventa referida (por ejemplo, asistencia con la creación de expedientes para la venta, visitas, entre otros).</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Por otro lado, de conformidad con el Contrato de Arrendamiento que corresponda a cada Activo que forme parte del Patrimonio del Fideicomiso, la contraprestación del Gestor de Negocios podría recuperarse total o parcialmente en caso de que así se establezca en el respectivo contrato y deba ser pagada por los Arrendatarios. En caso de un pago parcial o perdido, el Administrador deberá asumir la cuota de administración correspondiente. A cualquier contraprestación, honorario o remuneración del Gestor de Negocios deberá incrementársele el impuesto al valor agregado correspondiente.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En caso de que el Administrador haga uso para sí de los servicios del Gestor de Negocios o de su personal, después de que el Contrato de Gestión haya terminado, estos servicios serán facturados al Administrador a una tarifa en proporción del 150% (ciento cincuenta por ciento) de incremento de la contraprestación acordada, más impuesto al valor agregado.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><a name="_Toc38371104" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Operaciones con Personas Relacionadas y Conflictos de Interés.</span><span style="-aw-bookmark-end:_Toc256000339"></span><span style="-aw-bookmark-end:_Toc256000149"></span><span style="-aw-bookmark-end:_Toc465886122"></span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt">Podrían surgir conflictos de interés con el Administrador. De conformidad con el Fideicomiso, el Comité Técnico debe aprobar, previa opinión del Comité de Prácticas, las políticas de operación con Personas Relacionadas, así como autorizar las operaciones con Personas Relacionadas respecto de las sociedades sobre los cuales el Fideicomiso realice inversiones, del Fideicomitente, así como del Administrador. Cada operación con dichas Personas Relacionadas o que represente un conflicto de interés, deberá contar con la mayoría del voto favorable de los Miembros Independientes del Comité Técnico, debiéndose abstener de votar aquellos integrantes que hayan sido designados por el Fideicomitente o por el Administrador o por las personas relacionadas con estos, sin que ello afecte el quórum requerido para la instalación del citado Comité Técnico. En todo caso, dichas operaciones deberán realizarse a precio de mercado.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En relación con las operaciones con Personas Relacionadas y de conformidad con lo dispuesto en el inciso (a) y (b) de la sección 9.3.2 de la Cláusula Novena del Fideicomiso y en relación con lo dispuesto en el inciso vi. de la sección 9.1.4 de dicha Cláusula Novena, el Comité de Prácticas tiene la obligación de emitir su opinión al Comité Técnico del Fideicomiso respecto de las operaciones con Personas Relacionadas que el</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">Comité Técnico pretenda autorizar, así como respecto del valor de dichas operaciones realizadas en ejercicio de las facultades del Comité Técnico. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En tal sentido, se informa que, en el año</span><span style="font-family:'Times New Roman'; font-size:10pt"> 2025 no</span><span style="font-family:'Times New Roman'; font-size:10pt"> se presentaron </span><span style="font-family:'Times New Roman'; font-size:10pt">al Comité </span><span style="font-family:'Times New Roman'; font-size:10pt">operaciones con personas relacionadas</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">No obstante, durante</span><span style="font-family:'Times New Roman'; font-size:10pt"> el ejercicio 2025 se dio cumplimiento y ejecución a los acuerdos informados previamente en 2023 y 2024 relativos a la Reorganización Estratégica y Especialización de Portafolios entre Fibra Plus y Fibra HD. Esta operación, considerada de partes relacionadas por la estructura de control común, avanzó de la siguiente manera:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Traspaso de Activos</span><span style="font-family:'Times New Roman'; font-size:10pt">: Al cierre del ejercicio 2025, se concretó exitosamente la transferencia de 22 activos de Fibra HD hacia el portafolio de Fibra Plus. Este movimiento tiene como objetivo consolidar en Fibra Plus los activos de giros comerciales, de oficinas y de servicios, optimizando la gestión administrativa y operativa bajo una sola plataforma.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Dictámenes y Opiniones</span><span style="font-family:'Times New Roman'; font-size:10pt">: En cumplimiento con lo acordado el 17 de octubre de 2023, la operación contó con las opiniones favorables de expertos independientes y los informes detallados que validaron que los términos de intercambio y valuación fueran equitativos para los tenedores de ambos fideicomisos, asegurando que no existiera un impacto impositivo adverso material.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Próximos Pasos</span><span style="font-family:'Times New Roman'; font-size:10pt">: Como parte de la fase final de esta estrategia, se tiene proyectado que el traspaso de los activos industriales de Fibra Plus hacia Fibra HD se ejecute durante el primer semestre de 2026. Esta especialización permitirá que cada vehículo se enfoque en su ventaja competitiva: Fibra HD en el sector industrial y logístico, y Fibra Plus en desarrollos estratégicos y usos mixtos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Adicionalmente, se informa que todas las operaciones con personas relacionadas realizadas durante 2025, incluyendo los servicios de administración interna a través de Fibra Plus Management, S.C., fueron revisadas por el Comité de Prácticas, asegurando que se llevaran a cabo en condiciones de mercado y en estricto apego a los fines del Fideicomiso.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><a name="_Toc38371105" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Auditores Externos</span><span style="-aw-bookmark-end:_Toc256000340"></span><span style="-aw-bookmark-end:_Toc256000150"></span><span style="-aw-bookmark-end:_Toc465886123"></span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">.</span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt">Los servicios de auditoría externa son prestados por el C.P.C. </span><span style="font-family:'Times New Roman'; font-size:10pt">Jessica </span><span style="font-family:'Times New Roman'; font-size:10pt">Nadxieli Solis Torres</span><span style="font-family:'Times New Roman'; font-size:10pt">, socio de Galaz, Yamazaki, Ruiz Urquiza, S.C., firma integrante de Deloitte, dado que esta firma cumple con los criterios de independencia requeridos conforme a la legislación aplicable y conoce el entorno en que se desenvuelve el </span><span style="font-family:'Times New Roman'; font-size:10pt">Fideicomiso. No obstante, el Comité Técnico tendrá la facultad de designar a los Auditores Externos en cualquier momento que sea necesario, conveniente u obligatorio de conformidad con la Legislación Aplicable y el Fideicomiso.</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Se comunica al público inversionista que en los </span><span style="font-family:'Times New Roman'; font-size:10pt">últimos 3 (tres</span><span style="font-family:'Times New Roman'; font-size:10pt">) ejercicios, </span><span style="font-family:'Times New Roman'; font-size:10pt">se ha</span><span style="font-family:'Times New Roman'; font-size:10pt">n</span><span style="font-family:'Times New Roman'; font-size:10pt"> realizado </span><span style="font-family:'Times New Roman'; font-size:10pt">dos</span><span style="font-family:'Times New Roman'; font-size:10pt"> cambio</span><span style="font-family:'Times New Roman'; font-size:10pt">s</span><span style="font-family:'Times New Roman'; font-size:10pt"> del socio auditor</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El Auditor Externo tendrá, entre otras, las siguientes obligaciones: (i) </span><span style="font-family:'Times New Roman'; font-size:10pt">elaborar y presentar dentro de los primeros 20 (veinte) Días Hábiles de cada año, el Reporte Anual del Auditor al Fiduciario, al Administrador, al Representante Común y al Comité de Auditoría y (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) determinar si la información proporcionada por el Fiduciario, en el estado de cuenta respectivo, coincide o difiere con la información relativa a las cantidades recibidas en las Cuentas y en caso de encontrar deberá notificarla al Fiduciario, al Comité de Auditoría y al Representante Común.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El Auditor Externo podrá ser removido en caso de que el Comité Técnico por recomendación del Comité de Auditoría, acuerde sustituirlo.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Se informa que en el ejercicio reportado no se obtuvieron servicios de cualquier otro experto independiente que emitieran alguna opinión respecto a los estados financieros del presente reporte.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><a name="_Hlk37069562" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Otros terceros obligados con el Fideicomiso o los Tenedores</span><span style="-aw-bookmark-end:_Toc256000341"></span><span style="-aw-bookmark-end:_Toc256000151"></span><span style="-aw-bookmark-end:_Toc465886124"></span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">.</span><span style="-aw-bookmark-end:_Toc38371106"></span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="-aw-bookmark-end:_Hlk37069562"></span><span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, no</span><span style="font-family:'Times New Roman'; font-size:10pt"> existen terceros obligados con el Fideicomiso o con los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, tales como avalistas, garantes, contrapartes en operaciones financieras derivadas o de cobertura o apoyos crediticios.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Mercado de capitales.</span>
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<span style="font-family:'Book Antiqua'; font-size:12pt"> </span>
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<p style="margin:0pt 0pt 0pt 36pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<a name="_Hlk39063495" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Estructura del Fideicomiso y principales Tenedores.</span></a>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">A continuación</span><span style="font-family:'Times New Roman'; font-size:10pt">,</span><span style="font-family:'Times New Roman'; font-size:10pt"> se presenta un diagrama con la estructura del Fideicomiso:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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" 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<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus es un fideicomiso de los conocidos como Fibras el cual fue constituido por la sociedad NFD, S.A. de C.V. como fideicomitente y Banco Azteca, S.A., Institución de Banca Múltiple, Dirección Fiduciaria, como fiduciario.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El principal fin de Fibra Plus es la adquisición</span><span style="font-family:'Times New Roman'; font-size:10pt">, operación</span><span style="font-family:'Times New Roman'; font-size:10pt"> y/o construcción de Inmuebles que se destinen al arrendamiento o a la adquisición del derecho a percibir ingresos provenientes del arrendamiento de dichos Inmuebles, </span><span style="font-family:'Times New Roman'; font-size:10pt">la rotación o captura de plusvalía de los activos maduros, </span><span style="font-family:'Times New Roman'; font-size:10pt">así como a otorgar financiamientos con garantía hipotecaria de los Inmuebles arrendados para los fines anteriores.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="-aw-bookmark-end:_Hlk39063495"></span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Principales Tenedores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Para efectos de lo anterior, Fibra Plus emitió </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> que fueron colocados entre el gran público inversionista a través de la Bolsa Mexicana de Valores, S.A.B. de C.V.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> confieren a los Tenedores, de conformidad con los artículos 63, fracción II, 64 Bis 1 y demás aplicables de la Ley del Mercado de Valores, el Título y el Fideicomiso, el derecho a una parte de los frutos, rendimientos y en su caso, al valor residual de los Bienes o derechos afectos con ese propósito al Fideicomiso, por lo que confieren el derecho a recibir Distribuciones de Efectivo del Patrimonio del Fideicomiso, en la medida en que éste sea suficiente para realizar dichas Distribuciones de Efectivo. Lo anterior en el entendido que (i) los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> no otorgan derecho alguno a sus Tenedores sobre la propiedad de los Activos y (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) no generan a cargo del Fideicomiso la obligación de pago de principal ni de intereses. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">Principales tenedores de </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">5</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, los tenedores con participación accionaria superior al 10% fueron: (i) el Fideicomiso de control; (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) Afore Coppel S.A. de C.V. y (</span><span style="font-family:'Times New Roman'; font-size:10pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt">) Afore Azteca S.A. de C.V.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre del año se encontraban en circulación 6</span><span style="font-family:'Times New Roman'; font-size:10pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt">8,176,752 </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">. El Fideicomiso de Control está controlado por el Fundador Relevante.</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Directivos y administradores relevantes del fideicomiso</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt"> las siguientes personas participaron en el equipo administrativo del Administrador:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Nombre</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Puesto</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Tiempo </span><span style="font-family:'Times New Roman'; font-size:12pt">Laborando</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Empresa</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Rodrigo González Zerbi</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Director General</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">9</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">años</span><span style="font-family:'Times New Roman'; font-size:12pt">, 4 meses</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Fibra</span><span style="font-family:'Times New Roman'; font-size:12pt"> Plus Management, S.C.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Alejandro Raúl Blasco Ruíz</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Director de Administración y Finanzas</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">6</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">año</span><span style="font-family:'Times New Roman'; font-size:12pt">s</span><span style="font-family:'Times New Roman'; font-size:12pt"> 4 meses</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Fibra</span><span style="font-family:'Times New Roman'; font-size:12pt"> Plus Management, S.C.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Armelia Verónica Reyes Morelos</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Relación</span><span style="font-family:'Times New Roman'; font-size:12pt"> con </span><span style="font-family:'Times New Roman'; font-size:12pt">Inversionistas</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">8</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">años</span><span style="font-family:'Times New Roman'; font-size:12pt"> 6 meses</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Fibra</span><span style="font-family:'Times New Roman'; font-size:12pt"> Plus Management, S.C.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<a name="_Toc465886095" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Fideicomitente</span><span style="-aw-bookmark-end:_Toc256000312"></span><span style="-aw-bookmark-end:_Toc256000096"></span></a><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El Fideicomitente de Fibra Plus es NFD, S.A. de C.V., una sociedad de reciente creación.</span>
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<a name="_Toc465886096" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Fiduciario</span><span style="-aw-bookmark-end:_Toc256000313"></span><span style="-aw-bookmark-end:_Toc256000102"></span></a><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Fiduciario de Fibra Plus es Banco Azteca, S.A., Institución de Banca Múltiple, Dirección Fiduciaria.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Obligaciones del Fiduciario.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El Fiduciario, tiene, entre otras, </span><span style="font-family:'Times New Roman'; font-size:10pt">las siguientes obligaciones:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(a)</span><span style="font:7.0pt 'Times New Roman'">           </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Cumplir en tiempo y forma con las obligaciones establecidas a su cargo en el Fideicomiso y en los Documentos de Emisión</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">;</span>
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<p style="margin:0pt 0pt 0pt 54pt; text-indent:-27pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(b)</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Proporcionar al Auditor Externo todas las facilidades e información necesarias a fin de que lleve a cabo la auditoria anual;</span>
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<p style="margin:0pt 0pt 0pt 54pt; text-indent:-27pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(c)</span><span style="font:7.0pt 'Times New Roman'">           </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Realizar todos los actos para o tendientes a mantener la exigibilidad y validez del Fideicomiso;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(d)</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Abstenerse de realizar actividades o actos que sean incongruentes o contrarios a lo estipulado en el Fideicomiso y llevar a cabo todas las actividades y actos previstos expresamente en el Fideicomiso, para que las Partes puedan ejercer completa, eficaz y oportunamente sus derechos</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(e)</span><span style="font:7.0pt 'Times New Roman'">           </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Cumplir con todas las leyes, reglamentos, decretos, acuerdos y normas aplicables, emitidas por cualquier autoridad gubernamental;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(f)</span><span style="font:7.0pt 'Times New Roman'">            </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">De conformidad con la información que le sea entregada por el Asesor Contable y Fiscal, cumplir por cuenta de los Tenedores, con las obligaciones que se le imponen en los términos de la LISR y de conformidad con la Cláusula Vigésima Sexta del Fideicomiso</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(g)</span><span style="font:7.0pt 'Times New Roman'">           </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Realizar todos los actos necesarios para o tendientes a conservar los derechos de que sea titular, conforme al Fideicomiso;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(h)</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Crear y mantener de manera independiente las Cuentas, sin que las cantidades transferidas o registradas en los mismos se confundan en cualquier forma</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(i)</span><span style="font:7.0pt 'Times New Roman'">            </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Consultar con el Comité Técnico, en caso de que deba tomarse alguna decisión respecto a asuntos no previstos en el Fideicomiso, para lo cual, el Fiduciario notificará al Comité Técnico, para que acuerde lo relativo a la decisión en cuestión dentro de un plazo razonable. El Comité Técnico podrá decidir la necesidad de convocar a una Asamblea de Tenedores para que esta decida el asunto de que se trate, para lo cual, el Comité Técnico notificará la solicitud correspondiente al Representante Común con la finalidad de que éste último convoque la celebración de la Asamblea de Tenedores; en cuyo caso el Representante Común se abstendrá de retrasar en forma no razonable la convocatoria y celebración de dicha Asamblea de Tenedores. El Comité Técnico deberá resolver los asuntos cuya urgencia no permita la realización de la convocatoria y celebración de la Asamblea de Tenedores, debiendo auxiliarse al respecto en la opinión que al efecto formule el Comité de Prácticas y/o el Comité de Auditoría, dependiendo la materia de que se trate. Lo anterior, en el entendido que cualesquiera de las resoluciones del Comité Técnico, deberán ser ratificadas por la Asamblea de Tenedores;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(j)</span><span style="font:7.0pt 'Times New Roman'">            </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Entregar vía correo electrónico al Fideicomitente, al Representante Común, al Auditor Externo, al Administrador, al Comité Técnico, al Comité de Prácticas y al Comité de Auditoría, dentro de los primeros 10 (diez) Días Hábiles de cada mes calendario, el estado de cuenta que muestre el valor del Patrimonio del Fideicomiso al mes calendario inmediato anterior (el “</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; text-decoration:underline">Reporte Mensual del Fiduciario</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">”). En caso de que las Cuentas se mantengan en una institución financiera diversa al Fiduciario, el Fideicomitente, los Fideicomitentes Adherentes, los Fideicomisarios, el Administrador y el Comité Técnico aceptan que el Fiduciario sólo estaría obligado a proporcionar los estados de cuenta con base en sus formatos institucionales que incluya la información que indique el valor del Patrimonio del Fideicomiso (saldos finales) al cierre del mes en cuestión, con copia de los estados de cuenta que el Fiduciario reciba del banco corresponsal en donde se mantengan las Cuentas, mismos que contienen el detalle intra mes de todas las operaciones realizadas, sin necesidad de que el Fiduciario replique la información del banco corresponsal en los estados de cuenta del Fiduciario;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El Fiduciario no será responsable en caso de que alguna de las Personas antes mencionadas no reciba los estados de cuenta respectivos, siendo a cargo de éstos, cuando así ocurra, el solicitar al Fiduciario una copia de los estados de cuenta correspondientes. Todo estado de cuenta que prepare el Fiduciario será elaborado de conformidad con los formatos que institucionalmente hayan sido establecidos y contendrá la información que el Fiduciario determine de conformidad con las políticas institucionales. El Administrador, con el apoyo del Asesor Contable y Fiscal llevará a cabo la contabilidad del Fideicomiso, misma que deberá ser entregada cuando menos 5 (cinco) Días Hábiles anteriores a la fecha límite </span><span style="font-family:'Times New Roman'; font-size:10pt">de acuerdo a</span><span style="font-family:'Times New Roman'; font-size:10pt"> los plazos establecidos para entrega a la BMV y CNBV con base a la Legislación Aplicable, misma que será publicada por el Fiduciario a más tardar en la fecha límite establecida en la Legislación Aplicable;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El Fiduciario previa asesoría del Asesor Contable y Fiscal, deberá entregar la información razonable que le sea solicitada por el Comité Técnico con base en las solicitudes de Tenedores, para efectos de que estos últimos puedan cumplir con sus respetivas obligaciones fiscales cuando los mismos sean residentes extranjeros;</span>
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<p style="margin:0pt 0pt 0pt 54pt; text-indent:-27pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(k)</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Proporcionar al público en general a través del STIV-2 que mantiene la CNBV y el EMISNET que mantiene la BMV, la información a que se refiere el artículo 33 (treinta y tres) de la Circular Única de Emisoras</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(l)</span><span style="font:7.0pt 'Times New Roman'">            </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Permitir el acceso al Comité Técnico, al Representante Común y al Administrador (en estos dos últimos casos, limitado la documentación e información conforme sus funciones), a todos los documentos e información en su poder derivados o relacionados con el Fideicomiso que pueda entregarse conforme a la Legislación Aplicable</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(m)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Entregar al Representante Común, la información y documentación que sea necesaria para que éste pueda cumplir con su obligación de verificar el cumplimiento por parte del Emisor, del Administrador y demás personas que suscriban los Documentos de Emisión y presten servicios al Emisor en relación con los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> o, en su caso, el Patrimonio del Fideicomiso, de las obligaciones en los Documentos de Emisión;</span>
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<p style="margin:0pt 0pt 0pt 54pt; text-indent:-27pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(n)</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Responder civilmente por daños y perjuicios que cause por el incumplimiento de las obligaciones a su cargo, asumidas en el Fideicomiso siempre y cuando este incumplimiento sea derivado del dolo, negligencia o mala fe</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">;</span>
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<p style="margin:0pt 0pt 0pt 54pt; text-indent:-27pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(o)</span><span style="font:7.0pt 'Times New Roman'">           </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Verificar el cumplimiento del Auditor Externo con sus obligaciones establecidas en el contrato de prestación de servicios u otro instrumento celebrado</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">; </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(p)</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Proporcionar a la BMV, en lo conducente, por medio de la persona que éste designe por escrito, la información a que se refiere la disposición 4.033.00 y la Sección Segunda del Capítulo Quinto del Título Cuarto del Reglamento Interior de la BMV que le corresponda, respecto del Patrimonio del Fideicomiso, así como su conformidad para que, en caso de incumplimiento, le sean aplicables las medidas disciplinarias y correctivas a través de los órganos y procedimientos disciplinarios que se establecen en el Título Décimo Primero del Reglamento Interior de la BMV. El Comité Técnico deberá vigilar y procurar que el Fiduciario cumpla con la obligación establecida en este inciso y proporcione a la BMV en lo conducente la información referida;</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-27pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(q)</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Publicar los avisos de entrega de Distribuciones de Efectivo o Reembolsos de Capital a los Tenedores e informar al Indeval (por escrito), a la CNBV y a la BMV, a través de los medios que estas últimas determinen incluyendo el STIV-2 y EMISNET, con por los menos 6 (seis) Días Hábiles de anticipación, respecto de cualquier Distribución de Efectivo o Reembolso de Capital que deba hacerse a los Tenedores con base en la fracción VI del artículo 187 de la LISR; para lo cual el Comité Técnico le notificará con cuando menos 10 (diez) Días Hábiles de anticipación el monto y la fecha de la Distribución de Efectivo. El aviso que se presente a Indeval deberá señalar por lo menos el monto y la fecha en la que se llevará a cabo la Distribución de Efectivo, así como </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">cualquier otro dato necesario</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> para llevarla a cabo, y</span>
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<p style="margin:0pt 0pt 0pt 54pt; text-indent:-27pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(r)</span><span style="font:7.0pt 'Times New Roman'">           </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">En su caso, verificar la información y cantidades proporcionadas por el Administrador y, en su caso, el Representante Común, particularmente lo relativo a reportes y el flujo de recursos como fuente de pago de las Distribuciones conforme a los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Fiduciario en ningún momento estará obligado a erogar ningún tipo de gasto u honorario o cantidad alguna con cargo a su patrimonio, a fin de cumplir con las funciones que le corresponden conforme a la ley, al Fideicomiso y a los respectivos </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">. En el supuesto de surgir cualquier conflicto originado por autoridades, por el Representante Común, el Intermediario Colocador o por terceros que impidan el pago de las Distribuciones de Efectivo, el Fiduciario hará esto del conocimiento de la Asamblea de Tenedores y, de conformidad con las resolución que ésta adopte, el Fiduciario podrá otorgar los poderes suficientes a favor de la Persona o las Personas que para dichos efectos sea instruido pudiendo solicitar a los propios Tenedores, la aportación de los recursos pertinentes para cubrir los honorarios de dichos apoderados.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Remoción y Sustitución.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Fiduciario podrá ser removido por acuerdo del Comité Técnico a solicitud del Representante Común o del Administrador o mediante acuerdo de la Asamblea de Tenedores. Lo anterior, en el entendido que mientras el nuevo fiduciario no haya entrado en funciones y no se haya cubierto cualquier cantidad pendiente de pago a favor del Fiduciario, el Fiduciario continuará en el desempeño de su encargo.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Límite de Obligaciones del Fiduciario.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Fiduciario no tendrá más obligaciones que las establecidas expresamente en el Fideicomiso. En caso de que el Fiduciario reciba cualquier aviso, demanda o cualquier otra reclamación en relación con el Patrimonio del Fideicomiso, notificará dicha situación inmediatamente al Comité Técnico, al Administrador Interno y al Representante Común, a efecto de que éstos puedan llevar a cabo cualquier acción necesaria para la defensa del Patrimonio del Fideicomiso mediante las instrucciones al Fiduciario que correspondan, momento a partir del cual cesará cualquier responsabilidad del Fiduciario respecto de dicho aviso, demanda judicial o reclamación. No </span><span style="font-family:'Times New Roman'; font-size:10pt">obstante</span><span style="font-family:'Times New Roman'; font-size:10pt"> lo anterior, el Fiduciario estará obligado a coadyuvar en la defensa del Patrimonio del Fideicomiso en caso de que así se requiera.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<a name="_Toc465886097" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Tenedores</span><span style="-aw-bookmark-end:_Toc256000314"></span><span style="-aw-bookmark-end:_Toc256000111"></span></a><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Conforme a lo previsto en el Fideicomiso, los Tenedores, en virtud de la adquisición de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, estarán sujetos a lo previsto en dicho Fideicomiso y en los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> correspondientes y aceptan de manera expresa que (i) el Fiduciario es el único propietario de los Activos, y (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> únicamente otorgan el derecho a los frutos, rendimientos y en su caso al producto de la venta de los Activos, de conformidad con lo previsto por el Fideicomiso.</span>
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<p style="margin:0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<a name="_Toc465886098" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Certificados Bursátiles Fiduciarios Inmobiliarios</span><span style="-aw-bookmark-end:_Toc256000315"></span><span style="-aw-bookmark-end:_Toc256000112"></span></a><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Fideicomiso establece la emisión de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">. Los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> cotizan en la BMV bajo la clave de cotización “FPLUS16”. Los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> no tienen expresión de valor nominal y pueden ser adquiridos por inversionistas mexicanos o extranjeros, cuando su régimen fiscal lo prevea expresamente. Los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> no conceden a sus Tenedores derechos sobre los Activos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> están debidamente autorizados y emitidos. Sujeto a las estipulaciones del Fideicomiso respecto a las restricciones sobre la propiedad y transferencia de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">, los Tenedores tendrán derecho a (i) recibir Distribuciones de Efectivo con respecto a dichos </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">; (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">) recibir Distribuciones en Efectivo de la manera que lo autorice el Comité Técnico, y (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">) recibir proporcionalmente el producto de la venta de los activos legalmente disponibles en caso de liquidación, disolución o terminación después del pago o de la reserva adecuada para pagar todas las deudas y pasivos conocidos de Fibra Plus, todo de conformidad con los previsto por la Legislación Aplicable.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> se podrán emitir ocasionalmente, de acuerdo con la LMV y con el Fideicomiso, tal como lo instruya el Comité Técnico y sea autorizada su oferta por las autoridades competentes, en su caso. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">De conformidad con el Fideicomiso, se pueden emitir otros tipos de valores incluyendo aquellos regulados en la LMV, tales como instrumentos de deuda, sujeto al cumplimiento de las estipulaciones del Fideicomiso y la Legislación Aplicable.</span>
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<p style="margin:0pt; text-indent:35.45pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Los Tenedores tendrán el derecho de suscripción preferente respecto de las emisiones de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> que conforme al acuerdo del Comité Técnico o la Asamblea de Tenedores, según sea el caso, deban ser suscritas de manera preferente por los Tenedores.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">De conformidad con el Fideicomiso, toda transmisión de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> a favor de Persona alguna o conjunto de Personas actuando en forma concertada, que llegue a acumular en una o varias transacciones el 10% (diez por ciento) o más del total del número de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación, estará sujeto a la autorización previa del Comité Técnico, con el voto favorable de la mayoría de los Miembros del Comité y con el voto favorable de la mayoría de los Miembros Independientes. </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">La limitación de tenencia anterior aplica a (i) los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, así como a cualquier título o instrumento que el Fideicomiso emita en el futuro, cuyos activos subyacentes sean </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, así como a cualquier otro documento que se relacione con los derechos de dichos </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">; (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) la compra o venta de cualquier derecho que corresponda a los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">; (</span><span style="font-family:'Times New Roman'; font-size:10pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt">) cualquier contrato que limite o dé por resultado la transferencia de algún derecho de los Tenedores, excepto aquellos estipulados en el Fideicomiso, y (</span><span style="font-family:'Times New Roman'; font-size:10pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt">) </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> de que sean titulares una o más Personas que actúen conjuntamente como grupo.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En el Fideicomiso se estipula que cualquier enajenación de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> que no cumpla con las disposiciones antes mencionadas será nula y que cualquier Persona que se considere que haya adquirido </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en contravención a lo establecido en el Fideicomiso no podrá ejercer su derecho de voto ni ejercer ningún derecho derivado de ellos excepto por lo que respecta a los derechos económicos</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> están inscritos en el RNV a cargo de la CNBV y están listados en la BMV, tal como se requiere de conformidad con LMV y con el Reglamento Interior de la BMV. Los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> están representados en un solo Título el cual está depositado en el Indeval. Dicha institución emitirá constancias a nombre de los Tenedores de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> que lo soliciten. Solamente las Personas que sean titulares </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> a través de los custodios respectivos serán consideradas como Tenedores de conformidad con el Fideicomiso y la Legislación Aplicable.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">La Asamblea de Tenedores es el órgano máximo de decisión del Fideicomiso y representa al conjunto de los Tenedores y sus decisiones.</span>
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</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Cualesquier Tenedores que en lo individual o en conjunto tengan la titularidad del 10% (diez por ciento) del número de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación tienen el derecho de designar en Asamblea de Tenedores a un miembro propietario y su respectivo suplente en el Comité Técnico por cada 10% (diez por ciento) de tenencia (siempre y cuando dichos Tenedores no hubieran renunciado a su derecho a designar miembros del Comité Técnico conforme al Fideicomiso).</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Con motivo de la aportación de los Activos Iniciales al Patrimonio del Fideicomiso, los Fideicomitentes Adherentes Iniciales constituyeron el Fideicomiso de Control y aportaron a su patrimonio, la titularidad de todos los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> que recibieron como contraprestación por dicha aportación.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Fideicomiso de Control tiene el derecho a designar por lo menos a la mitad más uno del total de los miembros del Comité Técnico en la propia Asamblea de Tenedores, mientras el mismo mantenga la titularidad de por lo menos el 15% (quince por ciento) de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación, incluyendo al </span><span style="font-family:'Times New Roman'; font-size:10pt">Presidente</span><span style="font-family:'Times New Roman'; font-size:10pt"> de dicho Comité Técnico y sus respectivos suplentes. El Fideicomiso de Control, a su discreción, podrá designar exclusivamente miembros del Comité Técnico que no sean considerados como Miembros Independientes.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Comité Técnico.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, el Comité Técnico del Fideicomiso se integra por 1</span><span style="font-family:'Times New Roman'; font-size:10pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt"> miembros, de los cuales </span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt"> son miembros Independientes.</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Conforme a lo previsto en el Fideicomiso, podrá estar integrado hasta por 21 (veintiún) miembros propietarios y sus respectivos suplentes, de los cuales, por lo menos el 25% (veinticinco por ciento) deberán ser Miembros Independientes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">El Comité Técnico está conformado por diferentes expertos en diversos sectores. Particularmente se cuenta con la participación de tres consejeros expertos en el sector financieros: el Sr. Federico </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Clariond</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> Domene, quien es Director General Valores Aldabra y del Buró Inmobiliario Nacional, además de fungir como consejero de Banco </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Bancrea</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">; el Sr. Gustavo Ramírez Berrueta, quien se ha desempeñado como profesionista independiente en auditoría y asesoría en materia fiscal y financiera desde hace más de 29 años y </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">el Sr. David Suárez, quien cuenta con 20 años de experiencia como ejecutivo bancario, experto financiero, líder de negocios y consejero independiente, contando también con más de 10 años de experiencia previa en el sector </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">público</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">. Cabe mencionar que el Sr. Federico </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Clariond</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> además participa en los 4 comités de apoyo del Comité Técnico.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre del 4T2</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt"> el Comité Técnico está integrado de la siguiente forma:</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt">
<tr>
<td colspan="2" style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:420.7pt">
<p style="margin:10pt 0pt 0pt; text-align:center; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Comité </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Técnico</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Gustavo Felipe Tomé Velázquez</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario y </span><span style="font-family:'Times New Roman'; font-size:12pt">Presidente</span><span style="font-family:'Times New Roman'; font-size:12pt"> del Comité Técnico, Patrimonial</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Federico </span><span style="font-family:'Times New Roman'; font-size:12pt">Clariond</span><span style="font-family:'Times New Roman'; font-size:12pt"> Domene</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario Independiente</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Pedro Solís Cámara Jiménez Canet</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario Independiente</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Sergio Ferez Bitar</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario Independiente</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">David Ricardo Suárez Cortazar</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario Independiente</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Federico Goeters</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario Independiente</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Jaime Alverde Losada</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario </span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Javier Arroyo Navarro</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario </span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt"> Enrique Coppel Luken</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario, Patrimonial</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Gustavo Adolfo Ramírez Berrueta </span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario, Relacionado </span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:199.8pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miguel Navarro de la Torre</span>
</p>
</td>
<td style="border-bottom-color:#d9d9d9; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#d9d9d9; border-left-style:solid; border-left-width:0.75pt; border-right-color:#d9d9d9; border-right-style:solid; border-right-width:0.75pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:210.1pt">
<p style="margin:10pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario, Relacionado </span>
</p>
</td>
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<span style="font-family:'Times New Roman'; font-size:12pt">Juan Manuel Valle Pereña</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Miembro Propietario, Patrimonial </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Juana María Galindez Aguirreche</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Miembro</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Propietario</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">A continuación, se presenta la biografía de los principales miembros del Comité Técnico de Fibra Plus:</span>
