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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; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">No cuenta con aval u otra garantía.</span>
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<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:'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>
</p>
</div>
</body>
</html> </ p >
NO
NO
<p style='font-family:Arial;font-size: 8pt'><html>
<head>
<meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" />
<meta http-equiv="Content-Style-Type" content="text/css" />
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Banco Actinver S.A., Institución de Banca Múltiple, Grupo Financiero Actinver, División Fiduciaria</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Montes Urales 620, Piso 01, Colonia Lomas de Chapultepec, C.P. 11000, Ciudad de México</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Actinver Casa de Bolsa, S.A. de C.V., Grupo Financiero Actinver, con el carácter de Fiduciario del Fideicomiso identificado con el</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">número</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">F/</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">1523</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Montes Urales 620, Piso 01, Colonia Lomas de Chapultepec, C.P. 11000, Ciudad de México</span>
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FIBRAHD
432155640
1653713259
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Bolsa Mexicana de Valores, S.A.B. de C.V.</span>
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1523
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Contrato de fideicomiso irrevocable identificado con el número F/1523, celebrado el 17 de diciembre de 2014 con Banco Actinver, S.A., Institución de Banca Múltiple, Grupo Financiero Actinver, División Fiduciaria, como fiduciario y modificado mediante el convenio modificatorio y de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">reexpresión</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, de fecha 18 de mayo de 2015 (el “Fideicomiso”).</span>
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los Tenedores y el Fideicomiso de Fundadores, este último, en su carácter de Fideicomitente, por lo que se refiere al derecho previsto en el inciso (e), de la Cláusula Séptima del Fideicomiso
Fideicomitentes Adherentes por lo que hace a los Activos que hubieren Aportado de tiempo en tiempo.
N/A
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fibra HD Servicios, S.C</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">.</span>
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Fibra HD Servicios, S.C
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Al 31 de diciembre de 20</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"> </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">nuestra cartera</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">se integró por </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> proyectos estabilizados. El área bruta rentable fue de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">291</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> mil m2 e incluyó 1</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> proyectos comerciales con un total de </span><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">4</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4</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">mil m2, 9 propiedades industriales con un total de 95 mil m2, </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"> propiedades del sector educativo con un total de 3</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"> mil m2 y 7 propiedades en el sector de oficinas con un total de 1</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">7</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> mil m2.</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">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 3</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">% del ABR.</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">El componente comercial se conforma por 1</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> proyectos, con un </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">49</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% del ABR total y 9</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4</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">4</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% de ocupación.</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">El segmento industrial se integra por 9 propiedades, esto es, 3</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">% del ABR total y 100% de ocupación.</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">El sector educativo se integra por </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"> propiedades, 1</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">% del ABR y con un 100% de ocupación.</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">El componente de oficinas se integra por 6 propiedades, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% del ABR con un </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">60.3</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% de ocupación.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Somos contribuyentes bajo el régimen fiscal aplicable a una FIBRA, de conformidad con los artículos 187 y 188 de la LISR. La LISR, requiere que una FIBRA distribuya por lo menos una vez al año, a más tardar el 15 (quince) de marzo, al menos el 95% del Resultado Fiscal del ejercicio inmediato anterior. Nuestro 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. 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de cada Tenedor. 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:10pt; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) 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:10pt; letter-spacing:-0.5pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) Que el Asesor y 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:10pt; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> en circulación. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En la sesión del Comité Técnico celebrada el día 14 de diciembre de 2021, se </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">modificó</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> la política de distribuciones, limitando dichas distribuciones únicamente al monto establecido por la Ley del Impuesto sobre la Renta para las FIBRAS</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, ya que la política de dividendos previa establecía que, s</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">in perjuicio de lo que establecen las disposiciones en materia de Fibras en cuanto al monto mínimo que debe distribuirse, Fibra HD t</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">enía</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> como propósito maximizar el flujo que recibir</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ían</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">los</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> inversionistas</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, por lo que </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">en el supuesto </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; letter-spacing:-0.5pt">que exist</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ieran</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> circunstancias en donde se t</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">uviera</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> que pagar Distribuciones de Efectivo pero no exist</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iera</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> el efectivo suficiente para llevar </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">a </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cabo dichas Distribuciones de Efectivo y a efecto de poder cumplir los requisitos mínimos de distribución establecidos por la Legislación Aplicable</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"> podr</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ía</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> existir la posibilidad de tener que utilizar los recursos que se obt</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">uvieran</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> en futuras emisiones de capital o de deuda, venta de activos o financiamientos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">De conformidad con nuestro Fideicomiso, actualmente nuestro Comité Técnico ha adoptado la política de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">no </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">decretar Distribuciones de Efectivo</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> en tanto no se genere utilidad fiscal. Una vez que la utilidad fiscal sea positiva, las distribuciones de efectivo se harían de forma</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">anual. El Comité Técnico </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">tiene la facultad de modificar dicha política.</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">Las condiciones de entrega de las Distribuciones de Efectivo, son determinadas por nuestro Comité Técnico, el cual considera, entre otros factores, los siguientes:• Resultados reales de operación; • Nivel de flujos de efectivo retenidos; • Términos y condiciones de cualquier financiamiento; • Cualquier requerimiento relacionado con el servicio de la deuda; • Requerimientos de CAPEX; • Ingreso gravable; • Requerimientos de entrega de Distribuciones conforme la legislación aplicable; • Gastos de operación; y • Otros factores que nuestro Comité Técnico pueda considerar como importantes incluyendo el monto de distribuciones efectuadas por compañías similares.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Las Distribuciones de Efectivo que deban entregarse al amparo de 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"> 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 a cargo del Fideicomiso.</span>
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<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"> confieren a los Tenedores, de conformidad con el artículo 63, fracción II 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 (i) 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"> no otorgan derecho alguno sobre la propiedad de los Activos a sus Tenedores y (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) 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; letter-spacing:-0.5pt">Nuestros </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</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">No Amortizables.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Todos los pagos en efectivo que deban realizarse a los Tenedores de 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"> 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, México, Ciudad de México.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Banco Multiva S.A., Institución de Banca Múltiple, Grupo Financiero Multiva</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, División Fiduciaria</span>
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S.D. Indeval Institución para el Depósito de Valores, S.A. de C.V.