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<br /><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Gustavo Felipe Tomé Velázquez</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Es Ingeniero Físico Industrial, graduado con honores del TEC de Monterrey. Su actividad profesional fue enriquecida por un MOT (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Managment</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">on</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Technology</span><span style="font-family:'Times New Roman'; font-size:10pt">) en MIT Sloan School </span><span style="font-family:'Times New Roman'; font-size:10pt">of</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">Managment</span><span style="font-family:'Times New Roman'; font-size:10pt"> y por un MBA </span><span style="font-family:'Times New Roman'; font-size:10pt">Multinational</span><span style="font-family:'Times New Roman'; font-size:10pt"> en Adolfo Ibañez School </span><span style="font-family:'Times New Roman'; font-size:10pt">of</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">Managment</span><span style="font-family:'Times New Roman'; font-size:10pt">, en Miami, Florida además de una educación continua en Instituciones educativas de reconocimiento mundial como Harvard Business School, en la cual, cursó un posgrado de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Real Estate</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Su desarrollo profesional ha sido principalmente creando empresas en las ramas de la industria de la construcción y manufactura de materiales, hasta la más reciente incursión en el sector de Instituciones financieras.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Es miembro activo del Consejo del Instituto Tecnológico de Estudios Superiores de Monterrey y del Instituto de Emprendimiento Eugenio Garza Lagüera. Colabora también desde 2012 como consejero del Grupo Financiero Banorte.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Su carrera como empresario empezó en el año 2000 en las empresas textiles de su familia. En 2005 comenzó a desarrollar su negocio de inversión de capital privado formando Davinci Capital donde actualmente cuenta con empresas que van desde las energías renovables como </span><span style="font-family:'Times New Roman'; font-size:10pt">Solartec</span><span style="font-family:'Times New Roman'; font-size:10pt">, pasando por empresas de TI, autopartes, alimentos y materiales de construcción como </span><span style="font-family:'Times New Roman'; font-size:10pt">Alucomex</span><span style="font-family:'Times New Roman'; font-size:10pt">. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En 2009 incursiona por su cuenta en el negocio de desarrollo inmobiliario con la empresa Némesis Capital desarrollando las marcas Elite </span><span style="font-family:'Times New Roman'; font-size:10pt">Residence</span><span style="font-family:'Times New Roman'; font-size:10pt"> y </span><span style="font-family:'Times New Roman'; font-size:10pt">Capitolio</span><span style="font-family:'Times New Roman'; font-size:10pt"> así como la división de Centros Comerciales y Parques Industriales, contando actualmente con más de 3 millones de m</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:super">2</span><span style="font-family:'Times New Roman'; font-size:10pt"> construidos y en proceso de construcción.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Federico </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Clariond</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> Domene </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Cuenta con 26 años de experiencia profesional, de los cuales los últimos 13 años han sido como </span><span style="font-family:'Times New Roman'; font-size:10pt">Director General</span><span style="font-family:'Times New Roman'; font-size:10pt"> de diversas empresas. A partir de 2011 y hasta la fecha es </span><span style="font-family:'Times New Roman'; font-size:10pt">Director General</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Valores Aldabra, un fondo de capital privado (Private </span><span style="font-family:'Times New Roman'; font-size:10pt">Equity</span><span style="font-family:'Times New Roman'; font-size:10pt">) enfocado en proyectos industriales y de servicios financieros. Asimismo, desde enero de 2015 y hasta la fecha es también </span><span style="font-family:'Times New Roman'; font-size:10pt">Director General</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Buró Inmobiliario Nacional, una inmobiliaria especializada en hoteles, naves industriales y plazas comerciales en México y en el sur de los Estados Unidos de América. Previo a esta posición fue </span><span style="font-family:'Times New Roman'; font-size:10pt">Director General</span><span style="font-family:'Times New Roman'; font-size:10pt"> de </span><span style="font-family:'Times New Roman'; font-size:10pt">Stabilit</span><span style="font-family:'Times New Roman'; font-size:10pt"> México de 2007 a 2011. Participa en diversos Consejos de Administración, entre los que se encuentran el de Empaques Moldeados de América donde funge como </span><span style="font-family:'Times New Roman'; font-size:10pt">Presidente</span><span style="font-family:'Times New Roman'; font-size:10pt"> del Consejo, Banco </span><span style="font-family:'Times New Roman'; font-size:10pt">Bancrea</span><span style="font-family:'Times New Roman'; font-size:10pt"> donde es </span><span style="font-family:'Times New Roman'; font-size:10pt">Vicepresidente</span><span style="font-family:'Times New Roman'; font-size:10pt"> del Consejo, Afore </span><span style="font-family:'Times New Roman'; font-size:10pt">InverCap</span><span style="font-family:'Times New Roman'; font-size:10pt">, Grupo </span><span style="font-family:'Times New Roman'; font-size:10pt">Cuprum</span><span style="font-family:'Times New Roman'; font-size:10pt">, </span><span style="font-family:'Times New Roman'; font-size:10pt">Serviacero</span><span style="font-family:'Times New Roman'; font-size:10pt"> Comercial, </span><span style="font-family:'Times New Roman'; font-size:10pt">Betterware</span><span style="font-family:'Times New Roman'; font-size:10pt"> y Parque Fundidora. Previamente fue </span><span style="font-family:'Times New Roman'; font-size:10pt">Presidente</span><span style="font-family:'Times New Roman'; font-size:10pt"> del Consejo de CINTERMEX y de COMCE Noreste. Es Ingeniero Mecánico Administrador por el ITESM y tiene un MBA por la Universidad de Stanford.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Pedro Solís Cámara Jiménez Canet</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Contador público certificado con 40 años de experiencia profesional. Actualmente es socio director de Solís, Cámara y </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Cía</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">, firma que el mismo fundó en 1986 y que tiene clientes AAA entre los que destacan GICSA, Fibra Uno, Némesis Capital, Grupo </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Ral</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">, Grupo Gigante, CI Banco, Meliá Hoteles, Qualitas Compañía de Seguros, CODERE y </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Bardahl</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> de México entre otros. Es consejero propietario de diversas empresas, entre las que destacan </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Bardahl</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> de México, Grupo Ambrosía, La Era Natural, Don Apoyo, Grupo Dinero Práctico, Grupo GICSA, Day Asesores e </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Investa</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> Bank. En el ramo académico fue profesor de tiempo parcial en diversas materias relacionadas con el área fiscal en el Instituto Tecnológico Autónomo de México (ITAM) desde 1985 hasta 2015. Entre 1995 y 1996 fungió como miembro del Consejo Asesor Fiscal en materia de Impuesto Predial de la Tesorería del Distrito Federal y entre 2013 y 2014 formó parte del Grupo de Capacitación del Sistema de Administración Tributaria. Es socio activo del Colegio de Contadores Públicos de México A.C. desde 1985 e integrante de su Comisión Fiscal desde 1996. </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Asimismo</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> es miembro del Instituto Mexicano de Contadores Públicos A.C. y de la International Fiscal </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Association</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> (IFA), Grupo México. Es Contador Público por el Instituto Tecnológico Autónomo de México (ITAM). Asimismo, realizó estudios de Licenciatura de Derecho en la Universidad Nacional Autónoma de México. Adicional a esto obtuvo un Diplomado en Derecho Tributario por el ITAM.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Jaime Alverde Lozada</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Licenciado en Administración de Empresas con más de 26 años de experiencia profesional, tiene un MBA por la Universidad de Tulane. Actualmente es </span><span style="font-family:'Times New Roman'; font-size:10pt">Director General</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Office Depot y RadioShack, operando más de 544 Tiendas en México, Centro y Sudamérica en 8 diferentes países. Es miembro del Consejo de Administración de la Asociación Nacional de Tiendas de Autoservicio (ANTAD), vicepresidente de la Asociación de Desarrolladores Inmobiliarios (ADI), miembro del Patronato del Instituto Nacional de Ciencias Médicas y Nutrición Salvador Zubirán, así como de otras importantes organizaciones y empresas tales como </span><span style="font-family:'Times New Roman'; font-size:10pt">Fhipo</span><span style="font-family:'Times New Roman'; font-size:10pt">, Fibra Storage y A&L. Fungió como </span><span style="font-family:'Times New Roman'; font-size:10pt">Director General</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Gigante Grupo Inmobiliario de 2008 a 2017.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Javier Arroyo Navarro</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Javier Arroyo es director general de Farmacia Guadalajara. Tiene una licenciatura en administración y finanzas por el Instituto Tecnológico y de Estudios Superiores de Monterrey con especialidad en economía financiera por la </span><span style="font-family:'Times New Roman'; font-size:10pt">University</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">of</span><span style="font-family:'Times New Roman'; font-size:10pt"> British Columbia, además de un MBA por la escuela de negocios Darla Moore School </span><span style="font-family:'Times New Roman'; font-size:10pt">of</span><span style="font-family:'Times New Roman'; font-size:10pt"> Business de la </span><span style="font-family:'Times New Roman'; font-size:10pt">University</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">of</span><span style="font-family:'Times New Roman'; font-size:10pt"> South Carolina.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El señor Arroyo es miembro consejero de las siguientes juntas: Corporativo Fragua SAB de CV; Fideicomiso F/1110 de Banco Azteca, (Fibra Plus); Grupo </span><span style="font-family:'Times New Roman'; font-size:10pt">Ciosa</span><span style="font-family:'Times New Roman'; font-size:10pt"> SAPI DE C.V. y de los consejos consultivos Bancomer S.A DE C.V, Banamex e Instituto de Emprendimiento Eugenio Garza Lagüera (IEEGL). Es vicepresidente de la Cámara de Comercio de Guadalajara y es miembro de la Trilateral </span><span style="font-family:'Times New Roman'; font-size:10pt">Commission</span><span style="font-family:'Times New Roman'; font-size:10pt"> como un David Rockefeller Fellow. Además, es cofundador y vicepresidente del Grupo México en movimiento, el cual es una organización sin fines de lucro que reúne a un grupo de jóvenes empresarios mexicanos que buscan tener un impacto positivo en México.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Enrique Coppel Luken</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El Sr. Coppel es socio de Grupo Coppel, S.A. de C.V., empresa privada que ocupa el 4° lugar con la mayor cantidad de colaboradores mexicanos (~110 mil empleados), donde ha laborado desde 1969. Fungió como </span><span style="font-family:'Times New Roman'; font-size:10pt">Director General</span><span style="font-family:'Times New Roman'; font-size:10pt"> y </span><span style="font-family:'Times New Roman'; font-size:10pt">Presidente</span><span style="font-family:'Times New Roman'; font-size:10pt"> de BanCoppel, Afore Coppel, Coppel Argentina y Coppel Brasil. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Emprendió el desarrollo urbano de La Primavera, semejante a una ciudad Satélite en Culiacán (1,000 has), así como del Parque Industrial en La Primavera, entre otras experiencias. Actualmente es miembro del Consejo Sinaloense de Empresarios (CSE), del Consejo Consultivo de Telmex y de Grupo Su Karne.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El Sr. Coppel tiene un </span><span style="font-family:'Times New Roman'; font-size:10pt">MBA en</span><span style="font-family:'Times New Roman'; font-size:10pt"> el IPADE y estudió Administración de Empresas en el ITESM campus Monterrey.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Gustavo A. Ramírez Berrueta</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Miembro del consejo de administración de empresas de diversos giros además de inversionista en empresas del sector Inmobiliario y financiero. Ha participado en el desarrollo de DaVinci Capital, Némesis Capital y </span><span style="font-family:'Times New Roman'; font-size:10pt">Signature</span><span style="font-family:'Times New Roman'; font-size:10pt"> Capital desde su fundación. El Sr. Ramírez es Contador Público Certificado, se ha desempeñado como profesionista independiente en auditoría y asesoría en materia fiscal y financiera desde hace más de 29 años. Fue socio fundador de la firma representante en México de Baker Tilly International (antes Summit International), desde 1990, participando en ambos en sus consejos directivos. Se graduó 1988 del Instituto Tecnológico de Estudios Superiores de Monterrey en Contaduría Pública con honores. Miembro y consejero de diversas instituciones privadas, educativas, empresariales y profesionales.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Miguel Navarro De la Torre</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Es Arquitecto egresado de la Universidad de Guanajuato, con Maestría en Diseño Urbano Arquitectónico por la Universidad de la Salle. Cuenta con 26 años de experiencia en la Gestión de Negocios </span><span style="font-family:'Times New Roman'; font-size:10pt">Inmobiliarios, Dirección</span><span style="font-family:'Times New Roman'; font-size:10pt"> y Planeación de obras. Es socio de Grupo </span><span style="font-family:'Times New Roman'; font-size:10pt">Link</span><span style="font-family:'Times New Roman'; font-size:10pt">, empresa especializada y dedicada al desarrollo inmobiliario, con actividad y presencia nacional. También es inversionista y desarrollador de centros comerciales y proyectos verticales, asesor de empresas especializadas en la industria del real estate, con amplia experiencia profesional y con participación directa en el desarrollo, construcción y comercialización de al menos 50 conjuntos Inmobiliarios. El Arquitecto Navarro colabora con Fondos privados nacionales y extranjeros para concretar inversiones en el ramo.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Juan Manuel Valle Pereña</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El Sr. Valle es director general de Afore Coppel, la administradora de fondos para el retiro con el mayor número de clientes, más de 13 millones, y con un portafolio superior a $350 mil millones de pesos, y en la que encabeza un proceso de transformación enfocado en la estrategia de inversión de </span><span style="font-family:'Times New Roman'; font-size:10pt">un portafolio</span><span style="font-family:'Times New Roman'; font-size:10pt"> que se estima se duplicará en 4 años.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Previo a incorporarse a Grupo Coppel combinó durante 2 años actividades de consultoría y estructuración de financiamiento a proyectos en distintos sectores con una </span><span style="font-family:'Times New Roman'; font-size:10pt">participación activa</span><span style="font-family:'Times New Roman'; font-size:10pt"> en la estrategia y gobernanza de Deep Dive, </span><span style="font-family:'Times New Roman'; font-size:10pt">start</span><span style="font-family:'Times New Roman'; font-size:10pt"> up</span><span style="font-family:'Times New Roman'; font-size:10pt"> enfocada a la ciencia de datos, de la cual es accionista.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Entre febrero de 2017 y enero de 2019 fue el </span><span style="font-family:'Times New Roman'; font-size:10pt">Director General</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Afore XXI Banorte. Previamente tuvo una importante carrera en el sector público incluyendo posiciones en la Secretaría de Desarrollo Social (</span><span style="font-family:'Times New Roman'; font-size:10pt">Director General</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Diconsa), la Secretaría de Relaciones Exteriores (</span><span style="font-family:'Times New Roman'; font-size:10pt">Director Ejecutivo</span><span style="font-family:'Times New Roman'; font-size:10pt"> de la Agencia Mexicana de Cooperación Internacional para el Desarrollo) y la Secretaría de Hacienda. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Entre 1997 y 2003 trabajó en la Comisión Nacional del Sistema de Ahorro para el Retiro.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Juan Manuel Valle es Licenciado en Economía por el Instituto Tecnológico Autónomo de México y Maestro en Políticas Públicas por la Escuela de Asuntos Públicos e Internacionales de la Universidad de Princeton.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Juana María </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Galindez</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> Aguirreche</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Consejera y miembro del Comité de Inversiones de </span><span style="font-family:'Times New Roman'; font-size:10pt">Beraunberri</span><span style="font-family:'Times New Roman'; font-size:10pt">, grupo inversor español con foco en los sectores de industria, infraestructura, sostenibilidad y crecimiento, desde donde se fundó en 2005 la compañía </span><span style="font-family:'Times New Roman'; font-size:10pt">Solarpack</span><span style="font-family:'Times New Roman'; font-size:10pt"> Corporación Tecnológica. También es consejera de varias empresas y fondos participados por </span><span style="font-family:'Times New Roman'; font-size:10pt">Beraunberri</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Entre 2017 y 2021 trabajó en Allianz Global </span><span style="font-family:'Times New Roman'; font-size:10pt">Investors</span><span style="font-family:'Times New Roman'; font-size:10pt"> en Nueva York (</span><span style="font-family:'Times New Roman'; font-size:10pt">EE.UU</span><span style="font-family:'Times New Roman'; font-size:10pt">), en el equipo de </span><span style="font-family:'Times New Roman'; font-size:10pt">Infrastructure</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">Debt</span><span style="font-family:'Times New Roman'; font-size:10pt">, estructurando e invirtiendo en deuda privada de proyectos de infraestructuras en </span><span style="font-family:'Times New Roman'; font-size:10pt">EE.UU.</span><span style="font-family:'Times New Roman'; font-size:10pt"> y Latinoamérica. Anteriormente, formó parte durante siete años de los equipos de Project </span><span style="font-family:'Times New Roman'; font-size:10pt">Finance</span><span style="font-family:'Times New Roman'; font-size:10pt"> y </span><span style="font-family:'Times New Roman'; font-size:10pt">Corporate</span><span style="font-family:'Times New Roman'; font-size:10pt"> Risk del Banco Santander en Nueva York.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Entre 2015 y 2018 fue consejera de la compañía </span><span style="font-family:'Times New Roman'; font-size:10pt">Solarpack</span><span style="font-family:'Times New Roman'; font-size:10pt"> Corporación Tecnológica, una empresa multinacional integrada, especializada en el desarrollo, construcción y explotación de grandes plantas solares fotovoltaicas. Es patrono de la Fundación EKI y de la Fundación Pia </span><span style="font-family:'Times New Roman'; font-size:10pt">Aguirreche</span><span style="font-family:'Times New Roman'; font-size:10pt"> en España. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Licenciada en Administración de Empresas (ADE) por la Universidad de Navarra.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">David Ricardo Suárez Cortazar</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">David Ricardo Suárez Cortazar es un directivo financiero y consejero independiente con más de 20 años de experiencia en banca, finanzas estratégicas, gobierno corporativo, levantamiento de capital, relaciones con inversionistas y transformación digital de negocios. Actualmente se desempeña como </span><span style="font-family:'Times New Roman'; font-size:10pt">Director</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Administración y Finanzas de Grupo </span><span style="font-family:'Times New Roman'; font-size:10pt">Solmar</span><span style="font-family:'Times New Roman'; font-size:10pt"> y participa como consejero independiente y presidente de comités de auditoría, riesgos y remuneraciones en diversas instituciones financieras y empresariales. A lo largo de su trayectoria ha ocupado posiciones directivas en Grupo Financiero Banorte, Banco Azteca y </span><span style="font-family:'Times New Roman'; font-size:10pt">AgroFibra</span><span style="font-family:'Times New Roman'; font-size:10pt">, destacando por su liderazgo en procesos de financiamiento, expansión regional y fortalecimiento institucional. Cuenta con una Maestría en Administración y Política Económica por la Universidad de Columbia y ha sido reconocido por </span><span style="font-family:'Times New Roman'; font-size:10pt">Institutional</span><span style="font-family:'Times New Roman'; font-size:10pt"> Investor y Forbes por su desempeño como CFO y profesional financiero. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Federico Goeters Canale</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Federico Goeters Canale cuenta con una sólida trayectoria en bienes raíces, mercados de capital, financiamiento estructurado y transacciones inmobiliarias en México. Actualmente es </span><span style="font-family:'Times New Roman'; font-size:10pt">Managing</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">Director</span><span style="font-family:'Times New Roman'; font-size:10pt"> en Cushman & Wakefield, donde lidera operaciones de </span><span style="font-family:'Times New Roman'; font-size:10pt">equity</span><span style="font-family:'Times New Roman'; font-size:10pt">, deuda y financiamiento estructurado, después de haber encabezado durante varios años las transacciones y mercados de capital de PGIM Real Estate en México. Ha participado en operaciones por miles de millones de dólares en activos industriales, residenciales y comerciales, así como en procesos de adquisición, disposición, financiamiento y negociación de estructuras de coinversión. Es Ingeniero Industrial por la Universidad Iberoamericana y cuenta con formación en Finanzas Corporativas por EGADE Business School. Además, destaca por su disciplina y alto desempeño deportivo, habiendo representado a México en competencias internacionales de vela. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Sergio Alberto Férez Bitar</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Sergio Alberto Férez Bitar es abogado especializado en derecho mercantil y corporativo, con amplia experiencia en estructuración de créditos y garantías, fusiones y adquisiciones, transacciones inmobiliarias, fideicomisos, contratos, reestructuras y auditorías legales. Es socio general del área corporativa de Ramírez, Gutiérrez-Azpe, Rodríguez Rivero y Hurtado, S.C., firma en la que ha desarrollado la mayor parte de su carrera profesional. Cuenta con una Licenciatura en Derecho por la Universidad Anáhuac y un LLM en International Business Law por </span><span style="font-family:'Times New Roman'; font-size:10pt">University</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">of</span><span style="font-family:'Times New Roman'; font-size:10pt"> Minnesota Law School. Ha sido reconocido por </span><span style="font-family:'Times New Roman'; font-size:10pt">Who’s</span><span style="font-family:'Times New Roman'; font-size:10pt"> Who Legal como practicante líder en Real Estate, además de haber sido profesor universitario y participar como secretario de consejo y miembro independiente en órganos corporativos y técnicos de diversas entidades.</span>
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<p style="margin:0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Designación y destitución de Miembros del Comité Técnico. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">De conformidad con el Fideicomiso, los miembros del Comité Técnico serán designados o ratificados de la siguiente forma:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<ol type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">De conformidad con lo establecido en el Fideicomiso, cualesquier Tenedores que en lo individual o en conjunto tengan la titularidad del 10% (diez por ciento) del número de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> en circulación tendrán el derecho de designar en la Asamblea de Tenedores a un miembro propietario y su </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">respectivo suplente en el Comité Técnico por cada 10% (diez por ciento) de tenencia (siempre y cuando dichos Tenedores no hubieran renunciado a su derecho a designar miembros del Comité Técnico conforme al Fideicomiso). Tal designación sólo podrá revocarse por los demás Tenedores cuando a su vez se revoque el nombramiento de todos los integrantes del Comité Técnico; en este supuesto, las personas sustituidas no podrán ser nombradas durante los 12 (doce) meses siguientes a la revocación. </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Para efectos de claridad, este derecho podrá ser ejercido por cada 10% (diez por ciento) de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> en circulación</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">.</span>
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</ol>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Dichos Tenedores deberán entregar al Fiduciario evidencia escrita o material de la cantidad de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">de los que sean titulares dentro de los plazos correspondientes, con el fin de que el Fiduciario compruebe que dicho número de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> es equivalente al 10% (diez por ciento) del número de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación a dicha fecha y determine el número de miembros que pueden designar dichos Tenedores. Lo anterior, en el entendido que, para la designación de los miembros del Comité Técnico realizada por los Tenedores, únicamente podrá realizarse por aquellos Tenedores que cumplan con los requisitos señalados en este inciso en la fecha de su designación.</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Los miembros designados por los Tenedores durarán en su encargo 1 (un) año contado a partir de que entren en funciones, salvo el caso en que sean destituidos. En caso de que algún miembro del Comité Técnico sea destituido, deberá permanecer en funciones hasta en tanto el mismo no sea sustituido por el nuevo miembro.</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Los Tenedores notificarán por escrito al Fiduciario, con copia al Fideicomitente de la designación que hayan realizado de conformidad con el presente inciso;</span>
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<p style="margin:0pt; text-indent:-35.65pt; text-align:justify; widows:0; orphans:0; padding-left:35.65pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="2" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">El Fideicomiso de Control, tendrá el derecho de designar por lo menos a la mitad más uno del total de los miembros del Comité Técnico en la propia Asamblea de Tenedores, mientras el mismo mantenga la titularidad de por lo menos el 15% (quince por ciento) de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> en circulación, incluyendo al </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Presidente</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> de dicho Comité Técnico y sus respectivos suplentes. El Fideicomiso de Control, a su discreción, podrá designar exclusivamente miembros del Comité Técnico que no sean considerados como Miembros Independientes.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Fideicomiso de Control notificará por escrito al Fiduciario de la designación que haya realizado de conformidad con el presente inciso.</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Los miembros propietarios del Comité Técnico y sus </span><span style="font-family:'Times New Roman'; font-size:10pt">respectivos suplentes, nombrados por el Fideicomiso de Control, podrán ser destituidos (i) por el Fideicomiso de Control y/o (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) en caso de ser aplicable, por la Asamblea de Tenedores cuando a su vez se revoque la designación de todos los miembros del Comité Técnico.</span>
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<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="3" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">En todo momento los Miembros Independientes representarán al menos el 25% (veinticinco por ciento) de los miembros propietarios del Comité Técnico y sus respectivos suplentes. Dichos Miembros Independientes serán designados por su experiencia, capacidad y prestigio profesional, considerando además que por sus características puedan desempeñar sus funciones libres de conflictos de interés y sin estar supeditados a intereses personales, patrimoniales o económicos y cuya independencia será calificada por mayoría de votos presentes en la Asamblea de Tenedores en la cual sean designados o ratificados, o tratándose del primer Comité Técnico designado conforme al inciso 9.1.1 del Fideicomiso, su independencia será calificada en la primer Asamblea de Tenedores que se lleve a cabo.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Sin detrimento de lo anterior, una persona no puede ser un Miembro Independiente si no cumple con los requisitos del artículo 24, segundo párrafo y 26 de la LMV.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">No habrá requisitos de nacionalidad ni de residencia respecto de los miembros del Comité Técnico.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">La muerte, incapacidad o renuncia de un miembro del Comité Técnico resultará en la remoción automática con efectos inmediatos, debiendo </span><span style="font-family:'Times New Roman'; font-size:10pt">procederse a efectuarse</span><span style="font-family:'Times New Roman'; font-size:10pt"> una nueva designación dentro de los 10 (diez) Días </span><span style="font-family:'Times New Roman'; font-size:10pt">Hábiles siguientes.</span>
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<p style="margin:0pt; text-indent:21.3pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Los miembros propietarios sólo podrán ser sustituidos ante su ausencia temporal por el suplente que le corresponda al miembro propietario en cuestión.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">El nombramiento como Miembro del Comité Técnico deberá ir acompañado de (i) la aceptación del cargo por parte del miembro propietario y, en su caso, del suplente de que se trate, (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) copia de la identificación oficial de dicho miembro propietario y, en su caso, de su suplente, en la que aparezca su firma, y (</span><span style="font-family:'Times New Roman'; font-size:10pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt">) en caso de ser Miembro Independiente, deberá manifestar por escrito que no se encuentra en algún supuesto de los previstos en los artículos 24, segundo párrafo y 26 de la LMV.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Los miembros del Comité Técnico tendrán voz y voto en las deliberaciones de dicho órgano y no podrán delegar sus funciones.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">En caso de que</span><span style="font-family:'Times New Roman'; font-size:10pt"> el Fideicomiso de Control deje de mantener la titularidad del porcentaje de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> necesario, el presidente del Comité Técnico será nombrado por el propio Comité Técnico por mayoría de votos. Asimismo, el secretario del Comité Técnico, quien no podrá ser miembro del Comité Técnico, será asignado por el propio Comité Técnico por mayoría de votos.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">El Representante Común asistirá a las sesiones del Comité Técnico con voz, pero sin voto y no desempeñará ningún cargo en las mismas.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">En aplicación de LMV y la Circular Única de Emisoras, los miembros del Comité Técnico podrán celebrar convenios con relación al ejercicio de sus derechos de voto en las sesiones del Comité Técnico. La celebración de dichos convenios y sus características deberán ser notificados por escrito al Fiduciario dentro de los 5 (cinco) Días Hábiles siguientes al de su celebración, para que sean revelados al público inversionista a través del EMISNET que mantiene la BMV y STIV-2 que mantiene la CNBV, o los medios que éstas determinen, así como para que se difunda su existencia en el Reporte Anual del Fideicomiso, lo anterior sin perjuicio de lo establecido en la Cláusula Trigésima Primera del Fideicomiso. Dichos convenios podrán establecer, entre otros, ejercer el voto de los miembros no independientes del Comité Técnico en el mismo sentido del voto emitido por el Administrador o </span><span style="font-family:'Times New Roman'; font-size:10pt">a quien se encomienden las funciones de administración del Patrimonio del Fideicomiso</span><span style="font-family:'Times New Roman'; font-size:10pt">, en caso de que éstos pertenezcan al Comité Técnico.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Remuneración.</span>
</p>
<p style="margin:0pt; text-indent:21.3pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">La Asamblea de Tenedores, previa propuesta del Comité de Nominaciones, acordará una remuneración para los Miembros Independientes por el ejercicio de su encargo, conforme a las sanas prácticas bursátiles, ya sea en efectivo o en especie. De igual manera, la Asamblea de Tenedores, previa propuesta del Comité de Nominaciones, podrá establecer una remuneración para los demás miembros del Comité Técnico por el ejercicio de su encargo, ya sea en efectivo o en especie. Cualesquiera remuneraciones que en su caso se lleguen a acordar conforme a lo anteriormente previsto, serán con cargo al Patrimonio del Fideicomiso.</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">En este sentido, el Comité de Nominaciones autoriza e instruye al Fiduciario para que con cargo al Patrimonio del Fideicomiso pague a cada miembro del Comité Técnico, incluyendo los Miembros Independientes y con excepción de los Miembros patrimoniales, como remuneración por el desempeño de sus funciones por cada sesión del Comité Técnico a la que asistan, el importe de $35,000.00 (treinta y cinco mil Pesos 00/100 Moneda Nacional) y un pago adicional de $10,000.00 (diez mil Pesos 00/100Moneda Nacional) por la asistencia de cada Miembro Independiente a cada una de las sesiones del Comité de Nominaciones, del Comité de Compensaciones, del Comité de Prácticas y del Comité de Auditoría</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Eventos subsecuentes, sobre la remuneración a consejeros</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">En Asamblea de Tenedores de abril del 2026, el Administrador propuso a la Asamblea, aprobar una modificación a la remuneración de los consejeros, para </span><span style="font-family:'Times New Roman'; font-size:10pt">refljear</span><span style="font-family:'Times New Roman'; font-size:10pt"> de mejor manera las condiciones de mercado, la cual fue revisada y aprobada en Comité Técnico y la Asamblea, conforme a lo siguiente:</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">El Comité de Nominaciones autoriza e instruye al Fiduciario para que con cargo al Patrimonio del Fideicomiso pague a cada miembro del Comité Técnico, así como al secretario del Comité, como remuneración por el desempeño de sus funciones por cada sesión del Comité Técnico al que asistan, el importe de $75,000.00 (setenta y cinco mil </span><span style="font-family:'Times New Roman'; font-size:10pt">Pesos</span><span style="font-family:'Times New Roman'; font-size:10pt"> 00/100 Moneda Nacional).</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Asimismo, por la asistencia a cada sesión de los diversos Subcomités (Nominaciones, Compensaciones, Prácticas y Auditoría), se autoriza un pago de $40,000.00 (cuarenta mil </span><span style="font-family:'Times New Roman'; font-size:10pt">Pesos</span><span style="font-family:'Times New Roman'; font-size:10pt"> 00/100 M.N.) para cada miembro integrante. En el caso de los </span><span style="font-family:'Times New Roman'; font-size:10pt">Presidentes</span><span style="font-family:'Times New Roman'; font-size:10pt"> de cada uno de dichos Subcomités, la compensación será de $50,000.00 (cincuenta mil </span><span style="font-family:'Times New Roman'; font-size:10pt">Pesos</span><span style="font-family:'Times New Roman'; font-size:10pt"> 00/100 M.N.) por sesión.</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Los presentes términos de remuneración son aplicables a la totalidad de los miembros, sin distinción de su carácter, y entrarán en vigor a partir del 1 de octubre de 2026.</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Deberes de diligencia, de lealtad y de responsabilidad de los miembros del Comité Técnico de Fibra Plus. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">El Fideicomiso exige los deberes de diligencia, de lealtad y de responsabilidad a los Miembros del Comité Técnico considerados en la LMV y a sus estipulaciones aplicables a los Miembros de Sociedades Anónimas Bursátiles, ya que no existe un reglamento específico aplicable a los Miembros del Comité Técnico de una FIBRA.</span>
</p>
<p style="margin:0pt; text-indent:35.4pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">De acuerdo con la LMV, el deber de diligencia consiste en actuar de buena fe y conforme a los intereses de Fibra Plus. Para dicho fin, se requiere que los Miembros del Comité Técnico obtengan la información necesaria del Administrador, de los Auditores Externos o de cualquier otra persona con el fin de estar preparados para actuar conforme a dichos intereses. El deber de diligencia se cumple principalmente asistiendo a las sesiones del comité y divulgando la información importante obtenida por los Miembros del Comité Técnico en dichas sesiones. En caso de no actuar con el cuidado debido, los Miembros del Comité Técnico, serán solidariamente responsables por daños y pérdidas causados a Fibra Plus o a sus subsidiarias.</span>
</p>
<p style="margin:0pt; text-indent:35.3pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">El deber de lealtad consiste principalmente en mantener la confidencialidad de la información recibida en relación con el desempeño de las obligaciones y en abstenerse de discutir o votar sobre asuntos en los cuales un miembro del Comité Técnico tenga un conflicto de interés. Asimismo, el deber de lealtad es violado si un Tenedor o un grupo de Tenedores se ve favorecido, sin la aprobación expresa del Comité Técnico o en caso de que un director tome ventaja de una oportunidad corporativa. El deber de lealtad también es violado en caso de (i) que no se divulgue al Comité de Auditoría y a los auditores externos cualquier irregularidad que un miembro del Comité Técnico pueda encontrar en el desempeño de sus obligaciones, y (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) en caso de que se divulgue información que sea falsa o engañosa o se omita el registro de cualquier transacción en los registros de Fibra Plus y que pudiera afectar los estados financieros de Fibra Plus. La violación del deber de lealtad resultaría en la responsabilidad solidaria de los Miembros del Comité Técnico, por los daños y perjuicios causados a Fibra Plus y/o sus subsidiarias; esta responsabilidad también se originaría si los daños y las pérdidas fueran causadas como resultado de beneficios obtenidos por el miembro, los Miembros o terceros, como resultado de acciones de dichos Miembros del Comité Técnico.</span>
</p>
<p style="margin:0pt; text-indent:35.3pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Las acciones de responsabilidad por daños y perjuicios que resulten de la violación del deber de cuidado o del deber de lealtad únicamente podrán ser ejercidas en beneficio de Fibra Plus y podrán ser entabladas por Fibra Plus o por los Tenedores que representen el 10% (diez por ciento) o más del número de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación. En caso de ser aplicable, las acciones penales únicamente podrán ser entabladas por la Secretaría de Hacienda y Crédito Público, previa opinión de la CNBV.</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Las responsabilidades especificadas anteriormente, incluyendo en su caso la responsabilidad penal, no serán aplicables si el miembro, actuando de buena fe, (i) cumplió con la Legislación Aplicable o con el Fideicomiso; (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) tomó la decisión con base en información proporcionada por el personal del Administrador, por terceros independientes o por el Auditor Externo del Fideicomiso, cuya capacidad y credibilidad no están en duda, y (</span><span style="font-family:'Times New Roman'; font-size:10pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt">) si eligió la alternativa más adecuada a su leal saber y entender, o si los efectos patrimoniales </span><span style="font-family:'Times New Roman'; font-size:10pt">negativos de dicha decisión no hayan sido previsibles, con base en la información disponible al momento de la decisión.</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Sesiones del Comité Técnico.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Las convocatorias para las sesiones del Comité Técnico serán notificadas por el secretario del Comité Técnico a cada uno de sus miembros, al Administrador y al Fiduciario, cuando menos con 3 (tres) Días de anticipación a la fecha en que se celebrará la sesión, en el último domicilio y/o dirección electrónica que cada uno de ellos haya registrado con el Fiduciario y con el secretario del Comité Técnico, salvo tratándose de casos urgentes a juicio del convocante, en cuyo caso, la convocatoria se realizará con 24 (veinticuatro) horas de anticipación. La convocatoria contendrá la hora, fecha, lugar y orden del día de la sesión y deberá ser firmada por la o las personas que la realicen. La convocatoria no será necesaria cuando todos los miembros propietarios del Comité Técnico se encuentren presentes en el lugar de celebración de la sesión del Comité Técnico.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Cualquiera de los miembros del Comité Técnico podrá solicitar al secretario que convoque a una sesión cuando lo considere pertinente, con al menos 5 (cinco) Días de anticipación a la fecha en que se celebrará la sesión. La solicitud deberá indicar brevemente los asuntos que se pretendan tratar en dicha sesión.</span>
</p>
<p style="margin:0pt; text-indent:35.45pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Para que las sesiones del Comité Técnico se consideren válidamente instaladas en primera convocatoria, la mayoría de sus miembros propietarios o sus suplentes deberán estar presentes. En el caso de segunda o ulterior convocatoria, las sesiones del Comité Técnico podrán celebrarse válidamente cualquiera que sea el número de miembros presentes en la misma.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Las resoluciones del Comité Técnico serán adoptadas por mayoría de votos de los miembros presentes, salvo los casos previstos en el Fideicomiso en los que sea necesario contar, en adición, con el voto favorable de la mayoría de los Miembros Independientes. Para estos efectos, cada miembro tendrá un voto. En el evento de que la opinión de la mayoría de los Miembros Independientes no sea acorde con la determinación de la mayoría de los miembros del Comité Técnico, esta situación deberá ser revelada por el Fiduciario al público inversionista a través del EMISNET que mantiene la BMV y el STIV-2 que mantiene la CNBV, o los medios que estos últimos determinen.</span>
</p>
<p style="margin:0pt; text-indent:35.45pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Los miembros del Comité Técnico que tengan conflicto de interés en algún asunto deberán abstenerse de participar y estar presentes en la deliberación y votación de dicho asunto, sin que ello afecte el quórum requerido para la instalación del citado comité.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Los miembros designados por los Tenedores podrán girar al Fiduciario las instrucciones escritas necesarias respecto de los asuntos en que el Fideicomitente tenga un conflicto de interés.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Si un miembro del Comité Técnico considera que existe o puede existir un conflicto de interés respecto de cualquier otro miembro del Comité Técnico, el primero deberá declararlo ante los demás y solicitar que el miembro involucrado en el conflicto de interés se abstenga de participar en la discusión y votar en la resolución del asunto. En caso de que el miembro del Comité Técnico respecto del cual se considere que existe o puede existir un conflicto de interés no esté de acuerdo con dicha consideración, el Comité Técnico, por el voto favorable de la mayoría de los miembros con derecho a voto (o sus respectivos suplentes) presentes en la sesión respectiva, excluyendo al miembro cuyo potencial conflicto se está discutiendo, deberán decidir si dicho conflicto de interés efectivamente existe o puede existir.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Asimismo, se entenderá que un miembro del Comité Técnico tiene un conflicto de interés cuando el mismo haya sido nombrado por un Tenedor que tenga un conflicto de interés con el Fideicomiso.</span>
</p>
<p style="margin:0pt 0pt 0pt 35.25pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Uno o más representantes del Fiduciario, del Representante Común y del Fideicomitente podrán asistir a las sesiones del Comité Técnico como observadores (con </span><span style="font-family:'Times New Roman'; font-size:10pt">voz</span><span style="font-family:'Times New Roman'; font-size:10pt"> pero sin derecho de voto). El Comité Técnico podrá invitar a cualquier sesión a terceros como observadores (con </span><span style="font-family:'Times New Roman'; font-size:10pt">voz</span><span style="font-family:'Times New Roman'; font-size:10pt"> pero sin derecho de voto), en virtud </span><span style="font-family:'Times New Roman'; font-size:10pt">de su grado de experiencia en un asunto determinado, cuidando en todo caso la protección de la información que sea o pueda ser considerada como confidencial o relevante. </span>
</p>
<p style="margin:0pt; text-indent:21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El secretario del Comité Técnico preparará un acta de sesión para cada sesión del Comité Técnico en la cual las resoluciones adoptadas durante la sesión sean reflejadas y la cual deberá ser firmada por el presidente y el secretario. El secretario será el responsable de conservar un expediente con todas las actas de sesión y los demás documentos que hayan sido presentados al Comité Técnico, entregándose copia de </span><span style="font-family:'Times New Roman'; font-size:10pt">la misma</span><span style="font-family:'Times New Roman'; font-size:10pt"> al Fiduciario y al Representante Común.</span>
</p>
<p style="margin:0pt 0pt 0pt 35.25pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Las sesiones del Comité Técnico se celebrarán preferentemente en la Ciudad de México, o en el lugar que los miembros del Comité Técnico acuerden, siempre y cuando sea en México. No </span><span style="font-family:'Times New Roman'; font-size:10pt">obstante</span><span style="font-family:'Times New Roman'; font-size:10pt"> lo anterior, las sesiones de Comité Técnico podrán igualmente ser celebradas por teléfono, centros de conferencia o por cualquier otro medio que permita la comunicación entre sus miembros en tiempo real, la cual podrá ser grabada. En dicho caso, el secretario del Comité Técnico confirmará por escrito la asistencia de los miembros, ya sea propietarios o suplentes, para propósitos de que exista quórum suficiente.</span>
</p>
<p style="margin:0pt 0pt 0pt 35.25pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El Comité Técnico podrá adoptar resoluciones sin que sea necesario que se reúnan sus miembros en sesión; siempre que éstas sean confirmadas por escrito por la totalidad de sus miembros propietarios o sus suplentes respectivos, en cuyo caso tendrán, para todos los efectos legales, la misma validez que si hubieren sido adoptadas en sesión del Comité Técnico.</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt">Todas las instrucciones y notificaciones que el Comité Técnico emita al Fiduciario deberán hacerse por escrito y deberán ser firmadas por los miembros que hayan actuado como presidente y secretario en la correspondiente sesión del Comité Técnico y entregarse al Fiduciario y Representante Común para su respectivo cumplimiento.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Los acuerdos del Comité Técnico serán comunicados al Fiduciario, al Representante Común y al Administrador, a más tardar dentro de los 5 (cinco) Días Hábiles siguientes a la adopción de las resoluciones correspondientes, mediante escrito que suscribirá el secretario, debiendo al efecto respetarse los lineamientos, políticas y mecanismos de control que al efecto sean aprobados conforme a la legislación aplicable.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Previo a la primera Emisión, el Comité Técnico deberá celebrar una sesión inicial, en la cual deberá resolver, entre otros asuntos (i) la inscripción de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en el RNV, su Emisión y oferta pública, y (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) la celebración por parte del Fiduciario del Contrato de Colocación y demás actos materiales y jurídicos necesarios y/o convenientes al efecto. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Facultades del Comité Técnico.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">El Comité Técnico del Fideicomiso tendrá las facultades indelegables que se establecen en el Fideicomiso, entre las que se incluyen, sin limitar las siguientes:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Exclusivamente para efectos de la primera Colocación que pretenda realizarse y los actos previos a la misma, el Comité Técnico deberá acordar los términos y condiciones de la primera Emisión, su oferta pública y Colocación e instruir al Fiduciario todos los actos necesarios y/o convenientes al efecto, incluyendo la celebración de cualesquiera convenios y/o contratos que sean necesarios al efecto.</span>
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<ol start="2" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Previo a la primera Colocación, el Comité Técnico, podrá autorizar la Emisión de (a) CBFIs adicionales a aquellos que serán objeto de la primera Colocación, con el objeto de (1) llevar a cabo la suscripción de los mismos por la vía del ejercicio de Derechos de Suscripción Preferente por parte de los eventuales Tenedores, en los términos y bajo las condiciones que en su momento determine el Comité Técnico; (2) ser entregados como contraprestación</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">por la adquisición de Bienes Inmuebles que se destinen al arrendamiento o del derecho a percibir ingresos provenientes del arrendamiento de dichos bienes, en los términos y bajo las condiciones que en su momento determine el Comité Técnico o la Asamblea de Tenedores, según sea el caso; (3) ser entregados para el cumplimiento de los planes de compensación a </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">funcionarios o empleados del Administrador que, en su caso, determine la Asamblea de Tenedores y/o (4) ser entregados como pago de obligaciones a cargo del Fideicomiso, en los términos que autorice el Comité Técnico o la Asamblea de Tenedores, según sea el caso; (b) los CBFIs a que hacen referencia los incisos f y g. de la Cláusula 5.1 del Fideicomiso, y (c) los CBFIs que correspondan para la adquisición de los Activos Iniciales de conformidad con el inciso k. de la Cláusula 5.1 del Fideicomiso. Lo anterior, en el entendido que, excepto por lo establecido en la Cláusula 5.1, incisos f</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">. y g., cualesquier emisiones de CBFIs posteriores a la primera Colocación deberán ser aprobadas por la Asamblea de Tenedores de conformidad con lo establecido en la Circular Única de Emisoras.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<ol start="3" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Remover al Asesor Contable y Fiscal cuando así lo considere conveniente y, consecuentemente, designar al Asesor Contable y Fiscal sustituto, así como girar la respectiva instrucción al Fiduciario para la contratación del mismo con cargo al Patrimonio del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="4" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Conocer, analizar y en su caso aprobar las posibles inversiones y adquisiciones de Activos por recomendación del </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Administrador </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">que pudieran no cumplir o no cumplan con los Criterios de Elegibilidad, </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">para lo cual adicionalmente se deberá contar con el voto favorable de la totalidad de los Miembros Independientes del Comité Técnico.</span>
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<ol start="5" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Aprobar las operaciones con valor igual o mayor al 5% (cinco por ciento) pero menor al 20% (veinte por ciento) del Patrimonio del Fideicomiso, con base en cifras correspondientes al cierre del trimestre inmediato anterior, ya sea que se ejecuten de manera simultánea o sucesiva, en un periodo de 12 (doce) meses, contado a partir de que se concrete la primera operación y que por sus características puedan considerarse como una sola; </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">en el entendido de que se deberá cumplir con el Período Mínimo de Inversión en todos los casos. </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Lo anterior, sin perjuicio de lo establecido en la Cláusula Octava, sección 8.11, inciso (b) del Fideicomiso. Cuando las operaciones en cuestión sean por un valor menor al 5% (cinco por ciento) del Patrimonio del Fideicomiso</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">, con base en cifras correspondientes al cierre del trimestre inmediato anterior, ya sea que se ejecuten de manera simultánea o sucesiva, en un periodo de 12 (doce) meses, contado a partir de que se concrete la primera operación y que por sus características puedan considerarse como una sola, serán aprobadas por el Administrador</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">.</span>
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</p>
<ol start="6" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Aprobar, previa opinión del Comité de Prácticas, las políticas de operación con Personas Relacionadas, así como las operaciones con Personas Relacionadas, entendiéndose para tales efectos las operaciones que realicen con las sociedades sobre las cuales el Fideicomiso realice inversiones, con el Fideicomitente, así como con el Administrador o a quien se encomienden las funciones de administración del Patrimonio del Fideicomiso, o bien, que representen un conflicto de interés. Cada operación con dichas Personas Relacionadas o que represente un conflicto de interés, deberá contar con la mayoría del voto favorable de los Miembros Independientes del Comité Técnico, debiéndose abstener de votar aquellos integrantes que hayan sido designados por el Fideicomitente o por el Administrador o a quien se encomienden las funciones de administración del Patrimonio del Fideicomiso o por las personas relacionadas con estos, sin que ello afecte el quórum requerido para la instalación del citado Comité Técnico. En todo caso, las operaciones deberán realizarse a precio de mercado.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="7" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Asignar a un comité o subcomité, cuya mayoría de integrantes sean Miembros Independientes del Comité Técnico, la facultad de vigilar que se establezcan los mecanismos y controles que permitan verificar que los créditos, préstamos o financiamientos contratados o asumidos con cargo al Patrimonio del Fideicomiso se apeguen a lo previsto a la Legislación Aplicable y a la Circular Única de Emisoras. Tal comité o subcomité deberá informar oportunamente del ejercicio de esta facultad al propio Comité Técnico así como cualquier desviación a lo establecido en la Legislación Aplicable.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="8" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Establecer los términos y condiciones a los que se ajustará el Administrador o a quien se encomienden las funciones de administración del Patrimonio del Fideicomiso, en el ejercicio de sus facultades de actos de dominio y de administración.</span>
</li>
</ol>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="9" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Definir las políticas contables aplicables al Fideicomiso y al Patrimonio del Fideicomiso, previa opinión del Comité de Auditoría.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="10" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Aprobar, previa opinión del Comité de Auditoría, los lineamientos en materia de control interno y auditoría interna del Fideicomiso y demás Personas contratadas por el Fiduciario.</span>
</li>
</ol>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="11" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Aprobar, previa opinión del Comité de Prácticas, la contratación de seguros de responsabilidad para miembros del Comité Técnico y directores relevantes del Administrador.</span>
</li>
</ol>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="12" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Aprobar previa opinión del Comité de Auditoría los estados financieros del Fideicomiso para su sometimiento a la Asamblea de Tenedores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="13" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Aprobar los términos sustanciales de los Convenios de Aportación y Adhesión relativos a cualesquiera Activos que celebrarán los Fideicomitentes Adherentes.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="14" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Fijar las políticas conforme a las cuales se invertirá el Patrimonio del Fideicomiso.</span>
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</p>
<ol start="15" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Fijar las políticas de Desinversión del Patrimonio del Fideicomiso, conforme a las cuales se realice la enajenación de los Activos que formen parte del mismo, para lo cual deberá considerar lo siguiente:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(a)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">El Fiduciario previa instrucción del Comité Técnico deberá efectuar la disposición, venta, liquidación o intercambio de aquellos Activos (“</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; text-decoration:underline">Desinversión</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">”) que: (a) hayan sufrido o estén sufriendo un impacto negativo en su valor o en su generación de ingresos que impacte negativa y significativamente el valor del Patrimonio del Fideicomiso; (b) dejen de ser estratégicos para el Fideicomiso conforme a la opinión del Administrador; (c) su mejor uso sea distinto al arrendamiento; (d) el valor del mismo se maximice mediante su disposición y, (e) otros motivos de importancia determinados por el Administrador.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Lo previsto en el párrafo anterior no será aplicable cuando las Desinversiones se ubiquen en al menos uno de los supuestos a que se refieren los párrafos (b), (d) (e) y, (f) siguientes.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(b)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> Cuando las Desinversiones que se pretendan efectuar cuyo valor sea igual o superior al 5% (cinco por ciento) pero menor al 20% (veinte por ciento) del Patrimonio del Fideicomiso con base en la información financiera del Fideicomiso revelada el trimestre anterior, con independencia de que dichas Desinversiones se ejecuten de manera simultánea o sucesiva en un período de 12 (doce) meses contados a partir de que se concrete la primera Desinversión, pero que por sus características pudieran considerarse como una sola, el Fiduciario previo acuerdo del Comité Técnico, que cuente adicionalmente con el voto favorable de la mayoría de los Miembros Independientes, deberá efectuar la Desinversión que se le instruya. Lo anterior, sin perjuicio de lo establecido en la Cláusula Octava, sección 8.11, inciso (b) del Fideicomiso. Lo anterior en el entendido que cuando las Desinversiones que se pretendan efectuar cuyo valor sea menor al 5% (cinco por ciento) del Patrimonio del Fideicomiso con base en la información financiera del Fideicomiso revelada el trimestre anterior, con independencia de que dichas Desinversiones se ejecuten de manera simultánea o sucesiva en un período de 12 (doce) meses contados a partir de que se concrete la primera Desinversión, pero que por sus características pudieran considerarse como una sola, previa instrucción del Administrador, el Fiduciario deberá efectuar la Desinversión.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">A efecto de determinar el valor de enajenación del Activo, el Fiduciario deberá contratar, previo acuerdo del Comité Técnico, a un experto independiente que se encargue de la valuación del Activo. Con respecto al valor definido por dicho experto independiente el Comité de Prácticas deberá emitir una opinión de razonabilidad misma que deberá ser considerada por el Comité Técnico para la enajenación del Activo.</span>
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<p style="margin:0pt 0pt 0pt 76.5pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(c)</span><span style="font:7.0pt 'Times New Roman'">     </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> En el caso de cualesquiera Activos que se aporten en un futuro al Patrimonio del Fideicomiso, el ejercicio del Derecho de Reversión, en su caso, se llevará a cabo conforme a lo establecido en la Cláusula Vigésima Segunda del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 76.5pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(d)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Para el caso de la enajenación de un Activo durante el Período Mínimo de Inversión: (i) se requiere petición de venta presentada por el Administrador; (ii) se deberá cumplir con la política de desinversión aplicable en general a los Activos del Patrimonio del Fideicomiso; (iii) se requerirá voto favorable de la mayoría de los miembros del Comité Técnico, y (iv) se requerirá del voto a favor de la Desinversión por parte de la mayoría de los Miembros Independientes. Una vez acordado lo anterior, el Comité Técnico deberá definir el precio y condiciones de la venta, para lo cual requerirá de la opinión del Comité de Prácticas. El precio y condiciones de venta deberán ser notificados al Fiduciario y al Fideicomitente Adherente, en su caso, para efectos de lo previsto en el inciso (f) siguiente. Además, el Fiduciario deberá pagar dentro de los 15 (quince) Días siguientes a la enajenación, el ISR que en su caso pudiera detonarse y cumplir con las obligaciones fiscales que establezca la LISR</span>
</p>
<p style="margin:0pt 0pt 0pt 76.5pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 76.5pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(e)</span><span style="font:7.0pt 'Times New Roman'">     </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> Las Personas que hubieren aportado Activos contarán con un plazo de 10 (diez) Días Hábiles siguientes a las notificaciones a que se refieren los incisos (d) y, (e) anteriores según corresponda, para manifestar su intención de ejercer el derecho de preferencia a que se refieren los mencionados incisos, debiendo procederse conforme a las condiciones establecidas por el Comité Técnico. En caso de no existir manifestación por parte de las personas mencionadas, se entenderá que no desean adquirir los Activos de que se trate por lo que el Fiduciario procederá conforme le instruya el Comité Técnico.</span>
</p>
<p style="margin:0pt 0pt 0pt 76.5pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 76.5pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(f)</span><span style="font:7.0pt 'Times New Roman'">     </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> Cuando las Desinversiones que se pretendan efectuar cuyo valor sea igual a o superior al 20% (veinte por ciento) del Patrimonio del Fideicomiso con base en la información financiera del Fideicomiso revelada el trimestre anterior, con independencia de que dichas Desinversiones se ejecuten de manera simultánea o sucesiva en un período de 12 (doce) meses contados a partir de que se concrete la primera Desinversión, pero que por sus características pudieran considerarse como una sola, se requerirá del acuerdo aprobatorio de la Asamblea de Tenedores.</span>
</p>
<p style="margin:0pt 0pt 0pt 76.5pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="16" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Aprobar las políticas bajo la cuales deberán efectuarse las Distribuciones, así como aprobar cualquier Distribución de conformidad con la fracción VI del artículo 187 de la LISR. Tratándose de Distribuciones de Efectivo, se deberá contar con el voto favorable de la mayoría de los Miembros Independientes.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 58.5pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="17" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Autorizar la adquisición de CBFIs en circulación en términos de la Cláusula Vigésima Cuarta del Fideicomiso.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 58.5pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="18" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Instruir al Fiduciario la revelación de Eventos Relevantes de que tenga conocimiento, entre los cuales se incluyen todos aquellos acuerdos del mismo cuyo sentido sea contrario a la opinión emitida por el Comité de Prácticas o el Comité de Auditoría, o aquél o aquellos que ejerzan dichas funciones. Asimismo deberá instruir al Fiduciario solicitar al Administrador, la revelación de Eventos Relevantes de que tengan conocimiento estos últimos.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 58.5pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="19" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Instruir al Fiduciario la celebración de los Convenios de Aportación y Adhesión de conformidad con el Fideicomiso y la adquisición de cualesquiera Activos.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 58.5pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="20" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Instruir al Fiduciario el sentido en el cual deberá ejercer cualesquiera derechos corporativos y/o económicos de los que sea titular o propietario, de manera directa o indirecta, respecto de la o las partes sociales del Administrador.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 58.5pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="21" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Aquellas establecidas en la Cláusula Trigésima Primera del Fideicomiso.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 58.5pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="22" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Nombrar y remover por recomendación del Comité de Auditoría, al Auditor Externo, instruyendo al efecto al Fiduciario para que realice la contratación o terminación del contrato respectivo con cargo al Patrimonio del Fideicomiso.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 58.5pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="23" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Establecer el Comité de Auditoría y el Comité de Prácticas a efectos de que los mismos lo auxilien en el desempeño de sus funciones, debiendo integrarlos, a cada uno de ellos, con Miembros Independientes.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 58.5pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="24" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Instruir al Fiduciario respecto a las inversiones de los montos que se encuentren en las Cuentas del Fideicomiso, conforme a lo previsto en el inciso (c) de la Cláusula Décima Quinta del Fideicomiso.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="25" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">El Comité Técnico podrá establecer un solo comité que se encargue de las funciones del Comité de Auditoría y del Comité de Prácticas atribuidas a los mismos en el Fideicomiso, el cual deberá estar integrado por Miembros Independientes.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 58.5pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="26" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Adicionalmente, el Comité Técnico será responsable de monitorear el cumplimiento de las obligaciones del Administrador, de conformidad con lo establecido en el Fideicomiso.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 58.5pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="27" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Establecer el Comité de Nominaciones y el Comité de Compensaciones, así como cualesquiera otros comités o subcomités que sean necesarios para cumplir con los fines del Fideicomiso.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 58.5pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="28" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Resolver los términos de la Emisión y Colocación de CBFIs en el mercado de valores en México y/o su venta en el extranjero, cuya Emisión haya sido previamente aprobada por la Asamblea de Tenedores, de conformidad con lo previsto en el Fideicomiso.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 58.5pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="29" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Llevar a cabo el nombramiento y/o destitución de los Ejecutivos.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="30" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Previo a la primera Colocación, determinar los términos y condiciones del Contrato de Gestión, así como autorizar cualquier modificación al mismo que no implique una modificación a los esquemas de compensación del Gestor de Negocios.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="31" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Autorizar, con el voto favorable de la mayoría de sus Miembros Independientes, la cesión del Contrato de Gestión.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="32" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Previo a la primera Colocación, determinar los términos y condiciones del Contrato de Desarrollo, así como autorizar cualquier modificación al mismo que no implique una modificación a los esquemas de compensación del Desarrollador.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ol start="33" type="i" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 45.5pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Autorizar, con el voto favorable de la mayoría de sus Miembros Independientes, la cesión del Contrato de Desarrollo.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 58.5pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:12pt 0pt 3pt 36pt; text-indent:-18pt; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><a name="_Hlk66179416" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Comportamiento de los </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">CBFIs</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> en el mercado de valores</span><span style="-aw-bookmark-end:_Toc256000344"></span><span style="-aw-bookmark-end:_Toc256000154"></span><span style="-aw-bookmark-end:_Toc465886127"></span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">.</span></a>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="-aw-bookmark-end:_Hlk66179416"></span><span style="-aw-bookmark-end:_Hlk39063516"></span><span style="font-family:'Times New Roman'; font-size:10pt">El comportamiento del </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">precio</span><span style="font-family:'Times New Roman'; font-size:10pt"> y </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">volumen</span><span style="font-family:'Times New Roman'; font-size:10pt"> de los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Fibra Plus en el periodo comprendido entre la Oferta Pública Inicial y el 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt"> se describe en la siguiente tabla:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Únicamente se consideran días hábiles</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> </span>
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<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:433.4pt">
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Trimestre</span>
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<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Máximo</span>
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<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Mínimo</span>
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<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Cierre</span>
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<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Volumen total</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Bolsa</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">4T16</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">15.35</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">15</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">15.05</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">80,815</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">1T17</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">15.05</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">13.95</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">15.05</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">15,382,479</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">2T17</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">15.05</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">14.85</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">15.05</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">1,314,534</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">3T17</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">15.05</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">14.85</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">15</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">1,345,247</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">4T17</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">15.01</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">14.5</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">14.9</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">851,943</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">1T18</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">14.89</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">13.7</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">13.7</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">308,688</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">2T18</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">13.95</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">12.3</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">13.95</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">121,636</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">3T18</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">16.15</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">14.05</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">16.15</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">35,564</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">4T18</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">15.59</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">14.1</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">15.1</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">318,844</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">1T19</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">14.94</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">13.8</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">14.9</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">1,551,268</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">2T19</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">14.9</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">13.6</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">14.29</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">1,748,771</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">3T19</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">14.35</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">12.9</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">13.5</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">1,993,086</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">4T19</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">13.5</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">11.01</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">12</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">11,903,388</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">1T20</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">12.5</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">10.8</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">11.48</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">1,387,890</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">2T20</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">12.5</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">10.49</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">11.4</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">28,218</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">3T20</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">12.79</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">11.4</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">12.66</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">138,141</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">4T20</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">13</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">9.95</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">10.65</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">386,588</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">1T21</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">10.95</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">9.51</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">10.76</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">57,403</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">2T21</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">11.5</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">8.55</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">10.5</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">279,015</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">3T21</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">14.99</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">8.4</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">12.98</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">485,561</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">4T21</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">14.5</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">7.92</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">14.5</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">1,481,746</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">1T22</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">7.92</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">6.46</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">6.75</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">604,671</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">2T22</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">8.78</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">6.54</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">8.07</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">4,635,213</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">3T22</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">8.50</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">7.60</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">7.82</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">476,830</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">4T22</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">8.41</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">7.05</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">7.97</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">877,904</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">1T23</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">9.49</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">6.50</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">7.71</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">598,634</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">2T23</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">6.99</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">4.29</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">6.01</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">2,457,327</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">3T23</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">6.98</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">4.85</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">5.72</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">1,416,353</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">4T23</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">5.50</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">4.85</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">5.06</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">1,288,084</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">1T24</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">8.50</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">5.05</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">8.10</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">870,150</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">2T24</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">9.20</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">6.48</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">8.37</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">1,326,928</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">3T 24</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">8.85</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">6.99</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">7.00</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">822,867</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">4T24</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">7.20</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">5.04</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">6.60</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">2,477,381</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">1T25</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">7.04</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">5.72</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">6.08</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">2,243,860</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">2T25</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">6.41</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">5.81</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">5.81</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">2,386,420</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">3T25</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">5.84</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">4.94</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">5.19</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">10,063,610</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:71.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">4T25</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">5.71</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">4.82</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">5.15</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">3,219,460</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Calibri Light'; font-size:9pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:432pt">
<tr style="height:26.15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:76.45pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Comportamiento</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">últimos</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">9</span><span style="font-family:'Times New Roman'; font-size:10pt"> meses</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:60.2pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Máximo</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:60.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Mínimo</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:60.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Cierre</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:71.6pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Volumen total</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:60.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Bolsa</span>
</p>
</td>
</tr>
<tr style="height:15.95pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:76.45pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Julio-25</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:60.2pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">5.84</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:60.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">5.39</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:60.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">5.50</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:71.6pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">1,065,600</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:60.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.95pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:76.45pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Agosto-25</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:60.2pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">5.56</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:60.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">4.94</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:60.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">5.12</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:71.6pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">3,543,280</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:60.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.95pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:76.45pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Septiembre-25</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:60.2pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">5.39</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:60.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">5.13</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:60.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">5.19</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:71.6pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">4,034,530</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:60.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.95pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:76.45pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Octubre-25</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:60.2pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">5.23</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:60.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">5.05</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:60.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">5.09</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:71.6pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">883,310</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:60.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.95pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:76.45pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Noviembre-25</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:60.2pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">5.20</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:60.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">4.82</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:60.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">5.13</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:71.6pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">1,284,200</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:60.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.95pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:76.45pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Diciembre-25</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:60.2pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">5.71</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:60.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">5.09</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:60.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">5.15</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:71.6pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">833,240</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:60.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.95pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:76.45pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Enero-26</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:60.2pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">6.33</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:60.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">5.38</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:60.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">5.50</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:71.6pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">423,318</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:60.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
</p>
</td>
</tr>
<tr style="height:15.95pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:76.45pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Febrero-26</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:60.2pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">5.60</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:60.25pt">
<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">4.90</span>
</p>
</td>
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<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">5.25</span>
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<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">873,854</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Marzo-26</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">5.70</span>
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<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">5.08</span>
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<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">5.24</span>
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<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">577,662</span>
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<p style="margin:0pt; text-align:center; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">BMV</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Formador de mercado.</span>
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<a name="_Hlk39063573" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt">En julio de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">2023</span><span style="font-family:'Times New Roman'; font-size:10pt">, Fibra Plus inició una alianza estratégica con </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">BTG </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Pactual</span><span style="font-family:'Times New Roman'; font-size:10pt"> para actuar como formador de mercado y administrador de un nuevo fondo de recompra. Esta iniciativa impactó positivamente la liquidez del valor, incrementando la bursatilidad promedio mensual del CBFI en un </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">32%</span><span style="font-family:'Times New Roman'; font-size:10pt"> durante el cierre de dicho ejercicio.</span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt">A pesar de que el precio de mercado registró un ligero retroceso del 1% en los primeros meses de operación del fondo, la estrategia de estabilización y generación de valor comenzó a dar resultados tangibles a partir de la renovación del contrato en octubre de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">2024</span><span style="font-family:'Times New Roman'; font-size:10pt">. Al cierre de ese año, el precio del certificado registró un avance significativo del </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">30%</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En 2025, Fibra Plus mantuvo el contrato con el formador de mercado.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">b)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Fondo de Recompra.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="-aw-bookmark-end:_Hlk39063573"></span><span style="font-family:'Times New Roman'; font-size:10pt">Conforme a lo autorizado en su momento por el Comité Técnico y la Asamblea de Tenedores, durante el segundo trimestre del 2018, se activó y comenzó la operación del Fondo de Recompra, esto con el objeto de darle liquidez a los </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, así como promover los niveles de bursatilidad al incrementar el volumen operado y defender el precio del certificado en el mercado.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">A lo largo de su operación, el Fideicomiso ha ejecutado diversas cancelaciones de títulos recomprados para optimizar el valor de los tenedores:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">2021: Se autorizó la cancelación de 90,143 </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">2022: El Comité Técnico autorizó destinar hasta Ps.40 millones para la recompra y la cancelación de 762,189 </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> adquiridos durante 2021.</span>
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<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">2023: En sesión del 21 de febrero, se autorizó la cancelación de 4,503,581 </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> adquiridos durante 2022. Asimismo, en julio de ese año se aprobaron $35 millones adicionales para el fondo, provenientes de la venta de propiedades.</span>
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<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">2024: En sesión del 19 de febrero, se autorizó la cancelación de 1,625,060 </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> y se aprobó continuar con la adquisición de títulos utilizando recursos de desinversiones y flujo operativo.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">2025: En sesión del 18 de febrero, se autorizó la c</span><span style="font-family:'Times New Roman'; font-size:10pt">ancelación de 1,456,436 </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Desarrollos Recientes (2025 - 2026): Durante el ejercicio 2025, la Administración mantuvo una </span><span style="font-family:'Times New Roman'; font-size:10pt">participación activa</span><span style="font-family:'Times New Roman'; font-size:10pt"> en el mercado a través del fondo operado por BTG </span><span style="font-family:'Times New Roman'; font-size:10pt">Pactual</span><span style="font-family:'Times New Roman'; font-size:10pt">, aprovechando las brechas de valor entre el precio de mercado y el valor neto de los activos (NAV). Al cierre del año, el Fideicomiso mantenía en tesorería una reserva estratégica de certificados que incluye las recompras acumuladas del periodo.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En sesión del Comité Técnico celebrada en febrero de 2026, se autorizó la cancelación de 1,548,739 </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> que fueron adquiridos a través del fondo de recompra durante el ejercicio anterior. Esta acción reafirma la política de disciplina de capital de Fibra Plus, buscando mejorar las métricas de utilidad y valor contable por certificado para los inversionistas actuales.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 2025, el Fideicomiso cuenta con la liquidez y las autorizaciones necesarias para continuar con este programa, operando siempre dentro de los límites establecidos por la normativa de la Comisión Nacional Bancaria y de Valores (CNBV).</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Durante julio del 2023, se dio inicio al formador de mercado y a un nuevo fondo de recompra con BTG </span><span style="font-family:'Times New Roman'; font-size:10pt">Pactual</span><span style="font-family:'Times New Roman'; font-size:10pt">, impactando positivamente en la bursatilidad promedio mensual del CBFI, que subió +32% en el 2023.</span><span style="font-family:'Times New Roman'; font-size:10pt"> El contrato se renovó en octubre de 2024</span><span style="font-family:'Times New Roman'; font-size:10pt"> y posteriormente, en octubre del 2025</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Los servicios que el formador de mercado se compromete a dar son:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Mantener una presencia operativa continua sobre los valores, mediante el ingreso y mantenimiento de posturas de compra y de venta, durante cada sesión de Remate del Mercado de Capitales administrador por la BMV en ta</span><span style="font-family:'Times New Roman'; font-size:10pt">nto</span><span style="font-family:'Times New Roman'; font-size:10pt"> el contrato se encuentre en vigor y de acuerdo a lo establecido en el Manual de la BMV.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Tener una permanencia en los corros de la BMV del 80% durante cada sesión de Remate.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El mínimo de órdenes por lado (compra y venta) será el equivalente al valor en moneda nacional quer representen 99 títulos de los valores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Un spread máximo entre compra y venta de hasta el 5%.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Proporcionar a la Emisora los reportes solicitados, así como cualquier infromación que sea necesaria en relación con la ejecución del contrato. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Durante julio del 2023, se dio inicio al formador de mercado y a un nuevo fondo de recompra con BTG </span><span style="font-family:'Times New Roman'; font-size:10pt">Pactual</span><span style="font-family:'Times New Roman'; font-size:10pt">, impactando positivamente en la bursatilidad promedio mensual del CBFI, que subió +32% en el 2023</span><span style="font-family:'Times New Roman'; font-size:10pt">. </span><span style="font-family:'Times New Roman'; font-size:10pt">En cuanto al precio de mercado del CBFI, este retrocedió -1% desde el inicio del fondo de recompra el 5 de julio de 2023 y hasta el cierre del año. </span>
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<a name="_Hlk39063720" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> EL ADMINISTRADOR U OPERADOR DE LOS ACTIVOS DEL FIDEICOMISO.</span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Fibra Plus Management, S.C. es una sociedad cuyo fin es prestar de manera exclusiva Servicios de asesoría y Administración a Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Esta sociedad civil fue constituida el 3 de agosto de 2016, según escritura pública 15,747, otorgada ante la fe del Lic. Fernando Dávila Rebollar, titular de la Notaría número 235, actuando como suplente de Guillermo Aarón </span><span style="font-family:'Times New Roman'; font-size:10pt">Vigil</span><span style="font-family:'Times New Roman'; font-size:10pt"> Chapa, titular de la Notaría número 247. Fibra Plus es el titular de una parte social representativa del 99.9% </span><span style="font-family:'Times New Roman'; font-size:10pt">(noventa y </span><span style="font-family:'Times New Roman'; font-size:10pt">nueve puntos</span><span style="font-family:'Times New Roman'; font-size:10pt"> nueve por ciento)</span><span style="font-family:'Times New Roman'; font-size:10pt"> del capital social de esta sociedad</span><span style="font-family:'Times New Roman'; font-size:10pt">, cuyo objeto social es el siguiente:</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#1f4e79"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; color:#1f4e79"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Llevar a cabo la administración de todo tipo de fideicomiso y su patrimonio, incluyendo los fideicomisos de inversión en bienes raíces sujetos al régimen fiscal establecido en los artículos 187 (ciento ochenta y siete) y 188 (ciento ochenta y ocho) de la Ley del Impuesto Sobre la Renta, pudiendo al efecto realizar todas las actividades y actos necesarios y/o convenientes para ello, tales como, el prestar toda clase de servicios de asesoría, administración, operación, desarrollo y cumplimiento normativo;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">b)</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Adquirir, por cuenta propia o de terceros, la propiedad de bienes inmuebles y derechos reales sobre los mismos para la planeación, construcción, desarrollo, administración y operación de proyectos inmobiliarios, incluyendo hoteles;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">c)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">La prestación de toda clase de servicios para la planeación, construcción, desarrollo, administración, operación, coordinación, supervisión y cobranza de contratos de arrendamiento, sobre toda clase de inmuebles, incluyendo hoteles, ya sea directamente o a través de terceras personas físicas o morales, naciones o extranjeras;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">d)</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">La prestación de toda clase de servicios técnicos de administración, operación, promoción, organización, planeación, dirección, supervisión, comisión, concesión, intermediación, representación, consignación, control, importación, exportación, por cuenta propia o de terceros, de toda clase de bienes </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">muebles e inmuebles, derechos reales o personales ya sea directamente o a través de terceras personas físicas o morales, nacionales o extranjeras;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">e)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">La prestación de servicios de asesoría contable, fiscal, administrativa, de mercadeo, financiera, económica, técnica de arquitectura, de ingeniería, de construcción de todo tipo de proyectos de construcción, ejecutivos, arquitectónicos y de cálculo para la operación de desarrollos inmobiliarios, centros comerciales, hoteles, centros de esparcimiento, complejos industriales, turísticos, residenciales y todo tipo de inmuebles, ya sea directamente o a través de terceras personas físicas o morales, nacionales o extranjeras;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">f)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Realizar estudios y programas de investigación de cualquier clase, así como prestar asesoramiento industrial, comercial o sobre contracción a cualquier persona o entidad (física o moral, nacional o extranjera), negocio jurídico, gobierno federal, gobiernos de las entidades federativas, municipios, organismos descentralizados, o sociedades de participación estatal, ya sea directamente o a través de terceras personas físicas o morales, nacionales o extranjeras;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">g)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Comprar, vender, construir, equipar, decorar, arrendar, usar, dar y recibir e usufructo, construir, organizar, promover, operar y administrar toda clase de bienes inmuebles, incluyendo sin limitar, centros comerciales, comercios, centros de esparcimientos, complejos turísticos o industriales, hoteles, moteles, condominios habitacionales, tiempos compartidos, restaurantes, bares, cafeterías, videos bares, discotecas, cines, teatros, centros de entretenimiento, salones de fiestas o eventos sociales, ya sea directamente o a través de terceras personas físicas o morales, nacionales o extranjeras;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">h)</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Comprar, vender, enajenar, arrendar, usar, dar y recibir en usufructo, gravar, afectar en fideicomiso y disponer de bienes de todas clases, ya sean inmuebles, muebles o semovientes, así como de cualquier clase de inversiones, propiedades o cualquier clase de negociaciones industriales o comerciales, dentro o fuera del territorio nacional;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">i)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Construir, edificar, mantener y administrar, ya sea directamente o a través de terceras personas físicas o morales, nacionales o extranjeras, regímenes de condominio, fraccionamientos o conjuntos urbanos, sobre toda clase de bienes inmuebles, incluyendo sin limitar, centros comerciales, locales comerciales, casas o edificios de viviendas, hoteles, tiempos compartidos y demás modalidades inmobiliarias permitidas por las leyes aplicables;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">j)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">La prestación de servicios de administración de empresas, que abarcan todas las actividades de esa rama profesional; como son, entre otras, las ventas, compras, administración de inventarios; la auditoria administrativa y operacional; planeación y organización y reorganización administrativa; descripción, análisis y evaluación de puestos; análisis, diseño de implantación de sistemas y procedimientos administrativos, de cómputo y de formatos; diseño de sistemas de organización para la oportuna toma de decisiones; elaboración de manuales y organización y procedimientos administrativos; establecimiento de indicadores de valuación administrativa y estudios administrativos especiales en el área de dirección, gerencia, mercadotecnia, computación, abastecimientos, producción y de personal, ya sea directamente o a través de terceras personas físicas o morales, nacionales o extranjeras;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">k)</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">La prestación de servicios consistentes en la realización de estudios de mercado, factibilidad económica; estudio y tramitación de créditos, arrendamiento financiero, factoraje, intermediación; elaboración de flujos de efectivo, estados financieros proforma; administración y estructuración de proyectos de inversión o coinversión (naciones o internacionales), administración de tesorería, así como servicios de promotoría y proyección inmobiliaria, ya sea directamente o a través de terceras personas físicas o morales, nacionales o extranjeras;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">l)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">La prestación de servicios profesionales en el área de relaciones industriales, implicando en ello la asesoría en relaciones humanas, comunicación, capacitación y adiestramiento, higiene y seguridad industrial, relaciones obrero-patronales, computación (hardware y software), informática y programas de cómputo general, ya sea directamente o a través de terceras personas físicas o morales, nacionales o extranjeras;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">m)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">La prestación de servicios profesionales relacionados con la organización, coordinación e importación de cursos, conferencias, seminarios, talleres, mesas redondas y eventos en general, relacionados con la difusión, conocimiento, enseñanza, aplicación y divulgación de temas o practicas vinculadas con los servicios que constituyen su objeto social, ya sea directamente o a través de terceras personas físicas o morales, nacionales o extranjeras;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">n)</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">La prestación de servicios de asesoría, mantenimiento, instalación, reparación, incluyendo la impartición de toda clase de cursos de capacitación y adiestramiento, de equipos eléctricos y electrónicos de iluminación, control, clima, potencia, alarmas, equipos de seguridad y vigilancia, </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">cerrajería en general, herrería, limpieza, decoración, remodelación, acabados, carpintería, jardinería y en general las actividades complementarias que se requieran en el mantenimiento y conservación de equipos, muebles e inmuebles, industriales, bancarios, comerciales y domésticos en general y de manera específica de hoteles así como de servicios y bienes relacionados con hoteles;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">o)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">La prestación de toda clase de servicios para la administración de los servicios de estacionamientos de dichos inmuebles;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">p)</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Promover, construir, organizar y/o administrar, por cuenta propia o a nombre de terceros, de toda clases de empresas o sociedades civiles, o sociedades mercantiles, ya sean industriales o comerciales, incluyendo actividades de importación y exportación, así como la suscripción del capital de las mismas;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">q)</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Celebrar como fideicomitente y/o fideicomisario todo tipo de fideicomisos;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">r)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Comprar, vender, arrendar, hipotecar, o gravar en cualquier forma legal los bienes muebles e inmuebles y los derechos reales o personales que sean requeridos o convenientes para el logro de su objeto social;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">s)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Garantizar o avalar obligaciones a cargo de terceras personas (físicas o morales, nacionales o extranjeras), entidades o negocios jurídicos, mediante la realización de los actos jurídicos que se requieran para afectar o vincular el patrimonio social al cumplimento de dichas obligaciones;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">t)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Celebrar y ejecutar toda clase de actos, convenios, contratos, negociaciones, transacciones, por cuenta propia o de terceros, con cualquier persona (física o moral, privada o pública, nacional o extranjera), entidad o negocio jurídico, relacionados con su objeto social y dentro de los límites establecidos por las disposiciones vigente;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">u)</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Aceptar y conferir toda clase de mandatos y representaciones;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">v)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">La enajenación, asesoría, desarrollo, promoción, fraccionamiento, administración, arrendamiento, sub-arrendamiento, usufructo, financiamiento, corretaje y administración, respecto de toda clase de bienes muebles e inmuebles en general y derechos reales y personales para el cumplimiento de su objeto, tales como casas, departamentos, edificios, talleres, fabricas, aves, plantas industriales, almacenes, salas de espectáculos, obras civiles, carreteras, calles y cualquier otra clase de obras y construcciones de carácter indicada, así como su planeación, proyectos, ya sean propios o de terceros, por medio de concursos, ofertas o fallos; la constitución de derechos reales sobre los mismos, la prestación de toda clase de servicios y asesorías técnicas, publicitarias y la realización de cualquier obra relativa a dicha materia, en el País o en el extranjero;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">w)</span><span style="font:7.0pt 'Times New Roman'">     </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Participar en concursos o licitaciones convocados por cualquier dependencia de la administración pública centralizada o descentralizada, así como cualquier otra entidad autorizada por la ley para convocar dichos concursos o licitaciones, tendientes a adquirir inmuebles, muebles y en general cualquier derecho objeto del mencionado concurso o licitación, incluyendo sin limitar cesiones de derechos, administración de todo tipo de desarrollo inmobiliarios y en general, desarrollar, construir, equipar, operar y explotar toda clase de centros comerciales, comercios de esparcimiento objeto de dichos concursos o licitaciones;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">x)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Llevar a cabo, por cuenta propia o de terceros, toda clase de diseños y proyectos para la construcción de toda clase de edificios y obras, formulas, especificaciones, presupuestos, programas, volúmenes y estimaciones de toda clase de obras, así como el control técnico, financiero y contable de las mismas;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">y)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Llevar a cabo, por cuenta propia o de terceros, la proyección, planeación, construcción, cimentación, edificación, estructura, instalación, reparación, administración, desarrollo y ejecución de todo tipo de obras de ingeniería en general, incluyendo sin limitar: edificaciones en general, obras hidráulicas, obras sanitarias, obras marítimas y pluviales, vías terrestres, obras civiles, obras de urbanización, trabajos en minas, túneles mineros y en general toda clase de obras;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">z)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Otorgar y recibir arrendamiento, sub-arrendamiento, usufructo y cualquier otro acto, a través del cual se permita a terceros usar o gozar temporalmente de bienes muebles e inmuebles, negociar los contratos a través de los cuales se formalicen dichos actos y llevar a cabo la celebración y renovación de los mismos;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">aa)</span><span style="font:7.0pt 'Times New Roman'">   </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> La asesoría, consultoría, capacitación y presentación de toda clase de servicios por cuenta propia o de terceros; a toda clase de personal, empresa e instituciones en las áreas relacionadas con el objeto social;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">bb)</span><span style="font:7.0pt 'Times New Roman'">  </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">La contratación, capacitación y entrenamiento de personal de cualquier o todas las actividades relacionadas con su objeto social;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">cc)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Celebrar y ejecutar toda clase de activos civiles o mercantiles que permita la Ley, relacionados directo o individualmente con los fines indicados o que puedan favorecer su realización y llevar a cabo todas las demás operaciones que sean necesarias o convenientes para el objeto de la sociedad, aun cuando no estén directamente relacionadas con los fines sociales, que no constituyan especulación comercial;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">dd)</span><span style="font:7.0pt 'Times New Roman'">  </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">En general, llevar a cabo toda clase de actos, actividades y la celebración de todos los convenios y contratos convenientes relacionados con su objeto social, que estén permitidos por las Leyes, que no constituyan especulación comercial, y</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">ee)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Para lo anterior y sin que se constituya una especulación de carácter comercial, la Sociedad podrá de manera enunciativa y limitativa, realizar las siguientes actividades:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Uno. La proyección, planificación, construcción, reparación, acondicionamiento o decoración, realización de estudios de ingeniería, técnico, económico, de factibilidad y otros relacionados, asesoría de todo tipo de obras de ingeniería civil, mecánica, eléctrica, ya sea a través de contratos de obra o de administración, por cuenta propia o de terceros;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Dos. La tramitación por cuenta propia o de terceros de permisos de uso de suelo, subdivisiones, fraccionamientos, licencias de construcción, autorización de permisos de ventas de fraccionamientos y cualquier tipo de trámite en materia de desarrollo urbano y trámites relacionados con la materia de desarrollo urbano y relacionados con la actividad inmobiliaria;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Tres. La realización de operaciones de comisión a nombre propio o a nombre de comitente, en la adquisición, enajenación, compra venta, manufactura, producción, importación, exportación, fabricación, alquiler, arrendamiento o </span><span style="font-family:'Times New Roman'; font-size:10pt">subarrendamiento</span><span style="font-family:'Times New Roman'; font-size:10pt">, representación y distribución de toda clase de materiales, herramientas, maquinaria, equipo, utensilios y la materia prima y demás objetos necesarios para las actividades mencionadas;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Cuatro. Analizar la conveniencia en la adquisición de bienes inmuebles, por cuenta propia o de terceros, para lo cual, podrá realizar estudios financieros, inmobiliarios, de mercado técnicos, así como elaborar planes maestros de desarrollos inmobiliarios. Asimismo, podrá negociar los acuerdos tendientes a la adquisición de los bienes inmuebles, así como los financiamientos necesarios para adquirir los mismos;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Cinco. Urbanizar y fraccionar toda clase de terrenos por cuenta propia o de terceras personas pudiendo recibir comodatos onerosos y gratuitos;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Seis. La elaboración de avalúos y muebles, a los fines y requisitos que marca la Ley, por cuenta propia o de terceros;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Siete. Realizar por cuenta propia o de terceros levantamientos topográficos y elevación de suelos;</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Ocho. Desarrollo de ingeniería y arquitectura en todas sus formas, diseño, dibujos, planos y peritajes, acabados y decoración; procuración, administración de proyectos, administración de construcción de proyectos y servicios relacionados por cuenta propia o de terceros;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Nueve. Ejecución de toda clase de construcciones, edificaciones, estructuras, excavaciones, demoliciones, así como la realización y ejecución de cualquier tipo de trabajos relacionados con la construcción como proyectos y obras tanto públicas como privadas por cuenta propia o de terceros relacionado con sus actividades y su objeto;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Diez. La constitución, organización, promoción y administración de toda clase de sociedades o negociaciones, industriales, comerciales, turísticas o de cualquier otra índole, por cuenta propia o de terceros;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Once. Representar o ser agente comisionista en la Republica Mexica o en el extranjero de toda clase de negociaciones industriales o comerciales, nacionales o extranjeras con objetos similares;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Doce. Solicitar, obtener, registrar, vender, ceder o en cualquier forma adquirir o disponer, toda clase de derechos relacionados con su objeto social, incluyendo sin limitar, derechos de propiedad industrial o intelectual, tales como marcas, patentes, certificados de invención, dibujos industriales, nombres comerciales y, avisos comerciales, modelos industriales y de utilidad, así como derechos de autor, literarios o artísticos, ente otros;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Trece. Obtener por cualquier título autorizaciones, reconocimientos, concesiones, permisos o licencias, para desempeñar sus actividades, así como celebrar cualquier clase de contratos relacionados con su objeto;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Catorce. Emitir, girar, endosar, aceptar, avalar y suscribir toda clase de títulos de crédito, sin que constituyan una especulación comercial;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Quince. Dar, tomar o controlar toda clase de préstamos con o sin garantía real o personal o de cualquier otro carácter, sin que constituya servicio de banca y crédito en términos de la Ley de Instituciones de Crédito, así como la constitución, activa o pasiva, de derechos reales, gravámenes, de toda clase de financiamientos con garantía hipotecaria, prendaria, fiduciaria o sin garantía, respecto de los bienes y de derechos de la sociedad y de terceros;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Dieciséis. La obtención de regalías por servicios prestados específicamente, por cuenta propia o de terceros;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Diecisiete. Contratar toda clase de servicios ya sean administrativos, legales, contables, de mantenimiento o de cualquier otra índole, por cuenta propia o de terceros;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Dieciocho. Seleccionar, reclutar, contratar al personal necesario;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Diecinueve. Contratar al efecto, activa o pasivamente toda clase de prestaciones de servicios, así como obtener por cualquier título, concesiones, permiso y autorizaciones de carácter federal, estatal y municipal frente a toda clase de autoridades, incluyendo aquellas referentes al uso, goce y/o explotación de las zonas marítimas o terrestres, así como aceptar, contratar, explotar y otorgar cualquier tipo de concesiones y franquicias en relación con su objeto;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Veinte. Establecer y operar agencias, sucursales y oficinas de representación en cualquier lugar del País o del Extranjero;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Veintiuno. La compra, venta, importación, exportación, almacenamiento, distribución, arrendamiento, subarrendamiento o por cualquier título legal, la adquisición de toda clase de bienes inmuebles y muebles tales como partes y refacciones, herramientas, materiales de decoración, instalaciones y de ornato en general de todos aquellos bienes y servicios que se relaciones o sean necesarios para la consecución del objeto social;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Veintidós. Pagar servicios, impuestos y realizar el aseguramiento de los bienes inmuebles que administre;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Veintitrés. Realizar servicios de promoción, publicidad y “marketing” de los bienes inmuebles que administre, y</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Veinticuatro. Remodelar, construir y mejorar los bienes inmuebles que administre.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><a name="_Toc70524872" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Historia y desarrollo del administrador u operador de los activos.</span></a><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus Management, S.C. es una sociedad civil cuyo fin es prestar de manera exclusiva Servicios de Administración, Asesoría, Operación y Mantenimiento a Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Esta sociedad civil fue constituida el 3 de agosto de 2016, según escritura pública 15,747, otorgada ante la fe del Lic. Fernando Dávila Rebollar, titular de la Notaría número 235, actuando como suplente de Guillermo Aarón </span><span style="font-family:'Times New Roman'; font-size:10pt">Vigil</span><span style="font-family:'Times New Roman'; font-size:10pt"> Chapa, titular de la Notaría número 247. Fibra Plus es el titular de una parte social representativa del 99.9% </span><span style="font-family:'Times New Roman'; font-size:10pt">(noventa y </span><span style="font-family:'Times New Roman'; font-size:10pt">nueve puntos</span><span style="font-family:'Times New Roman'; font-size:10pt"> nueve por ciento)</span><span style="font-family:'Times New Roman'; font-size:10pt"> del capital social de esta sociedad. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre del 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, las principales oficinas de Fibra Plus se encontraban ubicadas en Av. Santa Fe no. 498 </span><span style="font-family:'Times New Roman'; font-size:10pt">Oficina</span><span style="font-family:'Times New Roman'; font-size:10pt"> I Col. Santa Fe Cuajimalpa, Cuajimalpa de Morelos, CP 05348 Ciudad de México, Teléfono 55 75 88 02 50.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Administrador.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Conforme se establece en el Contrato de Administración y Asesoría respectivo, el Administrador al ser una subsidiaria de </span><span style="font-family:'Times New Roman'; font-size:10pt">Fib</span><span style="font-family:'Times New Roman'; font-size:10pt">U</span><span style="font-family:'Times New Roman'; font-size:10pt">ra</span><span style="font-family:'Times New Roman'; font-size:10pt"> Plus, no cobrará contraprestación alguna por sus servicios. En términos del Contrato de Administración y Asesoría se tiene previsto la creación del Fondo de Gastos con un monto equivalente a </span><span style="font-family:'Times New Roman'; font-size:10pt">Ps</span><span style="font-family:'Times New Roman'; font-size:10pt">. $2´500,000.00 (dos millones quinientos mil </span><span style="font-family:'Times New Roman'; font-size:10pt">Pesos</span><span style="font-family:'Times New Roman'; font-size:10pt"> 00/100 M.N.) que servirá para que el Administrador pueda efectuar los pagos de gastos reembolsables bajo el Contrato de Administración y Asesoría.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt"> la única fuente de recursos de Fibra Plus Management es la generada por su propia operación y por los recursos que periódicamente restituye Fibra Plus para mantener el saldo de $2,500,000.00 pesos utilizados para subsanar los gastos correspondientes a sus actividades de Administrador.</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Los recursos monetarios de Fibra Plus Management están denominados en </span><span style="font-family:'Times New Roman'; font-size:10pt">Pesos Mexicanos</span><span style="font-family:'Times New Roman'; font-size:10pt"> y están invertidos en valores a cargo del Gobierno Federal inscritos en el Registro Nacional de Valores.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">En resumen:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Fibra Plus es administrada internamente. El Administrador es una SC en la cual Fibra Plus participa con el 99.9% del capital social.</span>
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<li style="margin:0pt 0pt 0pt 13.06pt; text-indent:0pt; text-align:justify; padding-left:4.94pt; font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">En ese sentido, no existen accionistas relevantes distintos de Fibra Plus en el Asesor y el Administrador. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">El Administrador es administrado mediante un Socio Administrador, puesto que actualmente ocupa el señor Rodrigo González Zerbi, cuyo </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">currículum ya ha sido descrito en el presente Reporte Anual. Asimismo, la dirección del Administrador ha sido confiada a un Consejo Directivo, conformado por el mismo </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">señor Rodrigo González Zerbi, en calidad de Director General y por el señor Gustavo Ramírez Berrueta, quien ocupa el cargo de Tesorero.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">A la fecha de este reporte no se han revelado eventos relevantes de la Administración que pudieran tener algún impacto financiero significativo en el Fidecomiso</span><span style="font-family:'Times New Roman'; font-size:10pt"> y no se han tenido participaciones en otras compañías durante los últimos tres ejercicios.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Actividad Principal.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Para el cumplimiento de sus funciones como asesor y administrador interno, Fibra Plus y Fibra Plus Management, S.C. celebraron el Contrato de Asesoría y Administración cuyas funciones principales son: </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">I. </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Servicios de Administración</span><span style="font-family:'Times New Roman'; font-size:10pt">: El Administrador presta al Fiduciario los servicios de administración que sean necesarios y convenientes para realizar la más eficiente administración, operación y mantenimiento de los Activos que formen parte del Patrimonio del Fideicomiso, incluyendo sin limitar los siguientes:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">a)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">La dirección, planeación y ejecución de todas las actividades relacionadas con la administración financiera del Fideicomiso; incluyendo sin limitar (i) elaborar los programas de trabajo y presupuestos de ingresos y egresos del Fideicomiso para la aprobación del Comité </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Técnico; (ii) revisar la correcta aplicación de los ingresos y egresos del Fideicomiso, reportando al Comité Técnico las causas de las principales desviaciones presupuestales; (iii) ejecutar las funciones de caja y tesorería del Patrimonio del Fideicomiso; (iv) elaborar y mantener actualizada la contabilidad del Fideicomiso, y (v) preparar los estados financieros del Fideicomiso para la aprobación del Comité Técnico. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">b)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Supervisar el cumplimiento total y oportuno de las obligaciones fiscales derivadas del Fideicomiso y los Activos, incluyendo, (i) el pago de los impuestos y derechos que correspondan; (ii) la presentación de avisos y declaraciones fiscales, y (iii) en caso de no haberse nombrado un Asesor Contable y Fiscal en términos del Fideicomiso, prestar los servicios correspondientes a dicho cargo bajo el Fideicomiso y / o contratar uno que preste estos servicios. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">c)</span><span style="font:7.0pt 'Times New Roman'">     </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Supervisar el cumplimiento oportuno de todas las obligaciones a cargo del Fideicomiso. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">d)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Coordinar y supervisar las actividades de los auditores internos y externos del Fideicomiso, así como de los asesores legales, técnicos y demás prestadores de servicios del Fideicomiso. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">e)</span><span style="font:7.0pt 'Times New Roman'">     </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Coordinar y supervisar las actividades relacionadas con los recursos humanos que requiere el Fideicomiso para su operación, verificando que los responsables de las relaciones laborales paguen puntual y totalmente los salarios, prestaciones de seguridad social, honorarios y demás compensaciones que correspondan a dicho personal, a efecto de evitar contingencias a cargo del Patrimonio del Fideicomiso.</span>
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</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">f)</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Desarrollar campañas de relaciones públicas en beneficio del Fideicomiso. </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">g)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Llevar a cabo, negociar, coordinar y supervisar, todas las actividades necesarias para adquirir, financiar, refinanciar, desarrollar y construir todo tipo de Activos, incluyendo la tramitación y obtención ante las autoridades competentes de cualesquiera licencias, permisos y autorizaciones que se requieran así como la celebración de todo tipo de contratos, convenios, acuerdos y documentos relacionados con cualquier actividad relacionada con el desarrollo inmobiliario y conservación y/o remodelación de inmuebles. </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">h)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Contratar, coordinar y supervisar los servicios de administración, comercialización y desarrollo de los Activos a través de un tercero previamente aprobado por el Comité Técnico. </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">i)</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Contratar, coordinar y supervisar los servicios legales para obtener el cobro judicial de los adeudos de las Rentas en favor del Fideicomiso y la desocupación de los Activos de los inquilinos morosos.</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">j)</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Supervisar el cumplimiento oportuno de las obligaciones derivadas de la Legislación Aplicable en materia ambiental respecto de los Activos.</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">k)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Realizar todas las actividades para mantener los Activos asegurados contra todo riesgo; incluyendo sin limitar, (i) negociar las primas de seguro; (ii) contratar con la o las empresas aseguradoras correspondientes, y (iii) en su caso, tramitar y obtener el pago de las cantidades aseguradas.</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">l)</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Llevar a cabo las actividades de mercadotecnia necesarias para promover los Activos, incluyendo sin limitar, (i) efectuar las campañas de publicidad de los Activos, y (ii) negociar, </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">contratar y supervisar las actividades de los agentes independientes que promuevan el arrendamiento de los Activos.</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">m)</span><span style="font:7.0pt 'Times New Roman'">  </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">En caso de que alguno de los contratos celebrados por el Administrador con terceros sea terminado por actualizarse cualesquiera de los supuestos referidos en el inciso inmediato anterior, celebrar con la persona y conforme a los términos y condiciones que determine el Comité Técnico del Fideicomiso o, en su caso, la Asamblea de Tenedores de los CBFIs emitidos por el Fideicomiso, un nuevo contrato de prestación de servicios.</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">n)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Celebrar el Contrato de Desarrollo. </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">o)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">En general, realizar, coordinar y supervisar todas las actividades necesarias para la más eficiente administración, operación y mantenimiento de los Activos que integran el Patrimonio del Fideicomiso y de los Contratos de Arrendamiento.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">II. </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Servicios de Representación</span><span style="font-family:'Times New Roman'; font-size:10pt">. El Administrador presta al Fiduciario los servicios de representación que sean necesarios y convenientes para representarlo frente a los Arrendatarios y usuarios de los Activos, incluyendo sin limitar los siguientes:</span>
</p>
<p style="margin:0pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">a)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">La dirección, planeación y ejecución de todas las actividades relacionadas con la cobranza y facturación de las Rentas, en apoyo del Fiduciario y la cobranza y facturación de las cuotas de mantenimiento bajo los Contratos de Arrendamiento directamente; incluyendo sin limitar (i) la gestión, coordinación, control y supervisión de todas las actividades de cobranza respecto de cada uno de los Contratos de Arrendamiento; (ii) la gestión y coordinación de cobranza, judicial o extrajudicial, con cada uno de los Arrendatarios de los Activos; (iii) el registro, control y reportes de cartera vencida, respecto de las Rentas, cuotas de mantenimiento y cualquier otra contraprestación a cargo de los Arrendatarios bajo los Contratos de Arrendamiento; (iv) el depósito en las Cuentas del Fideicomiso de toda la cobranza que realice conforme a los Contratos de Arrendamiento; (v) informar al Comité Técnico del Fideicomiso los resultados de cobranza de las Rentas y demás obligaciones de pago contenidas en los Contratos de Arrendamiento, así como la cartera vencida existente a la fecha de presentación del reporte correspondiente; (vi) informar al Comité Técnico las desviaciones a los presupuestos de ingresos aprobados por el Comité Técnico que identifique, la obtención, expedición, modificación y cancelación de las facturas que amparen el pago de las Rentas, cuotas de mantenimiento y cualquier otra contraprestación a cargo de los Arrendatarios bajo los Contratos de Arrendamiento; (vii) recomendar al Fiduciario los sistemas, métodos y procedimientos que optimicen los registros de las actividades a su cargo, y (viii) cumplir y hacer cumplir las disposiciones administrativas, fiscales y demás aplicables en el desarrollo de sus actividades de representación, cobranza y facturación.</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">b)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">La negociación, celebración y prórroga de los Contratos de Arrendamiento conforme a las políticas, términos, plazos y condiciones autorizados por el Comité Técnico.</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">c)</span><span style="font:7.0pt 'Times New Roman'">     </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Realizar los pagos que sean necesarios y convenientes para el mejor funcionamiento del Fideicomiso y los Activos, incluyendo sin limitar, los pagos relacionados con el impuesto predial y derechos por servicios de agua y luz de los Activos.</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">d)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">En general, realizar, coordinar y supervisar todas las actividades necesarias para la más eficiente administración y operación de los Activos y de los Contratos de Arrendamiento respecto de la cobranza, facturación, celebración y prórroga de éstos últimos.</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">III. </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Servicios de Asesoría y Planeación</span><span style="font-family:'Times New Roman'; font-size:10pt">. </span><span style="font-family:'Times New Roman'; font-size:10pt">El Administrador prestará al Fiduciario los servicios de asesoría, planeación y coordinación de proyectos</span><span style="font-family:'Times New Roman'; font-size:10pt">, incluyendo sin limitar, </span><span style="font-family:'Times New Roman'; font-size:10pt">los siguientes:</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">a)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">La asesoría y recomendación para la definición y, en su caso, modificación, de la planeación estratégica de cada uno de los Activos, así como respecto de los proyectos inmobiliarios a desarrollar por el Fiduciario conforme a los fines del Fideicomiso y en particular, la elaboración, para aprobación del Comité Técnico, de los planes, proyectos, presupuestos, calendarios, políticas y métodos bajo los cuales se construirán, promoverán, comercializarán y operarán los Proyectos identificados como de “oportunidad”; asimismo llevará a cabo las actividades necesarias para la adquisición/contribución de inmuebles al Fideicomiso, conforme a la aprobación del Comité Técnico, actividad que incluirá, sin limitar (i) la identificación de activos </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal; font-style:italic">targets</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">, negociación, auditorías, documentación y cierre; (ii) la definición de los Proyectos, incluyendo su ubicación, proyecto arquitectónico, plan maestro de desarrollo, características, especificaciones y tipo de producto inmobiliario que se construirá, será o está siendo desarrollado; (iii) la planeación financiera de los Proyectos, incluyendo la asesoría sobre la elaboración de estados financieros proforma, presupuestos de flujo de la inversión y la determinación del monto de los créditos y financiamientos (de deuda y capital) que se requieran o sean convenientes y recomendar las bases en que deban ser contratados; (iv) la planeación comercial de los Proyectos, incluyendo todas las actividades relacionadas con la venta, renta, publicidad, mercadotecnia y cualquier otra relacionada a transmitir la propiedad o el uso del o los Proyectos (la “</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal; text-decoration:underline">Comercialización</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">”), así como la recomendación y asesoría en la definición de políticas de precios, descuentos, plazos y condiciones de venta, renta y financiamiento de los Proyectos a los clientes, para ser aprobados por el Comité Técnico; y la asesoría y recomendación sobre la contratación de comisionistas o mediadores que realicen la Comercialización; (v) la planeación de la estructura legal y fiscal de los Proyectos, incluyendo la recomendación y asesoría en la definición de políticas de contratación con clientes y proveedores, y (vi) la recomendación y asesoría sobre la creación y nombramiento de comités de apoyo que a su juicio sean necesarios o convenientes para una mejor administración, operación, supervisión y rentabilidad de los proyectos.</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">b)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Recomendar y asesorar en la definición, o solicitar la modificación, de planes, proyectos, presupuestos, calendarios, políticas y métodos que a su juicio sean necesarios o convenientes para una mejor administración, operación, supervisión y rentabilidad de los proyectos.</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">c)</span><span style="font:7.0pt 'Times New Roman'">     </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Recomendar y asesorar al Comité Técnico respecto de las Personas que deban cumplir las funciones de supervisión, auditoría y control de los actos del Fiduciario, prestadores de servicios, asesores legales y demás entidades relacionadas con el Fideicomiso.</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">d)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Recomendar y asesorar al Comité Técnico respecto de la forma en que se presentarán los informes y reportes de actividades de control y supervisión a fin de que cumplan con los requisitos necesarios para su comprensión y entendimiento.</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">e)</span><span style="font:7.0pt 'Times New Roman'">     </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Recomendar y asesorar al Comité Técnico en el desarrollo de sus actividades y cumplimiento de las obligaciones asumidas con el Fiduciario. </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">f)</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Recomendar, asesorar y presentar los planes necesarios para que se implementen actos de (i) control y supervisión de las obligaciones fiscales derivadas del Fideicomiso, y (ii) cumplimiento oportuno de todas las obligaciones a cargo del Fideicomiso.</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">g)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Asesorar en las actividades de supervisión de los auditores internos y externos del Fideicomiso, así como de los asesores legales, técnicos y demás prestadores de servicios del Fiduciario.</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">h)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Recomendar todas las actividades tendientes a detectar oportunidades de negocio y nuevas inversiones del Fideicomiso, incluyendo la asesoría y planeación de (i) estudios de factibilidad; (ii) auditorías; (iii) estudios de mercado, y (iv) análisis financieros, a efecto de que el Comité Técnico pueda decidir al respecto.</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">i)</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Recomendar y establecer las bases, políticas y lineamientos para la realización de todos los trámites para la obtención de licencias, permisos y autorizaciones de las autoridades gubernamentales correspondientes que resulten necesarios para el desarrollo de los Proyectos.</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">j)</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Asesorar, negociar, coordinar y supervisar todas las actividades necesarias para proponer y recomendar al Comité Técnico la enajenación de los Activos que convenga a los fines del Fideicomiso y, en su caso, proceder a su enajenación conforme a las instrucciones del Comité Técnico. </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">k)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Recomendar todas las medidas que a su juicio sean necesarias para mantener los Activos en buen estado de operación y funcionamiento.</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">l)</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Recomendar las actividades que a su juicio sean necesarias respecto de la mercadotecnia para promover y mantener rentados los Activos.</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">m)</span><span style="font:7.0pt 'Times New Roman'">  </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Realizar todos los estudios y programas de investigación que a su juicio sean necesarios y convenientes para la más eficiente administración, operación, así como prestar asesoramiento industrial, comercial o sobre construcción al Comité Técnico.</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">n)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Informar al Comité Técnico el resultado de sus actividades, indicando el avance de los trabajos encomendados, en su caso, las desviaciones existentes contra los presupuestos aprobados, las causas de desviación y las recomendaciones para corregir dichas desviaciones.</span>
</p>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">o)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Prestar los servicios</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal"> de asesoría administración en operación, promoción, organización, planeación, dirección, supervisión, comisión, concesión, intermediación, representación, consignación, control, comercialización, importación, exportación y explotación comercial, y (ii) jurídica, contable, fiscal, administrativa, mercadeo, financiera, económica, técnica, de arquitectura, de ingeniería y construcción, respecto de los Proyectos y el Fideicomiso.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">p)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">En general, prestar todas las actividades de asesoría, planeación y </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">control de los Proyectos, que conlleven a lograr </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">la más eficiente administración, </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">comercialización, </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">operación y mantenimiento de los </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">Activos</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal"> y de los Contratos de Arrendamiento</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal">, bajo los términos del Contrato de Administración.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El Administrador deberá en todo momento cumplir con los deberes de lealtad y diligencia contenidos en los artículos 30 al 37 de la Ley del Mercado de Valores en lo que resulte aplicable al Fideicomiso y a las Inversiones en Activos que realice el Fiduciario.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El Administrador preparará y enviará al Comité Técnico un reporte mensual, así como aquella información razonable que el Fiduciario o el Comité Técnico le solicite previamente por escrito con cuando menos 10 (diez) Días Hábiles de anticipación. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El Administrador deberá entregar toda aquella información y documentación que razonablemente le solicite al Fiduciario y el Comité Técnico para ser incluida en la información financiera del Fideicomiso y, en su caso, ser entregada al Auditor Externo.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Conforme se establece en el Contrato de Administración y Asesoría respectivo, el Administrador al ser una subsidiaria de Fibra Plus, no cobrará contraprestación alguna por sus servicios. En términos del Contrato de Administración y Asesoría se tiene previsto la creación de un fondo de gastos, el </span><span style="font-family:'Times New Roman'; font-size:10pt">equivalente a </span><span style="font-family:'Times New Roman'; font-size:10pt">Ps</span><span style="font-family:'Times New Roman'; font-size:10pt">. $2,</span><span style="font-family:'Times New Roman'; font-size:10pt">500,000.00 (dos millones quinientos</span><span style="font-family:'Times New Roman'; font-size:10pt"> mil </span><span style="font-family:'Times New Roman'; font-size:10pt">Pesos</span><span style="font-family:'Times New Roman'; font-size:10pt"> 00/100 M.N.) que servirá para que el Administrador pueda efectuar los pagos de gastos reembolsables bajo el Contrato de Administración y Asesoría.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">b)</span><span style="font:7.0pt 'Times New Roman'">       </span><a name="_Toc70524873" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Descripción del negocio.</span></a><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">i)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Actividad Principal.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus desarrollará, adquirirá, poseerá, operará, arrendará y, en su caso, capturará la plusvalía de activos inmobiliarios en México. Fibra Plus está diseñada para generar retornos atractivos con riesgo ajustado a largo plazo a los Tenedores, mediante Distribuciones de Efectivo y la apreciación de sus Activos. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Para alcanzar los objetivos, Fibra Plus se apoya en la experiencia de un selecto grupo de desarrolladores y operadores de inmuebles, así como en un modelo de negocios que integra verticalmente la cadena de valor que va desde la identificación de los conceptos y ubicaciones para los desarrollos inmobiliarios, hasta la operación, arrendamiento, estabilización de </span><span style="font-family:'Times New Roman'; font-size:10pt">los mismos</span><span style="font-family:'Times New Roman'; font-size:10pt"> y la eventual captura de la plusvalía de existir las condiciones de mercado para la venta del inmueble.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El Patrimonio del Fideicomiso inicialmente estuvo constituido por diversos Activos y proyectos en fase de desarrollo, en zonas del país con alto crecimiento tanto demográfico como económico; sin embargo, a lo largo de la operación del Fibra, el Comité Técnico, a sugerencia del Administrador, ha aprobado diversas aportaciones de activos estabilizados al Fideicomiso, dadas las buenas oportunidades de compra presentadas. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En tal sentido, a principios del 4T21, Fibra Plus concretó una de las transacciones más importantes de su historia, al culminar la Oferta Pública de Adquisición de hasta el 100% de los certificados en circulación de Fibra HD, resultando en un intercambio total de 309.9 millones de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> (70.9% del total). De esta manera, a partir del 4T21, Fibra Plus report</span><span style="font-family:'Times New Roman'; font-size:10pt">ó</span><span style="font-family:'Times New Roman'; font-size:10pt"> sus resultados</span><span style="font-family:'Times New Roman'; font-size:10pt">, </span><span style="font-family:'Times New Roman'; font-size:10pt">consolidando el desempeño de ambos fideicomisos y </span><span style="font-family:'Times New Roman'; font-size:10pt">ha </span><span style="font-family:'Times New Roman'; font-size:10pt">concentr</span><span style="font-family:'Times New Roman'; font-size:10pt">ado </span><span style="font-family:'Times New Roman'; font-size:10pt">gran parte de sus esfuerzos en la óptima integración de Fibra HD, aprovechando las sinergias y el potencial del flujo operativo de la segunda.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">E</span><span style="font-family:'Times New Roman'; font-size:10pt">n cuanto a la desinversión y adquisición de activos, cerramos la primera venta de inmuebles en Fibra HD, el colegio Piaget, por cerca de 55 millones de pesos y en </span><span style="font-family:'Times New Roman'; font-size:10pt">Héredit</span><span style="font-family:'Times New Roman'; font-size:10pt"> se desinvirtió el 44.4% del área vendible</span><span style="font-family:'Times New Roman'; font-size:10pt">. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En adición, se compraron las naves denominadas GT </span><span style="font-family:'Times New Roman'; font-size:10pt">Plastics</span><span style="font-family:'Times New Roman'; font-size:10pt"> en Saltillo, por 45.5 millones de pesos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Con respecto al desarrollo, la primera entrega de un proyecto de la cartera inicial se realizó en el 2019, con el activo de oficinas Torre Premier, ubicado en Villahermosa, el cual fue oficialmente inaugurado en noviembre del 2019 y cuenta con diversos interesados por rentar la totalidad del edificio. En el 2T20, Fibra Plus anunció la conclusión de su obra en la Plaza Metropolitana Salina Cruz, en Oaxaca, la cual actualmente presenta avances de obra por Soriana, quien tiene una Shadow Anchor en la plaza. A la fecha de este reporte, </span><span style="font-family:'Times New Roman'; font-size:10pt">Héredit</span><span style="font-family:'Times New Roman'; font-size:10pt"> Acueducto Comercial y</span><span style="font-family:'Times New Roman'; font-size:10pt">a inició operaciones, con una ocupación de 86%</span><span style="font-family:'Times New Roman'; font-size:10pt">, como se comentó previamente, las oficinas se encuentran en </span><span style="font-family:'Times New Roman'; font-size:10pt">desinversión. En</span><span style="font-family:'Times New Roman'; font-size:10pt"> tanto,</span><span style="font-family:'Times New Roman'; font-size:10pt"> la </span><span style="font-family:'Times New Roman'; font-size:10pt">entrega para adecuaciones de algunos inquilinos</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">del centro comercial Espacio Condesa </span><span style="font-family:'Times New Roman'; font-size:10pt">se ejecutó en el 1S25</span><span style="font-family:'Times New Roman'; font-size:10pt">. Hasta ahora, la mayor parte de los recursos líquidos del Patrimonio del Fideicomiso se han utilizado para desarrollar los proyectos, terminarlos, operarlos, estabilizarlos y con esto capturar la plusvalía de los Activos Iniciales y nuevas aportaciones.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">i)</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Recursos Humanos. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El Administrador tendrá los recursos humanos necesarios para cumplir con su objeto. Con tal motivo, su estructura administrativa contempla empleados a nivel corporativo. El Administrador cuenta con alrededor de 1</span><span style="font-family:'Times New Roman'; font-size:10pt">1</span><span style="font-family:'Times New Roman'; font-size:10pt"> (</span><span style="font-family:'Times New Roman'; font-size:10pt">once</span><span style="font-family:'Times New Roman'; font-size:10pt">) empleados al momento de la presentación del presente informe. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Los empleados a nivel corporativo atenderán a la coordinación de las actividades de operación, administración y ventas de los Activos. Su compensación será absorbida por los reembolsos que el Administrador obtenga de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Para la Gestión de los Inmuebles relacionados con los Activos, el Asesor y el Administrador han contratado a Némesis Gestión, S.A. de C.V. y podría contratar a otros gestores en los términos descritos en este Reporte Anual. Por tal motivo no se considera necesario contar con personal para llevar a cabo dichas actividades de gestión.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">A </span><span style="font-family:'Times New Roman'; font-size:10pt">la fecha de este reporte, las siguientes personas integran en el equipo administrativo del Administrador:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Rodrigo González Zerbi</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Alejandro Raúl Blasco Ruíz</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Direct</span><span style="font-family:'Times New Roman'; font-size:10pt">o</span><span style="font-family:'Times New Roman'; font-size:10pt">r de Administración y Finanzas</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Armelia Verónica Reyes Morelos</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Subdirector de Finanzas / </span><span style="font-family:'Times New Roman'; font-size:10pt">Relación con Inversionistas</span>
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<span style="font-family:'Book Antiqua'; font-size:8pt">Nota: Información al 31 de diciembre de 202</span><span style="font-family:'Book Antiqua'; font-size:8pt">5</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">A continuación, se presenta el currículum de los directivos del Administrador:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">A continuación, se presenta el currículum de los directivos del Administrador:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Rodrigo González Zerbi</span><span style="font-family:'Times New Roman'; font-size:10pt">: </span><span style="font-family:'Times New Roman'; font-size:10pt">Director General</span><span style="font-family:'Times New Roman'; font-size:10pt">. Rodrigo González, cuenta con alta experiencia en dirección empresarial y corporativa. Su pasión por el desarrollo inmobiliario lo llevó a estudiar la carrera de Ingeniería Civil en la Universidad Iberoamericana de la Ciudad de México, donde obtuvo importantes reconocimientos por su destacada trayectoria. Recién egresado, Rodrigo cursó la Maestría en Dirección de Empresas para Ejecutivos con Experiencia en el Instituto Panamericano de Alta Dirección de Empresas (IPADE).</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">A la par de sus estudios, Rodrigo desarrollo importantes actividades en diferentes empresas, entre ellas, Consorcio Ara, S.A.B. de C.V., Lógica Industrial, S.A. de C.V. y Némesis Capital, S.A. de C.V., donde obtuvo importantes conocimientos de negociación y expansión comercial. Rodrigo obtuvo el puesto de </span><span style="font-family:'Times New Roman'; font-size:10pt">Director</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Finanzas y Nuevos Negocios en Némesis Capital, S.A. de C.V., cargo que desempeñó satisfactoriamente desde el año 2012 hasta el año 2016. Posterior a ello, con 12 años de experiencia laboral y su particular visión en desarrollo y potencialización de infraestructura inmobiliaria, Rodrigo obtuvo el </span><span style="font-family:'Times New Roman'; font-size:10pt">cargo de </span><span style="font-family:'Times New Roman'; font-size:10pt">Director General</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Fibra Plus, FIBRA única en su tipo, dedicada al constante desarrollo y crecimiento inmobiliario.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Como </span><span style="font-family:'Times New Roman'; font-size:10pt">Director General</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Fibra Plus, Rodrigo es responsable de distintas actividades, entre las cuales destacan, la obtención de recursos, estrategias de inversión inmobiliaria, estrategias de participación y asociación con inversionistas, evaluación de proyectos de inversión inmobiliarios, relación con instituciones financieras, inversionistas y socios, así como expansión comercial y residencial e implementación de procedimientos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Alejandro Raúl Blasco Ruíz: </span><span style="font-family:'Times New Roman'; font-size:10pt">Director</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Administración y Finanzas. Es licenciado en Contaduría Pública por el Instituto Tecnológico Autónomo de México, con amplia experiencia en el sector bancario, industrial y comercial, enfocado al negocio corporativo, financiamiento de proyectos de inversión, desarrollo de proyectos, banca internacional, banca de inversión y mercados de capitales.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Ha desempeñado cargos directivos, destacando los siguientes: </span><span style="font-family:'Times New Roman'; font-size:10pt">Director</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Relación con Inversionistas en Banco Nacional de Obras y Servicios Públicos, S.N.C. (BANOBRAS), </span><span style="font-family:'Times New Roman'; font-size:10pt">Director Ejecutivo</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Banca Empresarial en el Banco Nacional de Comercio Exterior, S.N.C., así como </span><span style="font-family:'Times New Roman'; font-size:10pt">Director</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Finanzas de empresas industriales y comerciales. Así mismo, ha trabajado como consultor independiente para Tiendas Super Precio (Tiendas Neto) y el North American </span><span style="font-family:'Times New Roman'; font-size:10pt">Development</span><span style="font-family:'Times New Roman'; font-size:10pt"> Bank. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Por otro lado, el Sr. Blasco ha participado en el Consejo de Administración de empresas públicas y privadas como MVS, </span><span style="font-family:'Times New Roman'; font-size:10pt">Trademex</span><span style="font-family:'Times New Roman'; font-size:10pt">, </span><span style="font-family:'Times New Roman'; font-size:10pt">Moymen</span><span style="font-family:'Times New Roman'; font-size:10pt">, </span><span style="font-family:'Times New Roman'; font-size:10pt">Focir</span><span style="font-family:'Times New Roman'; font-size:10pt">, Banrural e Intermex (filial de la banca de desarrollo de México en el Reino Unido).</span>
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<a name="_Hlk196740520" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Armelia Verónica Reyes Morelos:</span><span style="font-family:'Times New Roman'; font-size:10pt"> Relación con Inversionistas</span><span style="font-family:'Times New Roman'; font-size:10pt"> y </span><span style="font-family:'Times New Roman'; font-size:10pt">Subdirectora</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Finanzas</span><span style="font-family:'Times New Roman'; font-size:10pt">. </span><span style="font-family:'Times New Roman'; font-size:10pt">Armelia cuenta con 1</span><span style="font-family:'Times New Roman'; font-size:10pt">2</span><span style="font-family:'Times New Roman'; font-size:10pt"> años de experiencia en finanzas y </span><span style="font-family:'Times New Roman'; font-size:10pt">9</span><span style="font-family:'Times New Roman'; font-size:10pt"> años de experiencia en el sector inmobiliario. Ha participado en diversas transacciones de financiamiento para las Fibras, M&A y estrategias de crecimiento disruptivas. Es licenciada</span><span style="font-family:'Times New Roman'; font-size:10pt"> en Dirección Financiera y Actuaría por el Instituto Tecnológico Autónomo de México. Armelia trabajó en </span><span style="font-family:'Times New Roman'; font-size:10pt">Signum</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">Research</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">de 2014 a 2017</span><span style="font-family:'Times New Roman'; font-size:10pt"> como analista bursátil Senior en diversos sectores: Petroquímica, Automotriz, Infraestructura, Minería y Conglomerados Industriales. También fungió como analista Senior en Punto Casa de Bolsa e Interacciones Casa de Bolsa. Desde septiembre del 2017, Armelia se integró al equipo de Fibra Plus como Analista de Finanzas</span><span style="font-family:'Times New Roman'; font-size:10pt">,</span><span style="font-family:'Times New Roman'; font-size:10pt"> posteriormente como encargada de la Relación con Inversionistas</span></a><a name="_Toc465886147" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt"> y desde el 2023, como </span><span style="font-family:'Times New Roman'; font-size:10pt">Subdirectora</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Finanzas.</span></a>
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" width="689" height="428" alt="" style="margin:0pt 9pt; -aw-left-pos:-35.25pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:24.6pt; -aw-wrap-type:square; float:right" /><span style="font-family:'Book Antiqua'; font-size:10pt">Estructura Corporativa de Fibra Plus.</span></a>
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<span style="-aw-bookmark-end:_Hlk39063976"></span><span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus está constituida por una serie de contratos que conforman su estructura. Existe un Contrato de Administración y Asesoría con el Administrador, un Contrato de Desarrollo con el Desarrollador y un Contrato de Gestión con el Gestor de Negocios. Cada uno de los contratos antes mencionados representan un servicio indispensable para el cumplimiento de la cadena de valor de Fibra Plus y estipulan los mecanismos de acción y los estándares de calidad necesarios para poder obtener las plusvalías para los Tenedores. Para </span><span style="font-family:'Times New Roman'; font-size:10pt">mayor información</span><span style="font-family:'Times New Roman'; font-size:10pt"> sobre estos contratos dirigirse a la sección “</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">2.d) Contratos y Acuerdos Relevantes” del presente Reporte Anual</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">i)</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal; font-style:italic"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Procesos Judiciales, Administrativos o Arbitrales.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Hasta donde razonablemente tiene conocimiento el Administrador y Fibra Plus, no existen juicios o procedimientos administrativos relevantes que puedan tener un impacto significativo para los Tenedores. Tampoco se tiene conocimiento de la alta probabilidad de que en un futuro exista uno o varios juicios o procedimientos administrativos de los referidos anteriormente.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><a name="_Toc38371111" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Administradores y Tenedores de </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">CBFIs</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">.</span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Fibra Plus es administrada internamente. El Administrador es una SC en la cual Fibra Plus participa con el 99.9% del capital social.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">En ese sentido, no existen accionistas relevantes distintos de Fibra Plus en el Asesor y el Administrador. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">El Administrador es administrado mediante un Socio Administrador, puesto que actualmente ocupa el señor Rodrigo González Zerbi, cuyo </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">currículum ya ha sido descrito en el presente Reporte Anual. Durante el 202</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">5</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">, el equipo directivo del Administrador percibió prestaciones totales por $4,943,120 pesos, incluyendo bonos, compensaciones extraordinarias, aguinaldo, prima vacacional, prima por seguro de vida y prima por seguros de gastos médicos mayores. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">El Comité de Nominaciones autoriza e instruye al Fiduciario para que con cargo al Patrimonio del Fideicomiso pague a cada miembro del Comité Técnico, incluyendo los Miembros Independientes y con excepción de los Miembros patrimoniales, como remuneración por el desempeño de sus funciones por cada sesión del Comité Técnico a la que asistan, el importe de $35,000.00 (treinta y cinco mil Pesos 00/100 Moneda Nacional) y un pago adicional de $10,000.00 (diez mil Pesos 00/100Moneda Nacional) por la asistencia de cada Miembro Independiente a cada una de las sesiones del Comité de Nominaciones, del Comité de Compensaciones, del Comité de Prácticas y del Comité de Auditoría. Durante el 202</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">5</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">, el pago al Comité Técnico en su conjunto sumó $2,145,769 pesos. </span>
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<li style="margin:0pt 0pt 0pt 11.94pt; text-indent:0pt; text-align:justify; padding-left:6.06pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">El Comité Técnico está conformado por diferentes expertos en diversos sectores. Particularmente se cuenta con la participación de tres consejeros expertos en el sector financieros: el Sr. Federico Clariond Domene, quien es Director General Valores Aldabra y del Buró Inmobiliario Nacional, además de fungir como consejero de Banco Bancrea; el Sr. Gustavo Ramírez Berrueta, quien se ha desempeñado como profesionista independiente en auditoría y asesoría en materia fiscal y financiera desde hace más de 30 años y </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">el Sr. David Suárez, quien cuenta con 20 años de experiencia como ejecutivo bancario, experto financiero, líder de negocios y consejero independiente, contando también con más de 10 años de experiencia previa en el sector público</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">. Cabe mencionar que el Sr. Federico Clariond además participa en los 4 comités de apoyo del Comité Técnico.</span>
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<li style="margin:0pt 0pt 0pt 10.83pt; text-indent:0pt; text-align:justify; padding-left:7.17pt; font-family:'Times New Roman'; font-size:10pt; font-weight:bold">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">En apego a las mejores prácticas, la emisora cuenta con un código de ética y transparencia aplicable al comité técnico y directivos relevantes del administrador del patrimonio del fideicomiso, así como al resto de los colaboradores de la empresa, el cual se encuentra publicado en la página web de la emisora.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Tenedores de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">CBFIs</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt">No existe parentesco consanguíneo o de segundo grado entre los principales ejecutivos y miembros de los comités. </span>
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<p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">b)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt">El Fundador Relevante tiene, a través del Fideicomiso de Control, influencia significativa sobre Fibra Plus. En los términos del Fideicomiso, el Fideicomiso de Control tiene el derecho de designar al menos la mitad más uno del total de los miembros del Comité Técnico en la propia Asamblea de Tenedores, mientras el mismo mantenga la titularidad de por lo menos el 15% (quince por ciento) de los CBFIs en circulación, incluyendo al Presidente de dicho Comité Técnico y sus respectivos suplentes. Asimismo, en caso de que dicho Fideicomiso de Control mantenga entre el 5% (cinco por ciento) y el 14.99% (catorce punto noventa y nueve por ciento) de los CBFIs en circulación, tendrá el derecho de designar al 45% (cuarenta y cinco por ciento) de los miembros del Comité Técnico, así como su Presidente. El Fideicomiso de Control, a su discreción, podrá designar exclusivamente miembros del Comité Técnico que no sean considerados como Miembros Independientes. Lo anterior implica que el Fideicomiso de Control tendrá influencia significativa en las decisiones de Fibra Plus y abre la posibilidad a que se presenten conflictos de interés entre el Fideicomitente y Fibra Plus.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Fibra Plus genera las condiciones que permiten proporcionar un entorno organizacional favorable, con el objeto de desarrollar una cultura en la que se procure la inclusión laboral, el trabajo digno y </span><span style="font-family:'Book Antiqua'; font-size:10pt">la mejora continua de las condiciones de trabajo en pro de la no discriminación por motivos de edad, raza, capacidades diferentes, preferencia sexual, ni algún otro.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt">Fibra Plus busca aumentar la inclusión laboral mediante el fortalecimiento del trabajo a distancia ya que es uno de los mecanismos incluyentes más adecuados para atraer talento con capacidades diferentes.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><a name="_Hlk39064370" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Información</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> financiera seleccionada</span><span style="-aw-bookmark-end:_Toc333572115"></span><span style="-aw-bookmark-end:_Toc340235980"></span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> del Fideicomiso.</span><span style="-aw-bookmark-end:_Toc256000374"></span><span style="-aw-bookmark-end:_Toc256000215"></span><span style="-aw-bookmark-end:_Toc256000268"></span><span style="-aw-bookmark-end:_Toc256000173"></span><span style="-aw-bookmark-end:_Toc256000080"></span><span style="-aw-bookmark-end:_Toc414637539"></span><span style="-aw-bookmark-end:_Toc414900631"></span><span style="-aw-bookmark-end:_Toc415173997"></span><span style="-aw-bookmark-end:_Toc465886157"></span><span style="-aw-bookmark-end:_Toc38371113"></span></a>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="-aw-bookmark-end:_Hlk39064370"></span><span style="font-family:'Times New Roman'; font-size:10pt">Las tablas incluidas en la presente sección 4, presentan información financiera histórica respecto de los Activos que integran la Cartera. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El presente Reporte Anual incluye los Estados Financieros auditados consolidados de Posición Financiera al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, así como del Estado de Utilidad Integral, Cambios en el Patrimonio y Flujo de Efectivo del 1 de enero al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">. Dichos Estados Financieros Consolidados fueron elaborados </span><span style="font-family:'Times New Roman'; font-size:10pt">de acuerdo con</span><span style="font-family:'Times New Roman'; font-size:10pt"> las IFRS emitidas por la Junta de Normas Internacionales de Contabilidad (“IASB” por sus siglas en inglés).</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En la siguiente tabla se muestra información financiera seleccionada relativa a las propiedades que forman parte de los Activos Iniciales de Fibra Plus. Esta información se debe leer </span><span style="font-family:'Times New Roman'; font-size:10pt">juntamente con</span><span style="font-family:'Times New Roman'; font-size:10pt"> los Estados Financieros Consolidados auditados, incluyendo las notas a los mismos. La información financiera seleccionada contenida aquí se muestra de forma consolidada y no es necesariamente indicativa de la situación financiera y los resultados en o para cualquier fecha o periodo futuro. En las Notas 3, 4 y 5 de los Estados Financieros Consolidados auditados se encuentra el “Resumen de las principales políticas contables”.</span>
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<a name="_Hlk164943623" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt"> </span></a>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:14pt; font-weight:bold">Fideicomiso Irrevocable No. F/1110 </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">(Banco Azteca, S. A., Institución de Banca Múltiple, Dirección Fiduciaria) y Subsidiarias</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
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<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:20pt; font-weight:bold">Estados consolidados de resultados</span><span style="font-family:'Times New Roman'; font-size:20pt; font-weight:bold"> integrales</span><span style="font-family:'Times New Roman'; font-size:20pt; font-weight:bold"> </span>
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<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Por los años que terminaron el 31 de diciembre de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">5</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">, 2024 y 2023 </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Cifras expresadas en miles de pesos mexicanos ($), excepto utilidad por CBFI</span>
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<p style="margin:0pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
</p>
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<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Notas</span>
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</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2025</span>
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<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2024</span>
</p>
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<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2023</span>
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<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
</p>
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<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
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<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
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</tr>
<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Ingresos por Rentas</span>
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<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">830,750</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">837,678</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">732,370</span>
</p>
</td>
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<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Gastos de administración y operación</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">342,551</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">366,799</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">299,493</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Intereses netos</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">23,389</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(59,582)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(120,263)</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(Pérdida) Ganancia cambiaria</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(162,517)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">261,363</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(301,645)</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Gastos financieros</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">344,380</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">386,754</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">355,838</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Otros (gastos) ingresos – neto</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">32,824</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(409,532)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">139,906</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Compensación de largo plazo (</span><span style="font-family:'Times New Roman'; font-size:10pt">Promote</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">50,000</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">123,611</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Valuación de la deuda a Unidades de Inversión (</span><span style="font-family:'Times New Roman'; font-size:10pt">UDIs</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">41,477</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">45,929</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">57,175</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Ajuste al valor razonable de propiedades de inversión</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(217,375</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(660,026</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(335,081</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Utilidad neta consolidada del año</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">376,021</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">782,362</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">636,947</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Otros resultados integrales</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> -</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> -</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(104,155</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Utilidad neta integral consolidada del año</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">376,021</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">782,362</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">532,792</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Utilidad neta e integral del período de la participación controladora</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">359,155</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">764,604</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">636,947</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Utilidad neta e integral del período de la participación no controladora</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">16,866</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">17,758</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(104,155</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Utilidad neta e integral básica de la participación controladora por CBFI * *</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">16</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">0.56</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">1.20</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">1.00</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Utilidad neta e integral diluida de la participación controladora por CBFI * *</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">16</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">0.52</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">1.12</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">0.94</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Promedio ponderado de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">638,176,752</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">634,576,114</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">636,201,174</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10.6pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Promedio ponderado de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación con efectos diluidos</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">685,668,720</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">681,888,050</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10.6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">675,353,696</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">** Certificados Bursátiles Fiduciarios Inmobiliarios</span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Las notas adjuntas son parte de los estados financieros consolidados.</span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; float:left; margin:0pt 7.05pt; width:467.75pt">
<tr style="height:14.25pt">
<td style="background-color:#d9e1f2; padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:184.35pt">
<p style="margin:0pt">
<span style="-aw-bookmark-end:_Hlk164943623"></span><span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold; text-decoration:underline">Indicadores financieros (miles de pesos)</span>
</p>
</td>
<td style="background-color:#d9e1f2; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">202</span><span style="font-family:'Times New Roman'; font-size:9pt">5</span>
</p>
</td>
<td style="background-color:#d9e1f2; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">202</span><span style="font-family:'Times New Roman'; font-size:9pt">4</span>
</p>
</td>
<td style="background-color:#d9e1f2; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:85.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">202</span><span style="font-family:'Times New Roman'; font-size:9pt">3</span>
</p>
</td>
</tr>
<tr style="height:13.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:184.35pt">
<p style="margin:0pt; text-indent:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Ingreso Operativo Neto (ION)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 830,750</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 723,728</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 635,690 </span>
</p>
</td>
</tr>
<tr style="height:13.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:184.35pt">
<p style="margin:0pt; text-indent:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Margen ION</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">76.50%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">91.32%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">86.80%</span>
</p>
</td>
</tr>
<tr style="height:13.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:184.35pt">
<p style="margin:0pt; text-indent:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-style:italic">Funds</span><span style="font-family:'Times New Roman'; font-size:9pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:9pt; font-style:italic">from</span><span style="font-family:'Times New Roman'; font-size:9pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:9pt; font-style:italic">operations</span><span style="font-family:'Times New Roman'; font-size:9pt"> (FFO)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 78,144 </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 133,257 </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> (100,713) </span>
</p>
</td>
</tr>
<tr style="height:13.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:184.35pt">
<p style="margin:0pt; text-indent:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Margen FFO</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">N. A</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">N. A</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">N. A</span>
</p>
</td>
</tr>
<tr style="height:13.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:184.35pt">
<p style="margin:0pt; text-indent:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-style:italic">Adjusted funds from operations</span><span style="font-family:'Times New Roman'; font-size:9pt"> (AFFO)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">75,458</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 150,098</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> (</span><span style="font-family:'Times New Roman'; font-size:9pt">89,587)</span>
</p>
</td>
</tr>
<tr style="height:13.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:184.35pt">
<p style="margin:0pt; text-indent:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Margen AFFO</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">N. A</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">N. A</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">N. A</span>
</p>
</td>
</tr>
<tr style="height:13.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:184.35pt">
<p style="margin:0pt; text-indent:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">EBITDA</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">488,199</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">501,523</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">495,936</span>
</p>
</td>
</tr>
<tr style="height:13.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:184.35pt">
<p style="margin:0pt; text-indent:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Margen EBITDA</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">58%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">59%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">59%</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<a name="_Hlk165394144" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt"> </span></a>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:458pt">
<tr style="height:15pt">
<td colspan="2" style="background-color:#e7e6e6; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle; width:456.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; color:#161616">FFO Y AFFO</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td colspan="2" style="background-color:#e7e6e6; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; color:#161616">Por el periodo que termina el 31 de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; color:#161616">Diciembre</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; color:#161616"> de 202</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; color:#161616">5</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td colspan="2" style="background-color:#e7e6e6; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; color:#161616">(En miles de pesos mexicanos)</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="background-color:#44546a; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle; width:396.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff"> </span>
</p>
</td>
<td style="background-color:#44546a; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle; width:58.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">202</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">5</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Utilidad Integral</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:top">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">376,022</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#006100"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616">Variación valor razonable de propiedades de inversión</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> (217,375)</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Fluctuación en </span><span style="font-family:'Times New Roman'; font-size:10pt">UDIs</span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">(162,517)</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616">Valuación de instrumentos financieros</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 59,745</span>
</p>
</td>
</tr>
<tr style="height:35.65pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1d1b10">Amortización de intangibles (Activos Derecho de Uso) </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616">Ganancia/Pérdida en venta de inmuebles</span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> 11,350</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1d1b10">Ganancia</span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> 10,919</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616">IFRS 16</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616">Fondo de recompra</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="background-color:#d9d9d9; border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:0.25pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:middle; width:396.5pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#5a5a5a">FFO</span>
</p>
</td>
<td style="background-color:#d9d9d9; border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:0.75pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:middle; width:58.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">78,144</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#5a5a5a"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616">Capex</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> (gastos de ampliación, remodelación, mejoras, sólo inmuebles operativos)</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:top">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> (3,247) </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616">Rentas anticipadas (diferencia de los que no viene devengado en la utilidad neta)</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> 561</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616">Guantes (diferencia de los que no viene devengado en la utilidad neta)</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">-</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:top">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="background-color:#d9d9d9; border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:0.25pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:middle; width:396.5pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#5a5a5a">AFFO</span>
</p>
</td>
<td style="background-color:#d9d9d9; border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:0.75pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:middle; width:58.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">75,458</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:398pt; border:none">
</td>
<td style="width:60pt; border:none">
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="-aw-bookmark-end:_Hlk165394144"></span><span style="font-family:'Times New Roman'; font-size:14pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:14pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:14pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:20pt; font-weight:bold">Estados consolidados de posición financiera</span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Al 31 de diciembre de 2025, 2024 y 2023</span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Cifras expresadas en miles de pesos mexicanos ($)</span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:481.85pt">
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:12pt; font-weight:bold">Activos</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Notas</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2025</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2024</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2023</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 42.6pt; text-indent:-7.1pt; line-height:7pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt 0pt 0pt 42.6pt; text-indent:-7.1pt; line-height:7pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 42.6pt; text-indent:-7.1pt; line-height:7pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 42.6pt; text-indent:-7.1pt; line-height:7pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 42.6pt; text-indent:-7.1pt; line-height:7pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Activo circulante:</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Efectivo y equivalentes de efectivo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-indent:-0.05pt; text-align:center; line-height:10pt; widows:0; orphans:0; padding-left:0.05pt">
<span style="font-family:'Times New Roman'; font-size:10pt">7</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">329,646</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">600,096</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">636,798</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Cuentas por cobrar a clientes y otras cuentas por cobrar – Neto</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">8</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">251,779</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">171,086</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">137,629</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Impuestos por recuperar</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">9</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">132,273</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">78,731</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">61,388</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Total</span><span style="font-family:'Times New Roman'; font-size:10pt"> del activo circulante</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">713,698</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">849,913</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">835,815</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Activo no circulante:</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Efectivo restringido</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">7</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">32,754</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">43,332</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">38,707</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Activo por derecho de uso </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">10</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">133,020</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">95,546</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">85,066</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Propiedades de inversión</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">11</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">18,332,062</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">17,334,138</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">15,981,431</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Activos disponibles para la venta</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">52,346</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Mobiliario y equipo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">8,700</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">10,494</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">11,949</span>
</p>
</td>
</tr>
<tr style="height:15.8pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Depósitos en garantía</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">220,431</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">112,084</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">58,964</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Total</span><span style="font-family:'Times New Roman'; font-size:10pt"> del activo no circulante</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">18,779,313</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">17,595,594</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">16,176,117</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Total</span><span style="font-family:'Times New Roman'; font-size:10pt"> del activo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">19,493,011</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">18,445,507</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">17,011,932</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:Arial; font-size:12pt; font-weight:bold">Pasivos y patrimonio</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 42.6pt; text-indent:-7.1pt; line-height:7pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt 0pt 0pt 42.6pt; text-indent:-7.1pt; line-height:7pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:7pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:7pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Pasivo circulante:</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Créditos bancarios</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">12</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">1,971,531</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">1,287,747</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">575,719</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Cuentas por pagar a acreedores y otras cuentas por pagar</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">237,522</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">110,455</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">352,814</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Impuestos por pagar</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">53,102</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">43,465</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">29,349</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Pasivos por arrendamiento</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">14</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">6,364</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">3,456</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">4,604</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Rentas cobradas por anticipado y derechos de arrendamiento</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">401,508</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">388,182</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">11,143</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Total</span><span style="font-family:'Times New Roman'; font-size:10pt"> del pasivo circulante</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">2,670,027</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">1,833,305</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">973,629</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Rentas cobradas por anticipado</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">13,087</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">36,600</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">42,213</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Pasivo por arrendamiento a largo plazo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">14</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">149,378</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">102,093</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">88,827</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Certificados bursátiles por pagar</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">12</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">1,107,659</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">1,066,183</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">1,020,254</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Instrumentos financieros derivados </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">61,947</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">23,242</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">18,216</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Créditos bancarios largo plazo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">12</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">3,081,671</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">3,390,985</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">3,345,902</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Total</span><span style="font-family:'Times New Roman'; font-size:10pt"> del pasivo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">7,083,769</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">6,452,408</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">5,489,041</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 7.2pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Patrimonio de los fideicomitentes:</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-0.2pt; line-height:10pt; widows:0; orphans:0; padding-left:0.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Patrimonio contribuido</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">9,099,072</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">9,049,072</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">8,925,461</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-0.2pt; line-height:10pt; widows:0; orphans:0; padding-left:0.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Otros (prima en suscripción)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">86,702</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">86,702</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">283,581</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 14.15pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Resultados acumulados</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">3,084,013</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">2,724,858</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">1,960,254</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 14.15pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Fondo de recompra</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(63,698</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(53,820</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(45,298</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 14.15pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">12,206,089</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">11,806,812</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">11,123,998</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 14.15pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Participación no controladora</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">203,153</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">186,287</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">398,893</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Total</span><span style="font-family:'Times New Roman'; font-size:10pt"> del patrimonio</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">12,409,242</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:13pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">11,993,099</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:13pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">11,522,891</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt 0pt 0pt 42.5pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:164.95pt">
<p style="margin:0pt; text-indent:-7.2pt; line-height:10pt; widows:0; orphans:0; padding-left:7.2pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Total</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> del pasivo y patrimonio</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:23.2pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">19,493,011</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">18,445,507</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">17,011,932</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Las notas adjuntas son parte de los estados financieros consolidados.</span>
</p>
<p style="margin:0.5pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:20pt; font-weight:bold">Estados consolidados de flujos de efectivo</span>
</p>
<p style="margin:0.5pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Por los años que terminaron el 31 de diciembre de 2025, 2024 y 2023</span>
</p>
<p style="margin:0.5pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Cifras expresadas en miles de pesos mexicanos ($)</span>
</p>
<p style="margin:0.5pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Método indirecto</span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:481.85pt">
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; text-align:center; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2025</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; text-align:center; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2024</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; text-align:center; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2023</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Utilidad neta del período consolidada</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">376,021</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">782,362</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">636,947</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Flujo de efectivo de actividades de operación:</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 14.2pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Ajustes por:</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-7.05pt; line-height:11.7pt; widows:0; orphans:0; padding-left:7.05pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Ajuste al valor razonable de propiedades de inversión</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(217,375)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(660,026)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(335,081)</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-7.05pt; line-height:11.7pt; widows:0; orphans:0; padding-left:7.05pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-7.05pt; line-height:11.7pt; widows:0; orphans:0; padding-left:7.05pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Bajas de mobiliario y equipo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(908)</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 21.3pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Depreciación</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">26,784</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">9,518</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">12,274</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:11.7pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Partidas relacionadas con actividades de inversión:</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 21.3pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Intereses a cargo (favor)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">23,389</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(59,582)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(120,263)</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 21.3pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Activo por derecho de uso</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">-</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(18,384)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">-</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 21.3pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Compensación a largo plazo (</span><span style="font-family:'Times New Roman'; font-size:10pt">Promote</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">50,000</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">123,611</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 21.3pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Ingreso por cobertura de instrumentos financieros derivados</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">38,705</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">5,026</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 21.3pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Valuación de la deuda a Unidades de Inversión (</span><span style="font-family:'Times New Roman'; font-size:10pt">UDI´s</span><span style="font-family:'Times New Roman'; font-size:10pt">) y amortización de gastos de emisión</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">41,477</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">45,929</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">57,175</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:11.7pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Partidas relacionadas con actividades de financiamiento:</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 21.3pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Gastos financieros</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">344,380</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">386,754</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">251,683</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 21.3pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(Ganancia) pérdida cambiaria</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(162,517</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">249,529</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(301,645</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">520,864</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">8</span><span style="font-family:'Times New Roman'; font-size:10pt">64,737</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">200,182</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Disminución (aumento) en:</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 14.15pt; text-indent:-7.15pt; line-height:11.7pt; widows:0; orphans:0; padding-left:7.15pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Cuentas por cobrar a clientes y otras cuentas por cobrar – Neto</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(80,693)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(33,457)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">36,026</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 14.15pt; text-indent:-7.15pt; line-height:11.7pt; widows:0; orphans:0; padding-left:7.15pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Impuestos por recuperar</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(53,542)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(17,343)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(6,103)</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 14.15pt; text-indent:-7.15pt; line-height:11.7pt; widows:0; orphans:0; padding-left:7.15pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Depósitos en garantía</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(108,347)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(53,120)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(36,372)</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Aumento (disminución) en:</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 14.15pt; text-indent:-7.15pt; line-height:11.7pt; widows:0; orphans:0; padding-left:7.15pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Cuentas por pagar a acreedores y otras cuentas por pagar</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">816,440</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">145,823</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">44,486</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 14.15pt; text-indent:-7.15pt; line-height:11.7pt; widows:0; orphans:0; padding-left:7.15pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Impuestos por pagar</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">9,637</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">14,116</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">22,246</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 14.15pt; text-indent:-7.15pt; line-height:11.7pt; widows:0; orphans:0; padding-left:7.15pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Pasivo por arrendamiento</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">50,193</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">27,089</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 14.15pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Rentas cobradas por anticipado</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(10,187)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(16,756</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">3,693</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 27.4pt; text-indent:-15.1pt; line-height:11.7pt; widows:0; orphans:0; padding-left:15.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Flujo neto de efectivo de actividades de operación</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">1,144,365</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">931,089</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">264,158</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:481.85pt">
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Flujo de efectivo de actividades de inversión:</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Adquisición en participación Fibra HD</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(427,243)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(15,608)</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Intereses a (cargo) </span><span style="font-family:'Times New Roman'; font-size:10pt">favor efectivamente pagados</span><span style="font-family:'Times New Roman'; font-size:10pt">, cobrados</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(23,389)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">59,582</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">120,263</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Adquisición de mobiliario y equipo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(676)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(159)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(725)</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:9pt">Baja de propiedades de inversión</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">361,949</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 7.1pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Adquisición de propiedades de inversión</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(1,142,498)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(692,681</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(719,411</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0pt 0pt 0pt 27.4pt; text-indent:-15.1pt; line-height:11.7pt; widows:0; orphans:0; padding-left:15.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Flujo neto de efectivo utilizado en actividades de inversión</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(804,614)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(1,060,501)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(615,481)</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:481.85pt">
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt; text-indent:-7.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Flujo de efectivo de actividades de financiamiento:</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Préstamos obtenidos, neto</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">205,000</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">844,342</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">3,602,539</span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Pago de préstamos</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(413,032)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(336,760)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(3,256,419)</span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Pagos de obligaciones por arrendamientos financieros</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(8,489)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(14,971)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(6,828)</span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Suscripción de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">18,218</span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Compensación de largo plazo (</span><span style="font-family:'Times New Roman'; font-size:10pt">Promote</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(50,000)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(55,266)</span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Gastos financieros efectivamente pagados</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(344,380)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(386,754)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(177,088)</span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Recompra de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, neto</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(9,878</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(8,522)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">(8,758</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt 27.4pt; text-indent:-15.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:15.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Flujo neto de efectivo utilizado en generado por actividades de financiamiento</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(620,779)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">97,335</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">116,398</span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt 27.4pt; text-indent:-15.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:15.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt; text-indent:-7.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Disminución neto</span><span style="font-family:'Times New Roman'; font-size:10pt"> de efectivo y equivalentes de efectivo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(281,028)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(32,077)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(234,925)</span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt; text-indent:-7.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt; text-indent:-7.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Efectivo, efectivo restringido y equivalentes de efectivo al principio del período*</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">643,428</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">675,505</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">910,430</span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt; text-indent:-7.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:198.95pt">
<p style="margin:0.5pt 0pt 0pt; text-indent:-7.1pt; line-height:12.5pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Efectivo, efectivo restringido y equivalentes de efectivo al final del año </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0.5pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">362,400</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0.5pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">643,428</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0.5pt 0pt 0.5pt 2.85pt; line-height:12.5pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">675,505</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt 0pt 8pt; line-height:108%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<br style="page-break-before:always; clear:both" />
</p>
<p style="margin:0pt">
<img 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" 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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><a name="_Hlk39064448" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Créditos bancarios y certificados bursátiles por pagar</span></a>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Créditos bancarios </span>
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<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:482.3pt">
<tr style="height:15.75pt">
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom">
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<span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Crédito </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">2025</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">2024</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">2023</span>
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<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom">
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<span style="font-family:'Times New Roman'; font-size:10pt">Con fecha 16 de noviembre de 2024, se firmó un contrato de crédito sindicado con BBVA Bancomer SA quien fungió como Agente colocador por un total de 1,770 millones de pesos de una línea global de hasta 4,500 millones de pesos a una tasa variable con vencimiento en 2027</span>
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<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:71pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">$3,050,150</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:76pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">$2,652,752</span>
</p>
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<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:73.45pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">$2,740,191</span>
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</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Con fecha 28 de mayo de 2018 se firmó un contrato de crédito simple con garantía hipotecaria con el Banco Nacional de Comercio Exterior, S.N.C. (Bancomext) hasta por un monto 34.8 millones de dólares americanos a una tasa de interés fija de 5.65% donde se cedieron los derechos de cobro de algunos clientes, con vencimiento en 2030.</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:71pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">476,250</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:76pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">569,400</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:73.45pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">494,045</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Con fecha 11 de marzo de 2023 se realizaron disposiciones con garantía hipotecaria con el Banco del Bajío S.A. (BanBajío) hasta por un monto de hasta 120.0 </span><span style="font-family:'Times New Roman'; font-size:10pt">mdp</span><span style="font-family:'Times New Roman'; font-size:10pt"> a una tasa de interés variable de TIIE +3% donde se cedieron los derechos de cobro de algunos clientes, con vencimiento en 2031.</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:71pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">102,502</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:76pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">18,674</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:73.45pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">20,198</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Con fecha 22 de diciembre de 2023 se realizaron disposiciones con garantía hipotecaria con el Banco del Bajío S.A. (BanBajío) hasta por un monto de hasta 24.0 </span><span style="font-family:'Times New Roman'; font-size:10pt">mdp</span><span style="font-family:'Times New Roman'; font-size:10pt"> a una tasa de interés variable de TIIE +3% donde se cedieron los derechos de cobro de algunos clientes, con vencimiento en 2031.</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:71pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">17,114</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:76pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">183,280</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:73.45pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">113,238</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Con fecha 3 de septiembre y 2 de diciembre de 2023 se realizaron disposiciones con garantía con garantía hipotecaria con el Banco </span><span style="font-family:'Times New Roman'; font-size:10pt">Bancrea</span><span style="font-family:'Times New Roman'; font-size:10pt"> S.A. (</span><span style="font-family:'Times New Roman'; font-size:10pt">Bancrea</span><span style="font-family:'Times New Roman'; font-size:10pt">) hasta por un monto de hasta 300.0 mapa a una tasa de interés variable de TIIE +5% con vencimiento en 2025.</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:71pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">953,972</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:76pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">900,353</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:73.45pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">380,680</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Con fecha 3 de noviembre del 2025 se realizó disposición con el Banco del Bajío S.A. (BanBajío) hasta por un monto de hasta 100 millones de pesos a una tasa de interés variable de +3.16 % con vencimiento en 2026</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:71pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">100,000</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:76pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="width:33.67pt; text-indent:0pt; display:inline-block"></span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:73.45pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="width:33.67pt; text-indent:0pt; display:inline-block"></span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Con fecha 9 de agosto del 2024 se realizó disposición con el Banco Sabadell, S.A. hasta por un monto de hasta 15 millones de dólares a una tasa de interés variable de 5 % de Balloon +73.40% con vencimiento en 2026.</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:71pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">208,464</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:76pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">252,842</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:73.45pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">224,445</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Durante diciembre de 2025 se celebró un contrato con Banco Mercantil de Panamá por un monto de 5 millones de dólares.</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:71pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">89,750</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:76pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">101,341</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:73.45pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="width:33.67pt; text-indent:0pt; display:inline-block"></span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">El 11 de diciembre de 2025, el Fideicomiso celebro un contrato con Banco del Bajío S.A. (BanBajío) para la apertura de un crédito en cuenta corriente hasta por la cantidad de 55 millones de pesos a una tasa de interés variable de +3.20 % con vencimiento en 2026.</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:71pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">55,000</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:76pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="width:33.67pt; text-indent:0pt; display:inline-block"></span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:73.45pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="width:33.67pt; text-indent:0pt; display:inline-block"></span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:71pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">5,053,202</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:76pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">4,678,732</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:73.45pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">3,972,797</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Menos:</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:71pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:76pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:73.45pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Comisiones por financiamiento </span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:71pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="width:33.67pt; text-indent:0pt; display:inline-block"></span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:76pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> -</span><span style="width:33.67pt; text-indent:0pt; display:inline-block"></span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:73.45pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">(51,176)</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Porción circulante del pasivo a largo plazo</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:71pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="width:7.3pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">(1,971,531)</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:76pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="width:7.3pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">(1,287,747)</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:73.45pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="width:7.3pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt">(575,719)</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:71pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:76pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:73.45pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:71pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">$</span><span style="width:2.3pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">3,081,671</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:76pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">$</span><span style="width:2.3pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">3,390,985</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:73.45pt">
<p style="margin:0pt; text-indent:-7.3pt; widows:0; orphans:0; padding-left:7.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">$</span><span style="width:2.3pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">3,345,902</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Las líneas de crédito establecen ciertas condiciones de hacer y no hacer, mismas que han sido cumplidas a la fecha de emisión de los presentes estados financieros consolidados dentro de las cuales se encuentran: uso de recursos para financiar capital de trabajo, adquisición de inmuebles y propósitos corporativos, entregar estados financieros dictaminados dentro de los 6 meses siguientes al cierre del año y estados financieros internos, pagar en tiempo los intereses, apalancamiento no mayor del 50%, no realizar gravámenes adicionales sobre las propiedades. Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, 2024 y 2023 estas obligaciones fueron cumplidas.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Los vencimientos de la porción a largo plazo del pasivo con Bancario al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt"> son:</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:58.4pt; width:418.1pt">
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:225.9pt">
<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Pesos</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Dólares</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:225.9pt">
<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:225.9pt">
<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Circulante</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">1,971,531</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">109,835</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:225.9pt">
<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">2025</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">127,836</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">7,122</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:225.9pt">
<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">2026</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">436,241</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">24,303</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:225.9pt">
<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">2027 y años posteriores</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">2,517,594</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">140,255</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:225.9pt">
<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:225.9pt">
<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Total</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">5,053,202</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">281,515</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="-aw-bookmark-end:_Toc38371114"></span><span style="-aw-bookmark-end:_Hlk39064448"></span><span style="font-family:'Times New Roman'; font-size:10pt">Los certificados bursátiles establecen obligaciones de hacer y no hacer dentro de las cuales se encuentran: uso de recursos para financiar capital de trabajo, adquisición de inmuebles y propósitos corporativos, entregar estados financieros dictaminados dentro de los 6 meses siguientes al cierre del año y estados financieros internos, pagar en tiempo los intereses, apalancamiento no mayor del 50%, no realizar gravámenes adicionales sobre las propiedades. Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt"> estas obligaciones fueron cumplidas.</span>
</p>
<p style="margin:0pt 0pt 0pt 73.55pt; text-indent:-28.3pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:normal">a.</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:10pt">Movimientos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.35pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">al</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.25pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">saldo</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.2pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">de</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.25pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">certificados</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.3pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.1pt">Bursátiles</span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0.8pt 0pt 0pt; text-align:justify; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:446.9pt">
<tr style="height:15.75pt">
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:151.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Saldos al inicio de 01/01/2025</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:186.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Efecto de revaluación de UDIS 2025</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:94.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Saldos al final de 31/12/2025</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:151.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">$1,0</span><span style="font-family:'Times New Roman'; font-size:10pt">66,183</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:186.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">$ </span><span style="font-family:'Times New Roman'; font-size:10pt">41,476</span>
</p>
</td>
<td style="border-bottom-color:#cccccc; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#cccccc; border-left-style:solid; border-left-width:0.75pt; border-right-color:#cccccc; border-right-style:solid; border-right-width:0.75pt; border-top-color:#cccccc; border-top-style:solid; border-top-width:0.75pt; padding:1.12pt 1.88pt; vertical-align:bottom; width:94.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">$1,</span><span style="font-family:'Times New Roman'; font-size:10pt">107,659</span>
</p>
</td>
</tr>
</table>
<p style="margin:0.8pt 0pt 0pt; text-align:justify; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0.8pt 0pt 0pt; text-align:justify; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 20.2pt 0pt 0pt; text-align:justify; line-height:104%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Durante el ejercicio </span><span style="font-family:'Times New Roman'; font-size:10pt">2025,</span><span style="font-family:'Times New Roman'; font-size:10pt"> la entidad </span><span style="font-family:'Times New Roman'; font-size:10pt">pagó $62,</span><span style="font-family:'Times New Roman'; font-size:10pt">089</span><span style="font-family:'Times New Roman'; font-size:10pt"> (miles de pesos)</span><span style="font-family:'Times New Roman'; font-size:10pt"> por concepto de intereses </span><span style="font-family:'Times New Roman'; font-size:10pt">derivados</span><span style="font-family:'Times New Roman'; font-size:10pt"> de la deuda que se tiene por los Certificados Bursátiles</span><span style="font-family:'Times New Roman'; font-size:10pt"> (HD 19U)</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:12pt">
<span style="font-family:'Arial Narrow'; font-size:11pt; color:#ff0000"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Resumen de obligaciones de no hacer</span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">No utilizar los recursos del crédito para el pago de dividendos o compensaciones extraordinarias a su personal o funcionarios.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Contratar nuevos créditos a largo plazo o cualquier otro instrumento que afecte su situación financiera, salvo que hayan sido aprobados por sus órganos de control interno y cuyo ingreso no haya sido considerado como la fuente de pago del Crédito</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Hacer préstamos o anticipos a terceros, exceptuando los otorgados a sus proveedores, subsidiarias, filiales o empresas del mismo grupo empresarial, los créditos de venta a sus clientes en el curso normal de sus operaciones y a sus empleados conforme a la legislación que les rige.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Vender, arrendar, enajenar, constituir usufructo o cualquier gravamen sobre los bienes inmuebles de su propiedad.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-18pt; padding-left:18pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Deuda de Fibra HD</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 23.75pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">El artículo 7, fracción VII, numeral 4 de la CUE, establece que, en caso de que la emisora exceda el límite del ICD (que sea menor a 1.0), el administrador del patrimonio del fideicomiso deberá presentar a la Asamblea General de Tenedores un informe de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">tal situación, así como un plan correctivo en el que se establezca la forma, términos y, en su caso, plazo para cumplir con el límite.</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 23.75pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">En tal sentido, dado el vencimiento de los cebures Fibra HD 19 en noviembre del 2022, el 17 de marzo de 2022, se celebró una sesión del Comité Técnico con el objeto de aprobar el plan de remediación a presentar en la Asamblea General de Tenedores, la cual sesionó y aprobó dicho plan el 20 de abril de 2022.</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 23.75pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt; letter-spacing:-0.5pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El 24 de noviembre de 2022, dado el vencimiento de los cebures Fibra HD 19, por $1,388,261,200, se amortizó la totalidad de dichos certificados, haciendo uso del crédito sindicado con BBVA.</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 23.75pt; text-indent:0pt; padding-left:8.4pt; font-family:serif; font-size:10pt; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El pasado 11 de enero de 2023 la CNBV emitió a favor de Fibra HD el oficio número 153/4733/2023, a través del cual otorgó la inscripción preventiva de certificados bursátiles fiduciarios en el RNV, conforme a la modalidad de programa de colocación, bajo el número 3265-4.15-2023-024 por un monto de hasta Ps. 5,000 millones o su equivalente en dólares o unidades de inversión, con carácter revolvente. En términos de este Programa de Deuda, Fibra HD podrá llevar a cabo tantas emisiones de certificados bursátiles fiduciarios (“CBFs”) como le sea instruido en su momento a la Emisora.</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 32.15pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 23.75pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, Fibra HD todavía cuenta con la emisión de los certificados bursátiles fiduciarios con clave de pizarra Fibra HD 19U.</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 32.15pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 23.75pt; text-indent:0pt; text-align:justify; padding-left:8.4pt; font-family:serif; font-size:10pt; letter-spacing:-0.5pt; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En tal respecto, el Índice de Cobertura de Servicio de la Deuda (ICD) de Fibra HD al cierre del 4T</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">2</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> es </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">2.75</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">x</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">y fue calculado con base en la metodología establecida en la CUE en su Anexo AA, el cual establece el utilizar una estimación de los flujos de efectivo de los siguientes cuatro trimestres de la entidad, incluyendo los vencimientos de las obligaciones que se tengan.</span>
</li>
</ul>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Características de la emisión Fibra HD 19U, que a la fecha de este reporte, continúa vigente</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:362.25pt">
<tr style="height:2.65pt">
<td style="background-color:#1f4e79; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.5pt; vertical-align:bottom; width:173.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#ffffff">Clave de Pizarra</span>
</p>
</td>
<td style="background-color:#1f4e79; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:174.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#ffffff">FIBRAHD 1</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#ffffff">9</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#ffffff">U</span>
</p>
</td>
</tr>
<tr style="height:2.65pt">
<td style="background-color:#ffffff; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; padding-left:3.12pt; padding-right:3.5pt; vertical-align:top; width:173.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Tipo de Valor</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:174.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Certificados Bursátiles Fiduciarios</span>
</p>
</td>
</tr>
<tr style="height:2.65pt">
<td style="background-color:#ffffff; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; padding-left:3.12pt; padding-right:3.5pt; vertical-align:top; width:173.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Monto de la Emisión</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:174.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">127,825,700 </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">UDIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> equivalente a $811,738,189.64</span>
</p>
</td>
</tr>
<tr style="height:2.65pt">
<td style="background-color:#ffffff; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; padding-left:3.12pt; padding-right:3.5pt; vertical-align:top; width:173.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Valor de la UDI de la fecha de Emisión</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:174.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">6.350352</span>
</p>
</td>
</tr>
<tr style="height:2.65pt">
<td style="background-color:#ffffff; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; padding-left:3.12pt; padding-right:3.5pt; vertical-align:top; width:173.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Número de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">CBFIs</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:174.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">1,</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">278,257</span>
</p>
</td>
</tr>
<tr style="height:2.65pt">
<td style="background-color:#ffffff; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; padding-left:3.12pt; padding-right:3.5pt; vertical-align:top; width:173.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Valor Nominal de los </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">CBFIs</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:174.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">10</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">0</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">UDIs</span>
</p>
</td>
</tr>
<tr style="height:2.65pt">
<td style="background-color:#ffffff; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; padding-left:3.12pt; padding-right:3.5pt; vertical-align:top; width:173.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Plazo de la Emisión</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:174.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">3,640</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> días</span>
</p>
</td>
</tr>
<tr style="height:2.65pt">
<td style="background-color:#ffffff; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; padding-left:3.12pt; padding-right:3.5pt; vertical-align:top; width:173.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fecha de Emisión</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:174.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">28 de noviembre de 2019</span>
</p>
</td>
</tr>
<tr style="height:2.65pt">
<td style="background-color:#ffffff; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; padding-left:3.12pt; padding-right:3.5pt; vertical-align:top; width:173.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fecha de Vencimiento</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:174.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">15 de noviembre de 2029</span>
</p>
</td>
</tr>
<tr style="height:2.65pt">
<td style="background-color:#ffffff; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; padding-left:3.12pt; padding-right:3.5pt; vertical-align:top; width:173.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Periodicidad de Pago de Intereses</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:174.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Periodo de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">182</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> días</span>
</p>
</td>
</tr>
<tr style="height:2.65pt">
<td style="background-color:#ffffff; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; padding-left:3.12pt; padding-right:3.5pt; vertical-align:top; width:173.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Tasa de Interés</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:174.2pt">
<p style="margin:0pt; text-indent:-36pt; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">5.63</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">%</span>
</p>
</td>
</tr>
<tr style="height:2.65pt">
<td style="background-color:#ffffff; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; padding-left:3.12pt; padding-right:3.5pt; vertical-align:bottom; width:173.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Calificación HR Ratings de México</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:174.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">"HR AA" con perspectiva estable</span>
</p>
</td>
</tr>
<tr style="height:3.1pt">
<td style="background-color:#ffffff; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; padding-left:3.12pt; padding-right:3.5pt; vertical-align:bottom; width:173.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Calificación </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Verum</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Calificadora de Valores</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:174.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">"AA/M" con perspectiva</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> estable</span>
</p>
</td>
</tr>
<tr style="height:4.4pt">
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; padding-left:3.12pt; padding-right:3.5pt; vertical-align:middle; width:173.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Garantía</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:174.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Los </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> son quirografarios y no cuentan con garantía específica alguna.</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Calificaciones crediticias de Fibra HD</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<a name="_Hlk133596734" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En 2025, el perfil crediticio de Fibra HD se mantuvo sólido, habiéndose ratificado su vigencia en el mes de febrero de 2026. Las agencias HR Ratings y </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Verum</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> renovaron la calificación corporativa de "AA" para Fibra HD, nota que refleja la robusta capacidad de la emisora para cumplir con sus obligaciones financieras y la estabilidad de los flujos operativos provenientes de su cartera de activos</span></a>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Al cierre del 2025, Fibra Plus no cuenta con calificación crediticia por parte de un tercero. Fibra Plus podrá acudir al mercado de capitales para captar recursos de forma periódica, una vez identificadas las oportunidades de adquisición, de manera que el costo de acarreo de los recursos líquidos con que pueda contar sea tan bajo como sea posible.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La ratificación positiva de las calificadoras confirma la solidez financiera del portafolio, así como la confianza en el plan de negocios de la nueva administración.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="-aw-bookmark-end:_Hlk133596734"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Contratos de cobertura.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<a name="_Hlk164891216" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt">El contrato de crédito con BBVA firmado en noviembre del 202</span><span style="font-family:'Times New Roman'; font-size:10pt">4</span><span style="font-family:'Times New Roman'; font-size:10pt"> estipula la obligación de cubrir cuando menos el 33.3% del monto del crédito dentro de los 90 días posteriores a la firma.</span></a>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Asimismo, durante el primer trimestre de 2025 se contrataron derivados de tasa (swaps y swaps bonificados) para cubrir 1,6</span><span style="font-family:'Times New Roman'; font-size:10pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt">9 </span><span style="font-family:'Times New Roman'; font-size:10pt">mdp</span><span style="font-family:'Times New Roman'; font-size:10pt"> del crédito antes referido, a un plazo de 36 meses. Al cierre del año, la Fibra contaba con una cobertura de tasa equivalente al 27% del total de la deuda. </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">La tabla siguiente muestra el desglose de los derivados vigentes al cierre del año.</span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:501.55pt">
<tr style="height:26.15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:95.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Banco acreedor</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:61.35pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Monto cubierto</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:73.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Derivado</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:73.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Tasa</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:39.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Plazo</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:53.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Fecha de contratación</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:56.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Banco emisor</span>
</p>
</td>
</tr>
<tr style="height:26.15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:95.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Bancrea</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:61.35pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 200,000,000 </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:73.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">SWAP</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:73.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">9.15%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:39.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">36 MESES</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:53.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">sep-24</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:56.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Monex</span>
</p>
</td>
</tr>
<tr style="height:26.15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:95.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Bancrea</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:61.35pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 187,000,000 </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:73.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">SWAP</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:73.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">8.95%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:39.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">36 MESES</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:53.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">sep-24</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:56.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Monex</span>
</p>
</td>
</tr>
<tr style="height:26.15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:95.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Crédito sindicado</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:61.35pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 610,000,000 </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:73.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">SWAP BONIFICADO</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:73.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">7.81% -8.50%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:39.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">36 MESES</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:53.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">abr-25</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:56.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">BBVA</span>
</p>
</td>
</tr>
<tr style="height:26.15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:95.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Crédito sindicado</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:61.35pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 300,000,000 </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:73.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">SWAP</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:73.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">8.72%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:39.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">36 MESES</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:53.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">feb-25</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:56.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Actinver</span>
</p>
</td>
</tr>
<tr style="height:26.15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:95.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Crédito sindicado</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:61.35pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 309,000,000 </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:73.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">SWAP</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:73.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">8.69%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:39.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">36 MESES</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:53.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">feb-25</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:56.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Monex</span>
</p>
</td>
</tr>
<tr style="height:26.15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:95.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Crédito sindicado</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:61.35pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 200,000,000 </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:73.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">SWAP</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:73.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">8.68%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:39.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">36 MESES</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:53.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">feb-25</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:56.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Actinver</span>
</p>
</td>
</tr>
<tr style="height:26.15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:95.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Crédito sindicado</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:61.35pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 250,000,000 </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:73.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">SWAP BONIFICADO</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:73.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">8.16%-9.55%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:39.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">36 MESES</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:53.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">mar-25</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:56.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Actinver</span>
</p>
</td>
</tr>
</table>
<p style="margin:5pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:5pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">La contratación de estos derivados mitiga el riesgo del alza en tasas de interés. En cuanto al tipo de cambio, se cuenta con una cobertura natural con base en los flujos dolarizados.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="-aw-bookmark-end:_Hlk164891216"></span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Otros créditos relevantes</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El pasado 4 de noviembre del 2022, Fibra Plus firmó un crédito sindicado por hasta Ps.4,500 millones con BBVA México, Sociedad Anónima, Institución de Banca Múltiple, Grupo Financiero BBVA México, actuando como banco agente, del cual, Fibra HD dispuso Ps.2,020 millones y Fibra Plus Ps.760 millones. Los bancos acreditantes fueron: (i) Banco Nacional de Comercio Exterior, Sociedad Nacional de Crédito, Institución de Banca de Desarrollo (BANCOMEXT); (ii) Nacional Financiera, Sociedad Nacional de Crédito, Institución de Banca de Desarrollo (NAFIN); (iii) Banco del Bajío, S.A. Institución de Banca Múltiple y (iv) BBVA México, Sociedad Anónima, Institución de Banca Múltiple, Grupo Financiero BBVA México.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El pasado 20 de diciembre de 2024, con el objeto de mejorar las condiciones financieras y hacer una disposición adicional, tanto Fibra HD como Fibra Plus firmaron un nuevo contrato de crédito para refinanciar dicho crédito sindicado, con BBVA nuevamente actuando como banco agente, por hasta Ps.3,150 millones, de los cuales, Ps. 2,650 millones se utilizarían para refinanciar el crédito sindicado anterior y Ps.500 millones de una línea revolvente adicional. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Los bancos acreditantes del nuevo sindicado fueron: (i) Banco Nacional de Comercio Exterior, Sociedad Nacional de Crédito, Institución de Banca de Desarrollo (BANCOMEXT); (ii) Banco Multiva, S.A. IBM, Grupo Financiero Multiva (Multiva); (iii) Banco del Bajío, S.A. Institución de Banca Múltiple y (iv) BBVA México, Sociedad Anónima, Institución de Banca Múltiple, Grupo Financiero BBVA México.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El pasado 15 de enero de 2025, los Fibras dispusieron los Ps. 3,150 millones como sigue:</span>
</p>
<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:5pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-family:'Times New Roman'; font-size:10pt; list-style-position:inside">
<span style="font:7.0pt 'Times New Roman'">                                                                                                                                   </span><span style="font-family:'Times New Roman'; font-size:10pt">Fibra HD dispuso Ps.1,262 millones en pesos y USD. 33.18 millones en dólares.</span>
</li>
<li style="margin:5pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-family:'Times New Roman'; font-size:10pt; list-style-position:inside">
<span style="font:7.0pt 'Times New Roman'">                                                                                                                                   </span><span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus dispuso Ps. 1,218.3 millones en pesos.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Las principales características del nuevo crédito sindicado son las siguientes:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; float:left; margin:0pt 7.05pt; width:478.5pt">
<tr style="height:11.85pt">
<td style="border-left-color:#d9d9d9; border-left-style:solid; border-left-width:1pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:1pt; padding-left:0.25pt; padding-right:0.75pt; padding-top:0.25pt; vertical-align:bottom; width:130.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Destino del crédito:</span>
</p>
</td>
<td colspan="2" style="border-right-color:#d9d9d9; border-right-style:solid; border-right-width:1pt; border-top-color:#d9d9d9; border-top-style:solid; border-top-width:1pt; padding-left:0.75pt; padding-right:0.25pt; padding-top:0.25pt; vertical-align:bottom; width:344.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> Refinanciamiento </span><span style="font-family:'Times New Roman'; font-size:10pt">de pasivos</span><span style="font-family:'Times New Roman'; font-size:10pt"> actuales</span>
</p>
</td>
</tr>
<tr style="height:11.85pt">
<td style="border-left-color:#d9d9d9; border-left-style:solid; border-left-width:1pt; padding-left:0.25pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom; width:130.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="2" style="border-right-color:#d9d9d9; border-right-style:solid; border-right-width:1pt; padding-left:0.75pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:bottom; width:344.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> Usos corporativos generales</span>
</p>
</td>
</tr>
<tr style="height:12.2pt">
<td style="border-left-color:#d9d9d9; border-left-style:solid; border-left-width:1pt; padding-left:0.25pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom; width:130.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="2" style="border-right-color:#d9d9d9; border-right-style:solid; border-right-width:1pt; padding-left:0.75pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:bottom; width:344.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> Gastos y comisiones relacionados con transacción</span>
</p>
</td>
</tr>
<tr style="height:17.6pt">
<td style="border-left-color:#d9d9d9; border-left-style:solid; border-left-width:1pt; padding-left:0.25pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:top; width:130.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Pago de principal:</span>
</p>
</td>
<td colspan="2" style="border-right-color:#d9d9d9; border-right-style:solid; border-right-width:1pt; padding-left:0.75pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:top; width:344.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> Tramo A y B se amortizan trimestralmente al igual que los intereses:</span>
</p>
</td>
</tr>
<tr style="height:11.85pt">
<td style="border-left-color:#d9d9d9; border-left-style:solid; border-left-width:1pt; padding-left:0.25pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom; width:130.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:top; width:330.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 1 al 8: 0.25% 16 al 17: 2.28% </span>
</p>
</td>
<td style="border-right-color:#d9d9d9; border-right-style:solid; border-right-width:1pt; padding-left:0.75pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:bottom; width:12.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:12.4pt">
<td style="border-left-color:#d9d9d9; border-left-style:solid; border-left-width:1pt; padding-left:0.25pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom; width:130.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:top; width:330.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 9 al 12: 2.08% 18 al 19: 2.29%</span>
</p>
</td>
<td style="border-right-color:#d9d9d9; border-right-style:solid; border-right-width:1pt; padding-left:0.75pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:bottom; width:12.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:11.85pt">
<td style="border-left-color:#d9d9d9; border-left-style:solid; border-left-width:1pt; padding-left:0.25pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom; width:130.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:top; width:330.4pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 13 al 15: 2.18% 20: 74%</span>
</p>
</td>
<td style="border-right-color:#d9d9d9; border-right-style:solid; border-right-width:1pt; padding-left:0.75pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:bottom; width:12.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:18.35pt">
<td style="border-left-color:#d9d9d9; border-left-style:solid; border-left-width:1pt; padding-right:0.35pt; padding-top:0.35pt; vertical-align:middle; width:130.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Comisión de estructuración</span>
</p>
</td>
<td style="padding-left:0.35pt; padding-right:0.35pt; padding-top:0.35pt; vertical-align:middle; width:331.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 145 pb</span>
</p>
</td>
<td style="border-right-color:#d9d9d9; border-right-style:solid; border-right-width:1pt; padding-left:0.35pt; padding-top:0.35pt; vertical-align:middle; width:12.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:18.35pt">
<td style="border-left-color:#d9d9d9; border-left-style:solid; border-left-width:1pt; padding-right:0.35pt; padding-top:0.35pt; vertical-align:middle; width:130.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Comisión de agencia</span>
</p>
</td>
<td style="padding-left:0.35pt; padding-right:0.35pt; padding-top:0.35pt; vertical-align:middle; width:331.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> USD 50,000 anual</span>
</p>
</td>
<td style="border-right-color:#d9d9d9; border-right-style:solid; border-right-width:1pt; padding-left:0.35pt; padding-top:0.35pt; vertical-align:middle; width:12.95pt">
<p style="margin:0pt">
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">Hipotecaria:</span><span style="font-family:'Times New Roman'; font-size:10pt"> 1.5x inmuebles industrial o comercial.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">Hipotecaria (cont.)</span><span style="font-family:'Times New Roman'; font-size:10pt">: deberán ser aportados al fideicomiso incluyendo derechos fideicomisarios de cierto inmueble de Fibra Plus, o constituir hipoteca</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(1)</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Times New Roman'; font-size:10pt">El spread es variable dependiendo del LTV de Fibra Plus consolidado.</span>
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<img src="data:image/png;base64,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" width="576" height="130" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">b)</span><span style="font:7.0pt 'Times New Roman'">       </span><a name="_Toc70524878" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Comentarios</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic"> y análisis del Administrador sobre los resultados de operación.</span></a>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">i)</span><span style="font:7.0pt 'Times New Roman'">                    </span><a name="_Toc38371116" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-style:italic">Resultados de la Operación.</span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt">Durante 2025, el Administrador orientó sus esfuerzos a consolidar a Fibra Plus como un vehículo enfocado en inmuebles estabilizados, con capacidad para generar eficiencias operativas, administrativas y financieras, así como distribuciones crecientes y recurrentes en beneficio de los Tenedores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Para ello, la estrategia de ejecución del año se fundamentó en tres pilares: (i) el incremento del flujo operativo, cuyo elemento central es el inicio de operaciones de Espacio Condesa, acompañado de la reducción paulatina de la vacancia en los segmentos de oficinas y comercial; (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) el reposicionamiento estratégico de Fibra Plus y Fibra HD como vehículos especializados por sector; y (</span><span style="font-family:'Times New Roman'; font-size:10pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt">) la generación de eficiencias mediante la sistematización de procesos, la adopción de mejores prácticas ASG, la obtención de economías de escala, el refinanciamiento de deuda en mejores condiciones y la rotación de activos hacia propiedades estratégicas con mayor rentabilidad.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Como resultado de esta visión, 2025 representó tres hitos relevantes en la historia de Fibra Plus: (i) la entrega formal de espacios a los primeros arrendatarios ancla para sus adecuaciones en Espacio Condesa, en particular </span><span style="font-family:'Times New Roman'; font-size:10pt">Fresko</span><span style="font-family:'Times New Roman'; font-size:10pt">, que a la fecha del presente informe se encuentra prácticamente listo para iniciar operaciones; (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) el avance en la especialización sectorial de Fibra Plus y Fibra HD, cuyo primer paso ha sido la reubicación de propiedades de inversión entre ambas Fibras; y (</span><span style="font-family:'Times New Roman'; font-size:10pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt">) la desinversión de cinco propiedades </span><span style="font-family:'Times New Roman'; font-size:10pt">por un monto de 325 millones de pesos durante 2025, así como cinco propiedades adicionales en proceso de cierre para 2026 por un monto agregado de 483 millones de pesos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">A continuación, se describen las principales actividades ejecutadas por la Administración durante el ejercicio 2025, así como sus resultados, avances institucionales y objetivos para 2026.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Principales actividades y resultados del ejercicio 2025</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Espacio Condesa</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Uno de los ejes estratégicos más relevantes para 2025 y 2026 es el inicio de operaciones de Espacio Condesa en sus componentes comercial y de oficinas. En este contexto, la Administración enfocó sus esfuerzos durante 2025 en la entrega de espacios para adecuaciones a los principales arrendatarios ancla del componente comercial, así como en el impulso a la comercialización de los espacios de oficinas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Entregas a locatarios</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">A la fecha del presente informe, se cuenta con contratos firmados que representan más del 70% del ABR comercial, y se han entregado para adecuaciones espacios equivalentes a más del 40% del ABR. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Para la primera mitad de 2026, estimamos entregar para adecuaciones espacios correspondientes a aproximadamente 5,800 m², equivalentes a un 23% adicional del ABR comercial. En consecuencia, prevemos un crecimiento paulatino en la ocupación hasta alcanzar aproximadamente 85% en diciembre de 2026, en línea con la curva de absorción estimada del proyecto.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Avance de comercialización</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre del 2025 se cuenta con contratos firmados por un ABR de 17,384 m² equivalente al 70% de su ABR total para el componente comercial</span><span style="font-family:'Times New Roman'; font-size:10pt">. </span><span style="font-family:'Times New Roman'; font-size:10pt">Adicionalmente, se mantiene un esfuerzo activo de comercialización sobre aproximadamente 8,807 m² adicionales, con prospectos interesados por 1,148 m²; clientes en negociación por 6,200 m²; así como otros prospectos en proceso de firma por 1,400 m</span><span style="font-family:'Times New Roman'; font-size:10pt">2</span><span style="font-family:'Times New Roman'; font-size:10pt">, cuya incorporación contribuiría de manera relevante a la atracción de afluencia y a la consolidación comercial del proyecto.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Hitos clave para el inicio de operaciones</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Entre los principales hitos para el inicio de operaciones del proyecto se contemplan: (i) la obtención de la terminación de obra; (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) la obtención de la licencia de funcionamiento; (</span><span style="font-family:'Times New Roman'; font-size:10pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt">) la autorización del Programa Interno de Protección Civil; (</span><span style="font-family:'Times New Roman'; font-size:10pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt">) la obtención del permiso de estacionamiento; (v) la instalación de energía eléctrica en carga definitiva; y (vi) la conclusión de ingenierías y del equipamiento crítico y secundario.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Financiamiento y liquidez</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Durante 2025, los recursos principales para la continuación del desarrollo de Espacio Condesa provinieron de las desinversiones realizadas y de líneas de crédito adicionales.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En enero de 2025 se dispuso del crédito sindicado firmado en diciembre de 2024, mediante el cual se refinanció la totalidad del crédito sindicado anterior</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span><span style="font-family:'Times New Roman'; font-size:10pt"> Como consecuencia de esta operación, se dispusieron adicionalmente 500 millones de pesos para el desarrollo de Espacio Condesa.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Adicionalmente, durante el año se dispusieron 130 millones de pesos de la línea de crédito revolvente con </span><span style="font-family:'Times New Roman'; font-size:10pt">Bancrea</span><span style="font-family:'Times New Roman'; font-size:10pt"> y 155 millones de pesos con </span><span style="font-family:'Times New Roman'; font-size:10pt">BBajío</span><span style="font-family:'Times New Roman'; font-size:10pt">, recursos destinados íntegramente a Espacio Condesa, en términos y condiciones consistentes con disposiciones anteriores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Cabe señalar que, en diciembre de 2025, se realizó la renovación del crédito con Panamá dispuesto en diciembre de 2024, por un monto de 5 millones de dólares.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<li style="margin:0pt 0pt 0pt 29.95pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Reorganización y especialización del portafolio</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Reorganización de propiedades de inversión entre Fibras</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Durante el segundo trimestre de 2025 inició una nueva etapa para Fibra Plus y Fibra HD, con el objetivo de que, por un lado, Fibra Plus se consolide como una Fibra enfocada en activos premium de usos mixtos, comercial anclado y oficinas AAA; y, por el otro, Fibra HD se posicione como una Fibra industrial con activos mayoritariamente estabilizados, ambas con baja exposición al desarrollo y con capacidad de generar flujo de efectivo para el pago de distribuciones.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Esta visión comenzó con la publicación del folleto de reestructura de Fibra Plus en el segundo trimestre de 2025, en el que se detalló la reubicación de activos entre ambas Fibras para concentrar los activos industriales en Fibra HD y los no industriales en Fibra Plus, lo cual fue aprobado mediante Asamblea de Tenedores celebrada el 29 de abril de 2025. La operación se llevaría a cabo mediante la transferencia de titularidad de los activos y el pago en </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, además de otros recursos financieros.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">A la fecha del presente informe, se ha efectuado la totalidad de la aportación de las propiedades no industriales de Fibra Plus a Fibra HD, por un valor en libros de 4,252 </span><span style="font-family:'Times New Roman'; font-size:10pt">mdp</span><span style="font-family:'Times New Roman'; font-size:10pt">, junto con la cesión correspondiente de la deuda asociada a dichos activos, correspondiente a los tramos A y C del crédito sindicado, por un saldo insoluto de 1,246.8 millones de pesos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Por otra parte, la migración de los activos industriales de Fibra Plus a Fibra HD, por un valor en libros de 2,446 </span><span style="font-family:'Times New Roman'; font-size:10pt">mdp</span><span style="font-family:'Times New Roman'; font-size:10pt">, se ejecutará durante el trimestre en curso, junto con el correspondiente traspaso de</span><span style="font-family:'Times New Roman'; font-size:10pt">l </span><span style="font-family:'Times New Roman'; font-size:10pt">crédito Bancomext, respecto del cual ya se cuenta con autorización para modificar al acreditado y migrar la deuda, con un saldo insoluto de 26.3 millones de dólares; </span><span style="font-family:'Times New Roman'; font-size:10pt">mientras que el</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">crédito con </span><span style="font-family:'Times New Roman'; font-size:10pt">Sabadell</span><span style="font-family:'Times New Roman'; font-size:10pt"> asociado al inmueble Nuevo Laredo (</span><span style="font-family:'Times New Roman'; font-size:10pt">Tmec</span><span style="font-family:'Times New Roman'; font-size:10pt"> III)</span><span style="font-family:'Times New Roman'; font-size:10pt">, con un monto pendiente de pago de 11.7 millones de dólares</span><span style="font-family:'Times New Roman'; font-size:10pt">, será prepagado mediante una línea proveniente de Fibra HD</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Eficiencias operativas y desempeño del portafolio</span>
</li>
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<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Otro de los objetivos de la Administración durante 2025 fue continuar con la generación de eficiencias operativas, incrementando los ingresos y reduciendo los gastos de operación y administración.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En este sentido, durante 2025 se formalizaron contratos por 7,400 metros cuadrados de área bruta rentable, principalmente en los segmentos comercial y oficinas. Esta absorción generará ingresos anuales adicionales por 25 millones de pesos. De esta forma, al cierre de diciembre, la ocupación global se ubicó en 93.06%, con un vencimiento promedio de contratos de 4.0 años y una tasa de renovación de contratos de 100% en Fibra Plus y 77% en Fibra HD, mientras que el </span><span style="font-family:'Times New Roman'; font-size:10pt">lease</span><span style="font-family:'Times New Roman'; font-size:10pt"> spread fue de 11% y 8%, respectivamente.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Adicionalmente, durante el año la operación parcial de Salina Cruz generó ingresos por 7.9 millones de pesos; se recuperó cartera por 26.8 millones de pesos; se obtuvo la devolución de 52 millones de pesos de impuestos a favor; y los gastos del administrador y de administrador del fideicomiso erogados se ubicaron 6.616% por debajo del año anterior.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En cuanto a los litigios con Celtic, se continuó con el proceso de apelación del juicio resolutivo relacionado con el pago parcial de las rentas adeudadas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<li style="margin:0pt 0pt 0pt 29.95pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Resultados financieros y situación patrimonial</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En términos generales, los resultados de las acciones emprendidas por la Administración para incrementar el flujo de efectivo se reflejaron en un crecimiento anual de los ingresos de 4.82% año contra año, al ubicarse en 830.7 millones de pesos, así como en un crecimiento del EBITDA de 2.98% año contra año, al pasar de 501millones de pesos en 2024 a 517 millones de pesos en 2025, con un crecimiento en márgenes de 298 pb. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Lo anterior, aunado a: (i) la contratación de derivados que redujeron el costo financiero; (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) la mejora en el perfil de deuda mediante el refinanciamiento del crédito sindicado; (</span><span style="font-family:'Times New Roman'; font-size:10pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt">) la desinversión acumulada de activos por 1,100 millones de pesos; y (</span><span style="font-family:'Times New Roman'; font-size:10pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt">) la reducción de gastos de administración por 41 millones de pesos.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Por su parte, las propiedades de inversión registraron un ajuste de 217.3 millones de pesos, lo que impactó positivamente la utilidad neta, misma que se ubicó en 376 millones de pesos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En materia de balance, los activos totales crecieron 5.72% respecto de 2024, impulsados por el avance de 6.06%% año contra año en las propiedades de inversión y por un crecimiento de 7.42</span><span style="font-family:'Times New Roman'; font-size:10pt">% en</span><span style="font-family:'Times New Roman'; font-size:10pt"> el patrimonio.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Con los recursos de deuda dispuestos en 2025, el LTV de cierre se ubicó en 31.61%, es decir, 46 pb por encima del registrado en 2024. Por su parte, el patrimonio controlador ascendió a 12,206 millones de pesos, con un valor final de 19.13 pesos por CBFI.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre del año, el portafolio de Fibra Plus estaba integrado por 56 propiedades y el ABR ascendía a 634,665 m². Del ABR total, 472,532 m² (75% del total) correspondían a inmuebles en operación y estabilización; 69,951 m² (11% del total), a proyectos en desarrollo; y 79,481 m² (13% del total), al portafolio en planeación y búsqueda de financiamiento. Los activos del portafolio se encontraban distribuidos en 20 entidades federativas de México, siendo Ciudad de México (18% del ABR total), Estado de México (14% del ABR total) y Sonora (13% del ABR total) las entidades con mayor concentración. Por sector, el industrial representó 39% del ABR, el comercial 35%, oficinas 16%, educativo 6% y vivienda 4%.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus inició el año con un total de 634,576,114 </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación, distribuidos entre inversionistas institucionales y el gran público inversionista. Al 31 de diciembre de 2025, se contaba con un total de 638,176,752 </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> en circulación, equivalente a un incremento de 0.6% respecto del cierre de 2024, como consecuencia de la emisión de 5 millones de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> por la compra del activo </span><span style="font-family:'Times New Roman'; font-size:10pt">Exacom</span><span style="font-family:'Times New Roman'; font-size:10pt"> (proveniente de Fibra HD), parcialmente compensado por la cancelación de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> recomprados aprobada por el Comité Técnico en sesión de febrero de 2025.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Cabe señalar que, en sesión de Comité Técnico celebrada en febrero de 2026, se autorizó la cancelación de 1,548,739 </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, lo que implicó un rendimiento aproximado de 3.4x por la diferencia entre el valor en libros y el valor de mercado.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Asimismo, se informa que, desde su inicio de operación en 2018, el fondo de recompra ha realizado adquisiciones de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> por un monto superior a 64 millones de pesos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Gobierno corporativo y asuntos institucionales</span>
</li>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">1.1</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Reforzamiento del Comité Técnico</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Como una sana práctica de mercado, en la Asamblea de abril de 2025 se aprobaron cambios en la integración de los miembros independientes del Comité Técnico, por lo que, a partir de esa fecha, se incorporaron los señores David Suárez y Federico Goeters, quienes cuentan con más de 18 años de experiencia en los sectores financiero e inmobiliario.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">1.2</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Sustitución del Representante Común</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Derivado de ciertos eventos registrados en el sector bancario a mediados de 2025, la Asamblea de Tenedores de Fibra Plus celebrada en agosto de 2025 aprobó, por unanimidad, la sustitución del representante común, designando para tal efecto a Altor Casa de Bolsa, S.A. de C.V.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">A la fecha del presente informe, se ha avanzado con el proceso de KYC solicitado por Altor y se está en proceso de atender todos los requerimientos necesarios para llevar a cabo la transición correspondiente del representante común.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">1.3</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Sustitución del Fiduciario del Fideicomiso Irrevocable F/1110</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Como parte de los eventos subsecuentes, en febrero de 2026 el Comité Técnico autorizó la sustitución del Fiduciario del Fideicomiso F/1110 por Banco Multiva, S.A., Institución de Banca Múltiple, considerando que dicha institución financiera cuenta con reconocida solvencia, prestigio y experiencia suficiente en la administración de este tipo de fideicomisos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<ol start="2" type="1" style="margin:0pt; padding-left:0pt">
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold">Sostenibilidad y gestión ASG</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Entre las principales acciones emprendidas durante 2025 en materia ASG, destacan las siguientes:</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">•</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt">Se publicó el quinto Informe de Sostenibilidad (periodo 2024), mismo que puede consultarse en el micrositio de sostenibilidad de la página de Fibra Plus. </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">•</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt">Derivado del análisis realizado por 3Lotus, se definieron los inmuebles que se certificarán en la primera etapa del plan 2025-2026 bajo la certificación Edge Advanced. Dichos inmuebles son Cataviña, Carmen Center, La Cantera, Nave Industrial Chichimeco y Nave Industrial Durango. </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">•</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt">Se actualizó la matriz de riesgos, incorporando mitigantes e impacto financiero, y se impartieron diversas capacitaciones a los colaboradores sobre distintos temas de interés. </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">•</span><span style="font:7.0pt 'Times New Roman'">          </span><span style="font-family:'Book Antiqua'; font-size:10pt">Se recibió por parte de S&P Global el reporte de análisis de riesgos físicos de todo el portafolio en operación, destacando que el impacto financiero total se considera bajo en el corto plazo y se mantiene bajo a lo largo del siglo, tanto en escenarios de emisiones medias como altas. </span>
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" 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</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:652.05pt">
<tr style="height:14.25pt">
<td style="background-color:#d9e1f2; padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:184.35pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold; text-decoration:underline">Indicadores financieros (miles de pesos)</span>
</p>
</td>
<td style="background-color:#d9e1f2; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">2025</span>
</p>
</td>
<td style="background-color:#d9e1f2; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">2024</span>
</p>
</td>
<td style="background-color:#d9e1f2; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">2023</span>
</p>
</td>
<td style="background-color:#d9e1f2; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">2022</span>
</p>
</td>
<td style="background-color:#d9e1f2; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:85.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">2021</span>
</p>
</td>
</tr>
<tr style="height:13.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:184.35pt">
<p style="margin:0pt; text-indent:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Ingreso Operativo Neto (ION)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 830,750</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 723,728</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 635,690 </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 619,169 </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 121,989 </span>
</p>
</td>
</tr>
<tr style="height:13.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:184.35pt">
<p style="margin:0pt; text-indent:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Margen ION</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">76.50%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">91.32%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">86.80%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">88%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">90%</span>
</p>
</td>
</tr>
<tr style="height:13.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:184.35pt">
<p style="margin:0pt; text-indent:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-style:italic">Funds</span><span style="font-family:'Times New Roman'; font-size:9pt; font-style:italic"> from operations</span><span style="font-family:'Times New Roman'; font-size:9pt"> (FFO)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 78,144 </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 133,257 </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> (100,713) </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 158,712 </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 46,554 </span>
</p>
</td>
</tr>
<tr style="height:13.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:184.35pt">
<p style="margin:0pt; text-indent:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Margen FFO</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">N. A</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">N. A</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">N. A</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">88%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">34%</span>
</p>
</td>
</tr>
<tr style="height:13.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:184.35pt">
<p style="margin:0pt; text-indent:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-style:italic">Adjusted funds from operations</span><span style="font-family:'Times New Roman'; font-size:9pt"> (AFFO)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">75,458</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 150,098</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> (</span><span style="font-family:'Times New Roman'; font-size:9pt">89,587)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span><span style="font-family:'Times New Roman'; font-size:9pt">159,542 </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> 48,106 </span>
</p>
</td>
</tr>
<tr style="height:13.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:184.35pt">
<p style="margin:0pt; text-indent:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Margen AFFO</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">N. A</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">N. A</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">N. A</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">89%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">35.44%</span>
</p>
</td>
</tr>
<tr style="height:13.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:184.35pt">
<p style="margin:0pt; text-indent:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">EBITDA</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">488,199</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">501,523</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">495,936</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">438,006</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">121,335</span>
</p>
</td>
</tr>
<tr style="height:13.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:184.35pt">
<p style="margin:0pt; text-indent:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Margen EBITDA</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">58%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">59%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">59%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">63%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">89%</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<a name="_Hlk66179858" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span></a>
</p>
<p style="margin:0pt; text-indent:-35.4pt; text-align:justify; padding-left:35.4pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:458pt">
<tr style="height:15pt">
<td colspan="2" style="background-color:#e7e6e6; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle; width:456.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; color:#161616">FFO Y AFFO</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td colspan="2" style="background-color:#e7e6e6; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; color:#161616">Por el periodo que termina el 31 de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; color:#161616">Diciembre</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; color:#161616"> de 202</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; color:#161616">5</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td colspan="2" style="background-color:#e7e6e6; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; color:#161616">(En miles de pesos mexicanos)</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="background-color:#44546a; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle; width:396.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff"> </span>
</p>
</td>
<td style="background-color:#44546a; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle; width:58.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">2025</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="background-color:#44546a; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle; width:396.5pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff"> </span>
</p>
</td>
<td style="background-color:#44546a; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle; width:58.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Utilidad Integral</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:top">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#006100">376,022</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#006100"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> (217,375)</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616">Variación valor razonable de propiedades de inversión</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#3b3838">(162,517)</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Fluctuación en </span><span style="font-family:'Times New Roman'; font-size:10pt">UDIs</span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#006100">59,745</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616">Valuación de instrumentos financieros</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> 11,350</span>
</p>
</td>
</tr>
<tr style="height:18.4pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1d1b10">Amortización de intangibles (Activos Derecho de Uso) </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616">Ganancia/Pérdida en venta de inmuebles</span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#3b3838"> 10,919</span>
</p>
</td>
</tr>
<tr style="height:18.4pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#1d1b10">Ganancia</span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#3b3838"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616">IFRS 16</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span>
</p>
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616">Fondo de recompra</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span>
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</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:top">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616">Compensaciones a empleados con </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616">CBFI´s</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="background-color:#d9d9d9; border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:0.25pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:middle; width:396.5pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#5a5a5a">FFO</span>
</p>
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<td style="background-color:#d9d9d9; border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:0.75pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:middle; width:58.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; color:#3b3838">78,144</span>
</p>
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<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#5a5a5a"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616">Capex</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> (gastos de ampliación, remodelación, mejoras, sólo inmuebles operativos)</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span>
</p>
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<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:top">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#3b3838"> (3,247) </span>
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<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616">Rentas anticipadas (diferencia de los que no viene devengado en la utilidad neta)</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span>
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</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#006100"> 561</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616">Guantes (diferencia de los que no viene devengado en la utilidad neta)</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#161616"> </span>
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</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#3b3838">-</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:bottom">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:0.75pt; padding-right:0.75pt; padding-top:0.75pt; vertical-align:middle">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="background-color:#d9d9d9; border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#bfbfbf; border-left-style:solid; border-left-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:0.25pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:middle; width:396.5pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; color:#5a5a5a">AFFO</span>
</p>
</td>
<td style="background-color:#d9d9d9; border-bottom-color:#bfbfbf; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:0.75pt; padding-right:0.25pt; padding-top:0.75pt; vertical-align:middle; width:58.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; color:#3b3838">75,458</span>
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<td style="width:398pt; border:none">
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<td style="width:60pt; border:none">
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<p style="margin:0pt; text-indent:-35.4pt; text-align:justify; padding-left:35.4pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-indent:-35.4pt; text-align:justify; padding-left:35.4pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-indent:-35.4pt; text-align:justify; padding-left:35.4pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Distribuciones de Efectivo.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">De conformidad con la fracción VI del artículo 187 de la Ley del Impuesto Sobre la Renta, Fibra Plus debe distribuir entre los Tenedores de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt">, cuando menos una vez al año y a más tardar el 15 de marzo del año siguiente, al menos el 95% del Resultado</span><span style="font-family:'Times New Roman'; font-size:10pt"> Fiscal del ejercicio inmediato anterior generado por los bienes integrantes del Patrimonio del Fideicomiso.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En el 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, Fibra Plus generó pérdida fiscal</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">.</span><span style="font-family:'Times New Roman'; font-size:10pt"> Aunado a lo anterior, las pérdidas fiscales acumuladas pendientes de amortizar ocasionan que no se genere obligación de llevar a cabo Distribuciones de Efectivo en el periodo de Revisión.</span>
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<p style="margin:0pt; text-align:justify">
<span style="-aw-bookmark-end:_Hlk66179858"></span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Esto va en línea con el plan de negocios de Fibra Plus, cuyo enfoque es generar valor para los inversionistas capturando la plusvalía de los proyectos en desarrollo, para lo cual se requiere, en los primeros años de operación, destinar la totalidad del flujo de efectivo a actividades de inversión.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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" 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" 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</p>
<p style="margin:0pt; line-height:7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Las notas adjuntas son parte de los estados financieros consolidados.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Se tiene un total de $</span><span style="font-family:'Times New Roman'; font-size:10pt">18,445</span><span style="font-family:'Times New Roman'; font-size:10pt"> millones de pesos de activos totales. La ejecución de las obras refleja la mayor parte del crecimiento con respecto al 202</span><span style="font-family:'Times New Roman'; font-size:10pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">El nivel de caja e inversiones temporales asciende a $</span><span style="font-family:'Times New Roman'; font-size:10pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt">00</span><span style="font-family:'Times New Roman'; font-size:10pt"> millones de pesos invertidos en papel gubernamental de corto plazo que serán destinados al desarrollo de los proyectos de la Cartera, así como a adquisiciones de activos, en caso de encontrarse y ser aprobadas por el Comité Técnico, siempre y cuando cumplan con los lineamientos de rendimiento, los Criterios de Elegibilidad y nivel de riesgo establecidos. Asimismo, se cuenta con $</span><span style="font-family:'Times New Roman'; font-size:10pt">78.7</span><span style="font-family:'Times New Roman'; font-size:10pt"> millones de pesos en impuestos a favor, se está trabajando para obtener la devolución de </span><span style="font-family:'Times New Roman'; font-size:10pt">estos</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Las propiedades de inversión pasaron de los $17,334 millones de pesos en 2024 a los $18,384.4 millones al cierre de 2025, reflejando principalmente las inversiones en el desarrollo de activos estratégicos y la revaluación del portafolio.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">El pasivo total aumentó de </span><span style="font-family:'Times New Roman'; font-size:10pt">Ps</span><span style="font-family:'Times New Roman'; font-size:10pt">. 6,452 millones al finalizar el 2024 a </span><span style="font-family:'Times New Roman'; font-size:10pt">Ps</span><span style="font-family:'Times New Roman'; font-size:10pt">. 7,083.7 millones al cierre de 2025, incremento derivado del financiamiento necesario para el avance de obra en los proyectos en desarrollo, particularmente en Espacio Condesa.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Al finalizar el 2025, la deuda bancaria sumó </span><span style="font-family:'Times New Roman'; font-size:10pt">Ps</span><span style="font-family:'Times New Roman'; font-size:10pt">. 5,053 millones, monto asociado a las líneas de crédito con BBVA y otras instituciones financieras. A pesar del incremento en términos nominales para fondear el crecimiento, el índice de apalancamiento LTV (Loan-</span><span style="font-family:'Times New Roman'; font-size:10pt">to</span><span style="font-family:'Times New Roman'; font-size:10pt">-</span><span style="font-family:'Times New Roman'; font-size:10pt">Value</span><span style="font-family:'Times New Roman'; font-size:10pt">) se ubicó en 25.9% al cierre del ejercicio, lo que representa una disminución respecto al periodo anterior y se mantiene significativamente por debajo del límite regulatorio del 50% y del promedio de la industria.</span>
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<p style="margin:0pt; text-align:justify; line-height:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Niveles de deuda de los últimos 3 ejercicios</span>
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<p style="margin:0pt; text-align:justify; line-height:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:436.95pt">
<tr style="height:5.95pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:171.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:39.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">Dic-2</span><span style="font-family:'Times New Roman'; font-size:9pt">5</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:39.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">Dic-2</span><span style="font-family:'Times New Roman'; font-size:9pt">4</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:39.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">Dic-2</span><span style="font-family:'Times New Roman'; font-size:9pt">3</span>
</p>
</td>
<td style="vertical-align:top">
</td>
<td style="vertical-align:top">
</td>
<td style="vertical-align:top">
</td>
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<tr style="height:8.35pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:171.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Nivel de endeudamiento (LTV)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:39.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">3</span><span style="font-family:'Times New Roman'; font-size:9pt">1</span><span style="font-family:'Times New Roman'; font-size:9pt">.</span><span style="font-family:'Times New Roman'; font-size:9pt">62</span><span style="font-family:'Times New Roman'; font-size:9pt">%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:39.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">30.48%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:39.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">29.1%</span>
</p>
</td>
<td style="vertical-align:top">
</td>
<td style="vertical-align:top">
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr style="height:12.7pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:171.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Índice de cobertura de servicio de deuda</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:39.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">1.</span><span style="font-family:'Times New Roman'; font-size:9pt">2</span><span style="font-family:'Times New Roman'; font-size:9pt">1</span><span style="font-family:'Times New Roman'; font-size:9pt">x</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:39.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">1.42x</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:39.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">1.61x</span>
</p>
</td>
<td style="vertical-align:top">
</td>
<td style="vertical-align:top">
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr style="height:5.95pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:171.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Pasivos totales/ Capital Contable</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:39.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">6</span><span style="font-family:'Times New Roman'; font-size:9pt">1.06</span><span style="font-family:'Times New Roman'; font-size:9pt">%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:39.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">53.80%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:39.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">47.63%</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:32.7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:32.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:32.7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:178.9pt; border:none">
</td>
<td style="width:46.3pt; border:none">
</td>
<td style="width:46.3pt; border:none">
</td>
<td style="width:46.3pt; border:none">
</td>
<td style="width:39.7pt; border:none">
</td>
<td style="width:39.75pt; border:none">
</td>
<td style="width:39.7pt; border:none">
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify; line-height:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">El patrimonio</span><span style="font-family:'Times New Roman'; font-size:10pt"> pasó de </span><span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt">11,522</span><span style="font-family:'Times New Roman'; font-size:10pt"> a $</span><span style="font-family:'Times New Roman'; font-size:10pt">11,993</span><span style="font-family:'Times New Roman'; font-size:10pt"> millones de pesos. Este incremento se deriva principalmente por la revaluación de los activos en el año y la suscripción de derechos efectuada en el año.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, las fuentes de liquidez han sido los recursos obtenidos en la Colocación de Fibra Plus en la Bolsa Mexicana de Valores, los intereses generados de los mismos, las devoluciones de IVA obtenidas en el año, las ampliaciones de capital a través de suscripción preferente de derechos, así como los recursos obtenidos del financiamiento y los ingresos que los activos en operación han generado al cierre del ejercicio. Estos fondos se utilizaron principalmente para el desarrollo de los proyectos en la Cartera de Fibra Plus y la adquisición de nuevos inmuebles.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:525.05pt">
<tr style="height:15.75pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:58.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
<td colspan="4" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:452.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold">Fuentes y usos principales de efectivo</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:58.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td colspan="4" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:452.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:28.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:58.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
<td colspan="4" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:452.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Por los años terminados el 31 de diciembre de 2025, 2024 y 2023.</span>
</p>
</td>
</tr>
<tr style="height:14.15pt">
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:256.35pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">(En miles de pesos)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:72.7pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:76.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:91.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:14.15pt">
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:256.35pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:72.7pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:76.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:91.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:14.95pt">
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:256.35pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:72.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold">2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:76.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold">2024</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:91.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold">2023</span>
</p>
</td>
</tr>
<tr style="height:14.15pt">
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:256.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:72.7pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:76.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:91.8pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:14.15pt">
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:256.35pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Flujo neto de efectivo utilizado en actividades de operación</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:72.7pt">
<p style="margin:0.1pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">1,144,365</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:76.2pt">
<p style="margin:0.1pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.1pt">931,089</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:91.8pt">
<p style="margin:0.1pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.1pt">264,158</span>
</p>
</td>
</tr>
<tr style="height:14.15pt">
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:256.35pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Flujo neto de efectivo utilizado en actividades de inversión</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:72.7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">(</span><span style="font-family:'Times New Roman'; font-size:10pt">804,614</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:76.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">(1,060,501)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:91.8pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">(719,411)</span>
</p>
</td>
</tr>
<tr style="height:28.4pt">
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:256.35pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">*Flujo neto de efectivo (utilizado) generado en actividades de financiamiento</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:72.7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">(</span><span style="font-family:'Times New Roman'; font-size:9pt">620,779</span><span style="font-family:'Times New Roman'; font-size:9pt">)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:76.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">97,335</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:91.8pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">116,398</span>
</p>
</td>
</tr>
<tr style="height:14.95pt">
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:256.35pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:2.25pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:72.7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="width:31pt; text-indent:0pt; font-family:'Lucida Console'; font-size:10pt; text-decoration:underline; display:inline-block">     </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">362,400</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:2.25pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:76.2pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="width:31pt; text-indent:0pt; font-family:'Lucida Console'; font-size:10pt; text-decoration:underline; display:inline-block">     </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">643,428</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:2.25pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:91.8pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="width:31pt; text-indent:0pt; font-family:'Lucida Console'; font-size:10pt; text-decoration:underline; display:inline-block">     </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">675,505</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:65.2pt; border:none">
</td>
<td style="width:198.15pt; border:none">
</td>
<td style="width:79.7pt; border:none">
</td>
<td style="width:83.2pt; border:none">
</td>
<td style="width:98.8pt; border:none">
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</div>
</body>
</html> </ p >
<p style='font-family:Arial;font-size: 8pt'><html>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">i)</span><span style="font:7.0pt 'Times New Roman'">                    </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Control Interno</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">.</span>
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<p style="margin:0pt 0pt 0pt 54pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Se ha evaluado la efectividad del control interno, así como los procedimientos para la revelación de la información al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">. Con base en dicha evaluación se puede obtener una certeza razonable de que la aplicación de dichos controles a los procesos de Fibra Plus es efectiva para proporcionar certeza razonable de que la información contenida</span><span style="font-family:'Times New Roman'; font-size:10pt"> en los diversos reportes presentados ha sido registrada, procesada, resumida y reportada en tiempo y forma </span><span style="font-family:'Times New Roman'; font-size:10pt">de acuerdo con</span><span style="font-family:'Times New Roman'; font-size:10pt"> las normas aplicables. Asimismo, dicha información es proporcionada al Administrador de manera oportuna con el fin de apoyar el proceso de toma de decisiones dentro de Fibra Plus.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El proceso descrito en el párrafo anterior ha sido diseñado para proporcionar una seguridad razonable con respecto a la confiabilidad de la información financiera y la elaboración de los Estados Financieros, mismos que han sido preparados con base en las Normas Internacionales de Información Financiera (IFRS por sus siglas en inglés). Este control interno sobre la información financiera incluye aquellas políticas y procesos con respecto a:</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Los registros financieros incluirán de manera clara y precisa las transacciones de los activos de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">b)</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Las transacciones han sido registradas debidamente de forma que se pueden elaborar los Estados Financieros de Fibra Plus con base en las Normas Internacionales de Información Financiera (IFRS por sus siglas en inglés).</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">c)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Los ingresos, gastos y todas las operaciones relacionadas dentro de Fibra Plus se hacen de acuerdo a las autorizaciones de los Directivos de Fibra Plus y cuando aplica, con base en las autorizaciones de los miembros del Comité Técnico de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">d)</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Se tienen políticas y procedimientos ya establecidos como una medida de prevención adecuada para evitar el uso o disposición no autorizada de los activos de Fibra Plus y así evitar un impacto material adverso en los Estados Financieros.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Como consecuencia de limitaciones inherentes, el control interno sobre la información financiera podría no prevenir o detectar errores de información. Asimismo, proyecciones sobre la efectividad de dicho control interno a futuro tienen el riesgo de que dicho control pueda resultar inadecuado o insuficiente por cambios en las condiciones de la empresa y que dichos procedimientos puedan verse deteriorados. Con base en lo </span><span style="font-family:'Times New Roman'; font-size:10pt">anterior, el equipo directivo de Fibra Plus determinó que el control interno sobre la información financiera fue efectivo al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Estimaciones, Provisiones o Reservas Contables críticas</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En la aplicación de las políticas contables del Fideicomiso, la administración está obligada a hacer juicios, estimaciones y supuestos sobre el valor en libros de los activos y pasivos que no están fácilmente disponibles mediante otras fuentes. Las estimaciones y supuestos asociados se basan en la experiencia histórica y otros factores que se consideren relevantes. Los resultados reales pueden diferir de estas estimaciones. Las estimaciones y supuestos relevantes se revisan de manera continua. Las revisiones de las estimaciones contables se reconocen en el período en el que se revisa la estimación si la revisión afecta solamente ese período o en los períodos de revisión futuros si la revisión afecta a ambos períodos actuales y futuros.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 20</span><span style="font-family:'Times New Roman'; font-size:10pt">2</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, Fibra Plus no tiene estimaciones, provisiones o reservas críticas que deban ser reveladas o detalladas. Únicamente se generaron provisiones por gastos efectivamente incurridos y no pagados, los cuales ya se encontraban debidamente documentados e inclusive para los cuales ya se había emitido un CFDI, así provisiones de impuestos correspondientes al mes de </span><span style="font-family:'Times New Roman'; font-size:10pt">diciembre</span><span style="font-family:'Times New Roman'; font-size:10pt"> de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">. Ambos casos no presentan materialidad dentro de los resultados de Fibra Plus. </span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><a name="_Toc38371119" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:bold; font-style:italic">Información financiera seleccionada.</span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt">En el siguiente cuadro se muestra la información financiera seleccionada de Fibra Plus Management, S.C. como empresa individual. Esta información está contenida dentro de los Estados Financieros consolidados auditados, mismos que se incluyen en el presente Reporte Anual. Es muy importante mencionar </span><span style="font-family:'Times New Roman'; font-size:10pt">que</span><span style="font-family:'Times New Roman'; font-size:10pt"> aunque dichos estados financieros están contenidos dentro de dichos estados financieros consolidados, no se han emitido Estados Financieros individuales auditados de Fibra Plus Management para el ejercicio 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">. La información financiera fue preparada </span><span style="font-family:'Times New Roman'; font-size:10pt">de acuerdo con</span><span style="font-family:'Times New Roman'; font-size:10pt"> las Normas Internacionales de Información Financiera (IFRS por sus siglas en inglés) y no necesariamente indican la situación financiera y los resultados en o para cualquier fecha o periodo futuro del administrador.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; float:left; margin:0pt 7.05pt; width:376.75pt">
<tr style="height:35.45pt">
<td style="background-color:#d9e1f2; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:96.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Estado de posición Financiera (miles de pesos)</span>
</p>
</td>
<td style="background-color:#d9e1f2; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:84.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Al 31 de diciembre de 2025</span>
</p>
</td>
<td style="background-color:#d9e1f2; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:84.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Al 31 de diciembre de 2024</span>
</p>
</td>
<td style="background-color:#d9e1f2; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:84.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 2023</span>
</p>
</td>
</tr>
<tr style="height:17.45pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:96.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:3.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:96.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:3.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:96.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Activo circulante</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:17.45pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:96.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Efectivo y equivalentes de efectivo</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">499</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">351</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">372</span>
</p>
</td>
</tr>
<tr style="height:17.45pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:96.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Otros activos circulantes</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">1588</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">2,566</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">843</span>
</p>
</td>
</tr>
<tr style="height:17.45pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:96.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Total</span><span style="font-family:'Times New Roman'; font-size:10pt"> activo circulante</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">2,</span><span style="font-family:'Times New Roman'; font-size:10pt">087</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">2,917</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">1,215</span>
</p>
</td>
</tr>
<tr style="height:17.45pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:96.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Mobiliario y equipo de oficina</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">-</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">587</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">2,852</span>
</p>
</td>
</tr>
<tr style="height:17.45pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:96.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Otras cuentas por cobrar no circulantes</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">1,181</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">2,182</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">2,635</span>
</p>
</td>
</tr>
<tr style="height:17.45pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:96.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Total</span><span style="font-family:'Times New Roman'; font-size:10pt"> activo no circulante</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">1,181</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">2,769</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">5,487</span>
</p>
</td>
</tr>
<tr style="height:18.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:96.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Total</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> del activo</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">3,268</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">5,686</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">6,702</span>
</p>
</td>
</tr>
<tr style="height:18.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:96.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:18.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:96.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Pasivo circulante</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:17.45pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:96.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Pasivo Circulante</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:17.45pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:96.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Cuentas por pagar</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">7,054</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">14,224</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">7,992</span>
</p>
</td>
</tr>
<tr style="height:17.45pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:96.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Impuestos por pagar</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">2,176</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">1,966</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">3,416</span>
</p>
</td>
</tr>
<tr style="height:17.45pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:96.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Otras cuentas por pagar</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">9,959</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> - </span>
</p>
</td>
</tr>
<tr style="height:17.45pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:96.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Total</span><span style="font-family:'Times New Roman'; font-size:10pt"> del pasivo circulante</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">19,190</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">16,190</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">11,408</span>
</p>
</td>
</tr>
<tr style="height:17.45pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:96.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Fondo de reserva recibido</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">-</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">1,739</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">2,500</span>
</p>
</td>
</tr>
<tr style="height:17.45pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:96.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Derecho de uso </span><span style="font-family:'Times New Roman'; font-size:10pt">sub arrendamiento</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">1,383</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">921</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">2,760</span>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:96.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Total</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> del pasivo</span>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">20,573</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">18,851</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">16,668</span>
</p>
</td>
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<tr style="height:18.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:96.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:18.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:96.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Patrimonio</span>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
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<tr style="height:17.45pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:96.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Patrimonio contribuido</span>
</p>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">50</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">50</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">50</span>
</p>
</td>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:96.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Resultados acumulados</span>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">(</span><span style="font-family:'Times New Roman'; font-size:10pt">17,305</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">(13,215)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">(10,016)</span>
</p>
</td>
</tr>
<tr style="height:18.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:96.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Total</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> del patrimonio</span>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">(1</span><span style="font-family:'Times New Roman'; font-size:10pt">7,305</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">(13,165)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">(9,966)</span>
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</td>
</tr>
<tr style="height:18.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:96.3pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Total</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> del pasivo y patrimonio</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">3,268</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">5,686</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:84.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">6,702</span>
</p>
</td>
</tr>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
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</p>
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</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<a name="_Hlk70509301" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus Management, S.C. fue constituida con el fin de administrar la operación de Fibra Plus, así como los proyectos de su Cartera de propiedades. Dicha administración se hace de manera interna, donde únicamente se reembolsan los gastos incurridos por el Administrador, mismos que se erogan con base en un presupuesto previamente autorizado por el Comité Técnico de Fibra Plus. Esto hace que los intereses de los Tenedores de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt"> estén alineados con los del mismo fideicomiso. La empresa se encuentra dentro de la normatividad del ISR y por lo mismo tiene las obligaciones contenidas en las leyes relativas.</span></a>
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<span style="-aw-bookmark-end:_Hlk70509301"></span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<a name="_Hlk70509322" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Ingresos. </span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Como se menciona en el párrafo que antecede, los ingresos de Fibra Plus Management, S.C. son reembolsos de gastos, mismos que se erogan con base en un presupuesto previamente autorizado por el Comité Técnico de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Gastos por Servicios Administrativos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Los gastos por servicios administrativos son principalmente sueldos y salarios de los diversos funcionarios responsables por la operación del Fideicomiso de Fibra Plus. </span><span style="font-family:'Times New Roman'; font-size:10pt">Asimismo,</span><span style="font-family:'Times New Roman'; font-size:10pt"> se incluyen los impuestos relativos a la nómina, así como honorarios por servicios contables, fiscales, de recursos humanos e informática.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Gastos generales de operación.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Son las erogaciones por concepto de renta y mantenimiento de oficina, gastos de viaje, gastos de representación, capacitación de personal, así como todos los gastos generales del Administrador de Fibra Plus.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Impuesto a la utilidad.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="-aw-bookmark-end:_Hlk70509322"></span><span style="font-family:'Times New Roman'; font-size:10pt">Al cierre del ejercicio 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, Fibra Plus Management tuvo pérdida fiscal por $</span><span style="font-family:'Times New Roman'; font-size:10pt">3,199</span><span style="font-family:'Times New Roman'; font-size:10pt">, por lo que no se generaron impuestos por pagar.</span>
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<a name="_Hlk70509387" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt"> la única fuente de recursos de Fibra Plus Management es la generada por su propia operación y por los recursos que periódicamente restituye Fibra Plus para mantener el saldo de $2,500,000.00 pesos utilizados para subsanar los gastos correspondientes a sus actividades de Administrador. En este sentido, Fibra Plus Management no ha contratado deuda en los últimos 3 ejercicios.</span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Los recursos monetarios de Fibra Plus Management están denominados en </span><span style="font-family:'Times New Roman'; font-size:10pt">pesos mexicanos</span><span style="font-family:'Times New Roman'; font-size:10pt"> y están invertidos en valores a cargo del Gobierno Federal inscritos en el Registro Nacional de Valores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Créditos del Fideicomiso F</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">/</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">1110</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<li style="margin:5pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-family:serif; font-size:9pt; list-style-position:inside">
<span style="font:7.0pt 'Times New Roman'">                                                                                                                                     </span><span style="font-family:'Roboto Light'; font-size:9pt; font-weight:bold">Crédito sindicado con BBVA</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El pasado 4 de noviembre del 2022, Fibra Plus firmó en conjunto con Fibra HD un crédito sindicado por hasta Ps.4,500 millones con BBVA México, Sociedad Anónima, Institución de Banca Múltiple, Grupo Financiero BBVA México, actuando como banco agente, del cual, Fibra HD dispuso Ps.2,020 millones y Fibra Plus Ps.760 millones. Los bancos acreditantes fueron: (i) Banco Nacional de Comercio Exterior, Sociedad Nacional de Crédito, Institución de Banca de Desarrollo (BANCOMEXT); (ii) Nacional Financiera, Sociedad Nacional de Crédito, Institución de Banca de Desarrollo (NAFIN); (iii) Banco del Bajío, S.A. Institución de Banca Múltiple y (iv) BBVA México, Sociedad Anónima, Institución de Banca Múltiple, Grupo Financiero BBVA México.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El pasado 20 de diciembre de 2024, con el objeto de mejorar las condiciones financieras y hacer una disposición adicional, tanto Fibra HD como Fibra Plus firmaron un nuevo contrato de crédito para refinanciar dicho crédito sindicado, con BBVA nuevamente actuando como banco agente, por hasta Ps.3,150 millones, de los cuales, Ps. 2,650 millones se utilizarían para refinanciar el crédito sindicado anterior y Ps.500 millones de una línea revolvente adicional. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Los bancos acreditantes del nuevo sindicado fueron: (i) Banco Nacional de Comercio Exterior, Sociedad Nacional de Crédito, Institución de Banca de Desarrollo (BANCOMEXT); (ii) Banco Multiva, S.A. IBM, Grupo Financiero Multiva (Multiva); (iii) Banco del Bajío, S.A. Institución de Banca Múltiple y (iv) BBVA México, Sociedad Anónima, Institución de Banca Múltiple, Grupo Financiero BBVA México.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El pasado 15 de enero de 2025, los Fibras dispusieron los Ps. 3,150 millones como sigue:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El spread es variable dependiendo del LTV de Fibra Plus consolidado.</span>
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<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:5pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-family:'Times New Roman'; font-size:10pt; list-style-position:inside">
<span style="font:7.0pt 'Times New Roman'">                                                                                                                                   </span><span style="font-family:'Times New Roman'; font-size:10pt">Fibra HD dispuso Ps.1,262 millones en pesos y USD. 33.18 millones en dólares.</span>
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<li style="margin:5pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-family:'Times New Roman'; font-size:10pt; list-style-position:inside">
<span style="font:7.0pt 'Times New Roman'">                                                                                                                                   </span><span style="font-family:'Times New Roman'; font-size:10pt">Fibra Plus dispuso Ps. 1,218.3 millones en pesos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Las principales características del nuevo crédito sindicado son las siguientes:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Destino del crédito:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> Refinanciamiento </span><span style="font-family:'Times New Roman'; font-size:10pt">de pasivos</span><span style="font-family:'Times New Roman'; font-size:10pt"> actuales</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> Usos corporativos generales</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> Gastos y comisiones relacionados con transacción</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Pago de principal:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> Tramo A y B se amortizan trimestralmente al igual que los intereses:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> 1 al 8: 0.25% 16 al 17: 2.28% </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> 9 al 12: 2.08% 18 al 19: 2.29%</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> 13 al 15: 2.18% 20: 74%</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Comisión de estructuración</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> 145 pb</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Comisión de agencia</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> USD 50,000 anual</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Garantías:</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">Hipotecaria:</span><span style="font-family:'Times New Roman'; font-size:10pt"> 1.5x inmuebles industrial o comercial.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">Hipotecaria (cont.)</span><span style="font-family:'Times New Roman'; font-size:10pt">: deberán ser aportados al fideicomiso incluyendo derechos fideicomisarios de cierto inmueble de Fibra Plus, o constituir hipoteca</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Obligaciones Financieras:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">LTV<50%</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Índice de Cobertura: =>9%</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Índice de Cobertura del Servicio de la Deuda: => 1.3x</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Índice de Cobranza: 1er año >1.11x, en fecha de vencimiento > 1.15x</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre del 4T2</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">, Fibra PLUS se encuentra en cumplimiento de todas las condiciones de hacer y no hacer de los créditos vigentes.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Otros créditos relevantes</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Bancomext</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Con fecha 28 de mayo de 2018 se firmó un contrato de crédito simple con garantía hipotecaria con el Banco Nacional de Comercio Exterior, S.N.C. (Bancomext), hasta por un monto de USD$25 </span><span style="font-family:'Times New Roman'; font-size:10pt">millones a</span><span style="font-family:'Times New Roman'; font-size:10pt"> una tasa de interés fija de 5.85% donde se cedieron los derechos de cobro de algunos clientes, con vencimiento en 2030. Esta primera línea fue respaldada por el activo Ensenada, en Baja California. Posteriormente, con la adquisición del Portafolio Sonora, Bancomext autorizó la ampliación de la línea de crédito para llegar a un monto de hasta USD$50 millones.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En agosto de 2018, Fibra Plus dispuso exitosamente de USD$6.8 millones del crédito contratado con Bancomext para la adquisición del portafolio Sonora, el cual está contratado a una tasa de 5.85% y cuenta con un vencimiento a 10 años. Posteriormente, en seguimiento de la misma línea de crédito contratada con Bancomex, Fibra Plus realizó una segunda disposición por USD$9.2 millones, para la exploración de nuevas oportunidades de inversión. La totalidad de estas disposiciones fue respaldada por los flujos del activo industrial Ensenada, Baja California, por lo que existe una cobertura natural del tipo de cambio.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En abril del 2019, Fibra Plus dispuso de USD$ 1 millón de dólares, con destino principal hacia las actividades de operación del Fideicomiso. Subsecuentemente, en mayo del 2019, se dispusieron de USD$4 millones adicionales, principalmente para efectuar el penúltimo pago de la contraprestación en efectivo pactada por la aportación del Portafolio Sonora. Finalmente, en diciembre del 2019, Fibra Plus dispuso de USD$13.8 millones de la línea con Bancomext. La totalidad de las disposiciones en el 2019 está empatada con los flujos del Portafolio industrial Sonora y también existe una cobertura natural del tipo de cambio. Así, al cierre del </span><span style="font-family:'Times New Roman'; font-size:10pt">2020, el saldo total dispuesto de la línea con Bancomext asciende a USD$34.8 millones (69.5% de la línea autorizada). </span>
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<span style="width:234pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:center; -aw-tabstop-pos:234pt"></span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Banco del Bajío</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Con fecha 20 de junio de 2019, Fibra Plus firmó con Banco del Bajío dos contratos de crédito que no fueron dispuestos en ese año: el primero, respaldado por la generación de flujos de Autlán, por hasta $ 37 millones de pesos, con costo de TIIE+ 3%; y el segundo, empatado con los flujos de Salina Cruz, por hasta $120 </span><span style="font-family:'Times New Roman'; font-size:10pt">millones de pesos, con costo de TIIE + 3%. El 11 de marzo de 2020, se dispusieron un total de $24.05 millones de pesos de la línea de Autlán y $54.0 millones de pesos de la línea para Salina Cruz. Durante el 4T20 se dispusieron de $66.0 millones de pesos de la línea de crédito con garantía de Salina Cruz.</span>
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<p style="margin:0pt">
<span style="font-family:'Book Antiqua'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Durante 2025, se obtuvieron 155 millones de pesos con Banco del Bajío bajo una garantía quirografaria con vencimiento en 2026, los cuales se destinaron íntegramente a los avances de obra de Espacio Condesa. Esta actividad financiera se complementó con el desempeño de activos estratégicos como Salina Cruz, el cual generó ingresos por 7.9 millones de pesos durante el ejercicio derivado de su operación parcial. Al cierre del 4T25, el saldo insoluto con esta institución se ubicó en 274.6 millones de pesos, consolidando las disposiciones del año y el manejo de líneas tras el refinanciamiento del crédito sindicado efectuado en enero de 2025. Dicha estructura permite al fideicomiso asegurar la liquidez necesaria para el inicio de operaciones del componente comercial de Espacio Condesa</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Bancrea</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Durante el 3T20, el Comité Técnico aprobó la contratación de un crédito con </span><span style="font-family:'Times New Roman'; font-size:10pt">Bancrea</span><span style="font-family:'Times New Roman'; font-size:10pt"> por hasta $ 300 millones de pesos para financiar de manera temporal las necesidades de capital de trabajo, relacionadas con el desarrollo de obras, con una tasa de TIIE + 500 pb y vencimiento de 3 años. Para dicho crédito se dieron en garantía los activos de Torre Arcos y Torre Premier. El 3 de septiembre de 2020, fueron dispuestos $64.1 millones, mientras que el 9 de diciembre de 2020 se dispusieron $98.0 millones, ambos utilizados para actividades de obra de los proyectos en desarrollo. En marzo del 2022, se dispusieron los $137.9 millones restantes de dicho crédito. Durante el 4T22 se ejecutó una línea de crédito adicional de la cual se dispusieron 120 millones de pesos, cuyo uso fue el pago pendiente por realizar de la adquisición de Nuevo Laredo. Durante el 1T23 se amortizaron $162.1 millones con recursos de la tercera disposición del crédito sindicado, por lo que se inició el trámite para liberar la garantía de los activos de Torre Arcos y Torre Premier. En diciembre de 2023 se reestructuro el saldo pe</span><span style="font-family:'Times New Roman'; font-size:10pt">n</span><span style="font-family:'Times New Roman'; font-size:10pt">diente de la deuda con </span><span style="font-family:'Times New Roman'; font-size:10pt">Bancrea</span><span style="font-family:'Times New Roman'; font-size:10pt"> y se constituyó una nueva deuda por 400 </span><span style="font-family:'Times New Roman'; font-size:10pt">mdp</span><span style="font-family:'Times New Roman'; font-size:10pt"> con garantía hipotecaria, los cuales se dispusieron durante el mismo mes.</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">A la fecha de este reporte, se han dispuesto una nueva línea de crédito revolvente por $300 millones con el objeto de continuar el desarrollo y se dispuso de una línea de arrendamiento de hasta por $168 millones para destinarla al arrendamiento de equipos para Espacio Condesa comercial y oficinas. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Durante 2025, se obtuvieron 130 millones de pesos adicionales de la línea de crédito revolvente con Bancrea, recursos que fueron destinados íntegramente a los avances de obra de Espacio Condesa. Esta disposición se llevó a cabo bajo términos y condiciones consistentes con los contratos previos de la institución. Al cierre del 4T25, el saldo insoluto con esta institución se ubicó en 953.8 millones de pesos, consolidando las líneas de capital de trabajo, la adquisición de títulos de Fibra HD y el arrendamiento de activos fijos necesarios para el equipamiento y estabilización de los componentes comercial y de oficinas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Banco </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Mercantíl</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> de Panamá</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">El 26 de diciembre de contrato y se dispuso un crédito revolvente a 12 meses con el Banco </span><span style="font-family:'Times New Roman'; font-size:10pt">Mércantil</span><span style="font-family:'Times New Roman'; font-size:10pt"> de Panamá por un monto de $5 millones de dólares, esta operación representa un hito relevante dentro de las alternativas de financiamiento con las que cuenta el fideicomiso, dichos recursos se encuentran reservados en la tesorería.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En diciembre de 2025, se llevó a cabo la renovación del crédito con el Banco Mercantil de Panamá por un monto de 5 millones de dólares. Esta operación, que fue dispuesta originalmente en diciembre de 2024, continúa siendo un hito relevante en la diversificación de las fuentes de financiamiento internacional del fideicomiso</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Sabadell y DD3</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En la misma sesión del Comité del 3T20, se aprobó la adquisición del Portafolio Industrial en Nuevo Laredo, TMEC-III, sujeto a la obtención del financiamiento bancario. Así, en sesión del Comité Técnico celebrada en julio del 2021, correspondiente a los resultados del 2T21, se autorizó la contratación del crédito con Sabadell y DD3 para la compra apalancada de TMEC-III. Como resultado, el 9 de agosto de 2021 se firmó el contrato de crédito con Sabadell, a través del cual se dispusieron 15 millones de dólares para la compra del activo en Nuevo Laredo. Asimismo, con fecha 5 de agosto de 2021, se firmó un contrato de crédito simple con garantía fiduciaria con DD3, por 3.5 millones de dólares, el cual fue dispuesto en su totalidad para el pago de las naves y, a la fecha de este reporte, ya fue amortizado en su totalidad con los recursos de la tercera disposición del crédito sindicado.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre de 2025, el crédito con Sabadell se encuentra integrado en el plan de reubicación de activos para consolidar a Fibra HD como el vehículo especializado en el sector industrial. La migración de las propiedades industriales de Fibra Plus, programada para ejecutarse durante el primer trimestre de 2026, incluye el </span><span style="font-family:'Times New Roman'; font-size:10pt">prepago de esta deuda con una línea de Fibra HD</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">A la fecha del reporte, el monto pendiente de pago con Sabadell asciende a 11.7 millones de dólares, lo que se traduce en un saldo insoluto al finalizar el 4T25 de 208.4 millones de pesos. Por su parte, el financiamiento con DD3 ya ha sido amortizado en su totalidad con recursos de disposiciones previas, por lo que ya no figura como parte de la deuda vigente en el presente</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-18pt; padding-left:18pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Deuda Fibra Plus</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre del 4T25, el índice de apalancamiento de Fibra Plus, medido como Activo Total sobre Capital Contable, se ubicó en 1.6</span><span style="font-family:'Times New Roman'; font-size:10pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt">x, encontrándose aun así en un rango en línea con la industria y con la estrategia de financiamiento de Fibra Plus, dando cabal cumplimiento a las disposiciones legales existentes en este sentido. Como se mencionó previamente, el LTV de Fibra Plus finalizó en 31.61% al cierre del 31 de diciembre de 2025</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">De esta manera, al cierre del 4T25, el índice de apalancamiento, medido como Pasivo Total sobre Capital Contable, se ubicó en </span><span style="font-family:'Times New Roman'; font-size:10pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt">1.06</span><span style="font-family:'Times New Roman'; font-size:10pt">%</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Asimismo, se informa que el Fideicomiso ha entregado en forma completa y oportuna desde su constitución, lo reportes que legislación mexicana le requiere en forma completa y oportuna en los últimos 3 ejercicios.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Calificaciones crediticias de</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> Fibra Plus y</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> Fibra HD</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre del 2025, Fibra Plus no cuenta con calificación crediticia por parte de un tercero. Fibra Plus podrá acudir al mercado de capitales para captar recursos de forma periódica, una vez identificadas las oportunidades de adquisición, de manera que el costo de acarreo de los recursos líquidos con que pueda contar sea tan bajo como sea posible.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En 2025, el perfil crediticio de Fibra HD se mantuvo sólido, habiéndose ratificado su vigencia en el mes de febrero de 2026. Las agencias HR Ratings y Verum renovaron la calificación corporativa de "AA" para Fibra HD, nota que refleja la robusta capacidad de la emisora para cumplir con sus obligaciones financieras y la estabilidad de los flujos operativos provenientes de su cartera de activos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; line-height:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Niveles de deuda de los últimos 3 ejercicios</span>
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<p style="margin:0pt; text-align:justify; line-height:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
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<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:317.8pt">
<tr style="height:5.95pt">
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
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<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">Dic-2</span><span style="font-family:'Times New Roman'; font-size:9pt">5</span>
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<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">Dic-2</span><span style="font-family:'Times New Roman'; font-size:9pt">4</span>
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<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:9pt">Dic-2</span><span style="font-family:'Times New Roman'; font-size:9pt">3</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Nivel de endeudamiento (LTV)</span>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:39.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt">1.62</span><span style="font-family:'Times New Roman'; font-size:10pt">%</span>
</p>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:39.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">30.48%</span>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:39.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">29.1%</span>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:171.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Índice de cobertura de servicio de deuda</span>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:39.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">1.</span><span style="font-family:'Times New Roman'; font-size:10pt">21</span><span style="font-family:'Times New Roman'; font-size:10pt">x</span>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:39.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">1.</span><span style="font-family:'Times New Roman'; font-size:10pt">42</span><span style="font-family:'Times New Roman'; font-size:10pt">x</span>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:39.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">1.61x</span>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:171.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Pasivos totales/ Capital Contable</span>
</p>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:39.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt">1.06</span><span style="font-family:'Times New Roman'; font-size:10pt">%</span>
</p>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:39.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">53.80%</span>
</p>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:39.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt">47.63%</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">Principales Cuentas dentro de los Estados Financieros de Fibra Plus Management, S.C</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt">Efectivo y equivalentes de Efectivo.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Está constituida por recursos monetarios denominados en pesos mexicanos que provienen de reembolsos de gastos provenientes del Fideicomiso de Fibra Plus.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">b)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt">Depósitos en garantía y rentas pagadas por anticipado.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Erogaciones realizadas </span><span style="font-family:'Times New Roman'; font-size:10pt">en relación con</span><span style="font-family:'Times New Roman'; font-size:10pt"> la renta de las oficinas de Fibra Plus.</span>
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<p style="margin:0pt">
<span style="-aw-bookmark-end:_Hlk39064791"></span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt 0pt 0pt 63.8pt; text-indent:-21.25pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">i)</span><span style="font:7.0pt 'Times New Roman'">          </span><a name="_Hlk39064834" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Control Interno.</span></a>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="-aw-bookmark-end:_Hlk70509387"></span><span style="-aw-bookmark-end:_Hlk39064834"></span><span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5 </span><span style="font-family:'Times New Roman'; font-size:10pt">no se ha aprobado ninguna política de control interno de Fibra Plus Management, S.C. </span>
</p>
<p style="margin:0pt; text-indent:-35.4pt; text-align:center; padding-left:35.4pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">[Sección de página intencionalmente en blanco]</span>
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H0paT+MfSloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK
ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK
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ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK
ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK
ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK
ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBP4x9KWk/j
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KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAT+MfSlpP4vwpaACi
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AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQ
AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQ
AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQ
AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQ
AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQ
AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQ
AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQ
AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQ
AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQ
AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQ
AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQ
AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQ
AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAJ/FS0n8X4UtABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAJ/F+FLSfxfhS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFA
BRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//S6eiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigBP4vwpaT+L8KWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK
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KKKKACiiigBP4h9KWiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAC
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Delegado Fiduciario
Socio de Auditoría Miembro de Deloitte Touche Tohmatsu Limited
Director de Finanzas
Luis Octavio Ramírez Cortés
Jessica Nadxieli Solis Torres
Alejandro Raúl Blasco Ruiz
El suscrito manifiesta bajo protesta de decir verdad, que su representada en su carácter de fiduciario, preparó la información financiera relativa al patrimonio del fideicomiso, así como la información relacionada con los valores emitidos y los contratos aplicables, contenida en el presente reporte anual, la cual, a su leal saber y entender, refleja razonablemente su situación y que se cercioró de que en el periodo reportado no existieran diferencias relevantes entre los ingresos del fideicomiso atribuibles a los bienes, derechos o valores fideicomitidos y la información que recibió del administrador u operador relativa a los ingresos, rendimientos o cualesquiera otras cantidades provenientes de dichos bienes, derechos o valores. Asimismo, manifiesta que no tiene conocimiento de información relevante que haya sido omitida o falseada en este reporte anual o que el mismo contenga información que pudiera inducir a error a los inversionistas
<p>El suscrito manifiesta bajo protesta de decir verdad, que los estados financieros que contiene el presente reporte anual por los ejercicios 2025,2024 y 2023 fueron dictaminados con fecha 27 de abril de 2026, de conformidad con las Normas Internacionales de Información Financiera (NIIF) emitidas por el Consejo de Normas Internacionales de Contabilidad. Asimismo, manifiesta que ha leído el presente reporte anual y basado en su lectura y dentro del alcance del trabajo de auditoría realizado, no tiene conocimiento de errores relevantes o inconsistencias en la información que se incluye y cuya fuente provenga de los estados financieros dictaminados señalados en el párrafo anterior, ni de información que haya sido omitida o falseada en este reporte anual o que el mismo contenga información que pudiera inducir a error a los inversionistas. No obstante, el suscrito no fue contratado, y no realizó procedimientos adicionales con el objeto de expresar su opinión respecto de la otra información contenida en el reporte anual que no provenga de los estados financieros por el dictaminados.</p>
Delegada Fiduciaria
Director General
Mónica Jiménez Labora Sarabia
Rodrigo González Zerbi
El suscrito manifiesta bajo protesta de decir verdad, que su representada en su carácter de representante común, revisó la información financiera relativa al patrimonio del fideicomiso, así como la relacionada con los valores emitidos, los contratos aplicables y los ingresos, rendimientos o cualesquiera otras cantidades provenientes de los bienes, derechos o valores fideicomitidos, contenida en el presente reporte anual, la cual, a su leal saber y entender, refleja razonablemente su situación
Los suscritos manifestamos bajo protesta de decir verdad que, en el ámbito de nuestras respectivas funciones, preparamos la información relativa a los ingresos, rendimientos o cualesquiera otras cantidades provenientes de los bienes, derechos o valores fideicomitidos contenida en el presente reporte anual, la cual, a nuestro leal saber y entender, refleja razonablemente su situación. Asimismo, manifestamos que no tenemos conocimiento de información relevante que haya sido omitida o falseada en este reporte anual o que el mismo contenga información que pudiera inducir a error a los inversionistas
Banco Azteca, S.A, Institución de Banca Múltiple, División Fiduciaria
Galaz, Yamazaki, Ruiz Urquiza, S.C., firma integrante de Deloitte
CI Banco, S.A., Institución de Banca Múltiple.
Fibra Plus Management, S.C.
PEDRO
SOLIS CAMARA
JIMENEZ CANET
Propietario
2025-04-29
ORDINARIA
2025
MIEMBRO
10
0
Hombre
Grupo Gicsa S.A.B. de C.V. (Independent Director) / Fibra Plus (Independent Director) / Radio Formula SA (Director) / Bardahl de México SA de CV (Director) / Coconal SA de CV (Director) / Banco Inmobiliario Mexicano SA (Director) / La Era Natural SA de CV (Director) / DD3 Acquisition Corp. III (Independent Director) / Instituto Mexicano de Contadores Públicos (Member) / International Fiscal Association /México/ (Member) / Mexican Bar of Public Accountants (Member) / Colegio de Contadores Públicos de México AC (Member & Partner) / Ifa Grupo Mexicano (Member). - ninguna de estas empresas donde prestan servicios o funge como consejero tiene relación con la empresa que administra el patrimonio del fideicomiso.</p>
FEDERICO
CLARIOND
DOMENE
Propietario
2025-04-29
ORDINARIA
2025
MIEMBRO
10
0
Hombre
Betterware de México, S.A.P.I. de C.V. (Independent director) / Fibra Plus (Independent director) / Valores Aldabra SA de CV (Chief Executive Officer) / Buró Nacional Inmobiliario (Chief Executive Officer) / Empaques Moldeados de America Tecnologias S de RL de CV (Chairman) / Afore Invercap SA de CV (director) / Serviacero Comercial SA de CV (director) / Grupo Cuprum SA de CV (director) / Banco Bancrea SA (Vice Chairman) / Parque Fundidora (director). - ninguna de estas empresas donde prestan servicios o funge como consejero tiene relación con la empresa que administra el patrimonio del fideicomiso.</p>
ANTONIO
BRAUN
DE LAVENNE DE CHOULOT
Propietario
2025-04-29
ORDINARIA
2025
MIEMBRO
10
0
Hombre
Fibra Plus (Board Member) - abogado con más de 30 años de experiencia especializado en derecho mercantil, con amplia experiencia en estructuración de créditos y garantías, fusiones, adquisiciones, transacciones y temas inmobiliarios.</p>
SERGIO
FEREZ
BITAR
Propietario
2025-04-29
ORDINARIA
2025
MIEMBRO
2
0
Hombre
Fibra Plus (Independent director) / International Bar Association (Member) / Cervantes Sainz SC (Partner) / Barra Mexicana Colegio de Abogados A.C. (Member). - ninguna de estas empresas donde prestan servicios o funge como consejero tiene relación con la empresa que administra el patrimonio del fideicomiso.</p>
GUSTAVO ADOLFO
RAMIREZ
BERRUETA
Propietario
2025-04-29
ORDINARIA
2025
MIEMBRO
10
0
Hombre
NFD SA de CV (Board Member) / FIBRA HD Servicios SC (director) / Fibra Plus (Board director). - ninguna de estas empresas donde prestan servicios o funge como consejero tiene relación con la empresa que administra el patrimonio del fideicomiso.</p>
MIGUEL
NAVARRO
DE LA TORRE
Propietario
2025-04-29
ORDINARIA
2025
MIEMBRO
10
0
Hombre
Fibra Plus (Independent director) / GRUPO LINK (director) / Promosinapsis (director). - ninguna de estas empresas donde prestan servicios o funge como consejero tiene relación con la empresa que administra el patrimonio del fideicomiso.</p>
JUAN MANUEL
VALLE
PEREÑA
Propietario
2025-04-29
ORDINARIA
2025
MIEMBRO
5
0
Hombre
Fibra Plus (Board director) / Afore Coppel (Chief Executive Officer). - ninguna de estas empresas donde prestan servicios o funge como consejero tiene relación con la empresa que administra el patrimonio del fideicomiso.</p>
JAIME
ALVERDE
LOSADA
Propietario
2025-04-29
ORDINARIA
2025
MIEMBRO
10
0
Hombre
Fibra Plus (director) / Office Depot de México S.A. de CV (Chief Executive Officer) / Gigante Grupo Inmobiliario SA de CV (Chief Executive Officer) / Hoteles presidente SA de CV (Trustee) / Asociación Nacional de Tiendas de Autoservicio y Departamenta (director) / Grupo presidente SA de CV (Trustee) / Instituto Nacional de Ciencias Médicas y nutrición (Trustee) / Asociación de Desarrolladores Inmobiliarios (Vice President). - ninguna de estas empresas donde prestan servicios o funge como consejero tiene relación con la empresa que administra el patrimonio del fideicomiso.</p>
JUANA MARÍA
GALINDEZ
AGUIRRECHE
Propietario
2025-04-29
ORDINARIA
2025
MIEMBRO
3
Mujer
Consejera y miembro del Comité de Inversiones de Beraunberri, grupo inversor español con foco en los sectores de industria, infraestructura, sostenibilidad y crecimiento, desde donde se fundó en 2005 la compañía Solarpack Corporación Tecnológica
JAVIER
ARROYO
NAVARRO
Propietario
2025-04-29
ORDINARIA
2025
MIEMBRO
10
0
Hombre
Corporativo Fragua, S.A.B. de C.V. (Chief Executive Officer) / Fibra Plus (director) / David Rockefeller Center For Latin American Studies (director) / Cámara De Comercio, Servicios y Turismo de Guadalajara (director) / BBVA México SA Institución de Banca Múltiple, Grupo Financiero (Regional Council) / Instituto De Emprendimiento Eugenio Garza Laguera (Member) / Farmacias Guadalajara SA de CV (Deputy General director). - ninguna de estas empresas donde prestan servicios o funge como consejero tiene relación con la empresa que administra el patrimonio del fideicomiso.</p>
GUSTAVO FELIPE
TOMÉ
VELAZQUEZ
Propietario
2025-04-29
ORDINARIA
2025
PRESIDENTE
10
0
Hombre
Skyway Equities (President) / Fibra Plus (President) / Fibra HD (President) / Da Vinci Capital (President). - ninguna de estas empresas donde prestan servicios o funge como consejero tiene relación con la empresa que administra el patrimonio del fideicomiso.</p>
ENRIQUE
COPPEL
LUKEN
Propietario
2025-04-29
ORDINARIA
2025
MIEMBRO
4
0
Hombre
Megacable Holdings, S. A. B. de C. V. (Independent director) / Fibra Plus (director). - ninguna de estas empresas donde prestan servicios o funge como consejero tiene relación con la empresa que administra el patrimonio del fideicomiso.</p>
RODRIGO
GONZALEZ
ZERBI
Propietario
2025-04-29
ORDINARIO
2025
DIRECTOR GENERAL
10
Hombre
ALEJANDRO RAUL
BLASCO
RUIZ
Propietario
2025-04-29
ORDINARIO
2025
DIRECTOR DE FINANZAS
7
Hombre
ARMELIA VERONICA
REYES
MORELOS
Propietario
2025-04-29
ORDINARIO
2025
DIRECTOR DE RELACION CON INVERSIONISTAS
8
Mujer
GUSTAVO FELIPE
TOMÉ
VELAZQUEZ
>15%
AFORE COPPEL
>15%
AFORE AZTECA
>10%
PEDRO
SOLIS CAMARA
JIMENEZ CANNET
COMITÉ DE AUDITORIA, NOMINACIONES COMPENSACIONES Y PRÁCTICAS
2025-04-29
ORDINARIA
2025
Hombre
SERGIO
FEREZ
BITAR
COMITÉ DE AUDITORIA, NOMINACIONES COMPENSACIONES Y PRÁCTICAS
2025-04-29
ORDINARIA
2025
Hombre
ANTONIO
BRAUN
DE LAVENNE DE CHOULOT
COMITÉ DE COMPENSACIONES
2025-04-29
ORDINARIA
2025
Hombre
FEDERICO
CLARIOND
DOMENE
COMITÉ DE AUDITORIA, NOMINACIONES Y PRÁCTICAS
2025-04-29
ORDINARIA
2025
Hombre
Alfredo Basurto Dorantes
Delegado Fiduciario
Amparo Monserrat Gutíerrez Calvo
Subdirectora Jurídico Corporativo