El 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.
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<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">, por su naturaleza y con base a 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:10pt; letter-spacing:-0.5pt">Sin embargo, las propiedades de inversión si cuentan con un avalúo anual realizado por Caldwell Banker </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Commercial</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">.</span>
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<a name="_Hlk98847867" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Certificados Bursátiles Fiduciarios Inmobiliarios en Circulación</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">432,155,640</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Certificados Bursátiles Fiduciarios Inmobiliarios en Tesorería: </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">1,653,713,259</span>
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<span style="-aw-bookmark-end:_Hlk98847867"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Número de Fideicomiso: F/1523</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fideicomisario en primer lugar: los Tenedores y el Fideicomiso de Fundadores, este último, en su carácter de Fideicomitente, por lo que se refiere al derecho previsto en el inciso (e), de la Cláusula Séptima del Fideicomiso</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fideicomisario en segundo lugar: Fideicomitentes Adherentes por lo que hace a los Activos que hubieren Aportado de tiempo en tiempo</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fideicomisario en tercer lugar: N</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">A</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Otros Fideicomisarios: N</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">A</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Asesor del Fideicomiso: Fibra HD Servicios, S.C</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Nivel de endeudamiento</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">3</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">6.76</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>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Índice de cobertura de servicio de la deud</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">a: </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">75</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">x</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Depositario: 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:10pt; letter-spacing:-0.5pt">Régimen Fiscal: Régimen </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fiscal relativo al gravamen o exención a los ingresos derivados a 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:10pt; letter-spacing:-0.5pt">Periodo que se presenta: 202</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">5</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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa área bruta rentable.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa Actinver Casa de Bolsa, S.A. de C.V., Grupo Financiero Actinver.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa los 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; letter-spacing:-0.5pt">Significa cualquier Persona que sea parte de un Contrato de Arrendamiento.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa la asamblea de Tenedores en términos de la LMV y de la LGTOC.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa Fibra HD Servicios, 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 al Fideicomiso de los Servicios de Asesoría, Administración, Representación y Planeación, y que cumpla con los requisitos a que se refiere la Cláusula Décima Segunda del Fideicomiso.</span>
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<a name="_Hlk98848196" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Asesor</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">Fiscal</span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">SKATT Asesores fiscales, S.C.</span><span style="font-family:'Book Antiqua'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> o cualquier otro despacho designado 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>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa Galaz, Yamazaki, Ruiz Urquiza, S.C. miembro de Deloitte Touche </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Tohmatsu</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">Limited</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, 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 Asesor y Administrador, del Fideicomitente, de los Fideicomitentes Adherentes y del Fiduciario.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa los Inmuebles que se destinen al arrendamiento y cuya propiedad o derechos de arrendamiento adquiera el Fiduciario o se aporten al Fideicomiso para el cumplimiento de los fines </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">del mismo</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">Significa 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; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:16.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt 0pt 6pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Cartera</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa los </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Activos que han sido adquiridos 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">, consistente en 1</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> centros comerciales, </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"> planteles educativos, 9 plantas industriales y 7 edificios de oficinas.</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>
</td>
</tr>
<tr style="height:16.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt 0pt 6pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Certificados Bursátiles Fiduciarios Inmobiliarios o </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">CBFIs</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa los certificados bursátiles fiduciarios inmobiliarios a ser emitidos por el Fiduciario de conformidad con el Fideicomiso, de conformidad con la LMV, la Circular Única de Emisoras y otras disposiciones legales aplicables, a ser inscritos en el RNV y listados en la BMV, y en su caso, otros mercados internacionales.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Circular Única de Emisoras</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa las Disposiciones de Carácter General Aplicables a las Emisoras de Valores y a otros Participantes del Mercado de Valores publicada en el Diario Oficial de la </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Federación el 19 de marzo de 2003, según la misma haya sido reformada de tiempo en tiempo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="width:257.85pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:257.85pt"></span><span style="width:30.15pt; text-indent:0pt; display:inline-block"></span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt 0pt 6pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">CNBV</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa la Comisión Nacional Bancaria y de Valores.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt 0pt 6pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt 0pt 6pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Colocación</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa la colocación de </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"> 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, 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, ya sea de manera pública o privada.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt 0pt 6pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Comité de Auditoría</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Comité de Compensaciones</span>
</p>
<p style="margin:0pt 0pt 6pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Tiene el significado que se le atribuye a dicho término en la Cláusula </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Décimo Primera</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, sección 11.04 del Fideicomiso.</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"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Tiene el significado que le atribuye a dicho término en la Cláusula </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Décimo Primera</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, sección 11.07 del Fideicomiso. </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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Comité de Nominaciones</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Tiene el significado que se le atribuye a dicho término en la Cláusula </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Décimo Primera</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, sección 11.06 del Fideicomiso. </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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt 0pt 6pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Comité de Prácticas</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Tiene el significado que se le atribuye a dicho término en la Cláusula </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Décimo Primera</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, sección 11.05 del Fideicomiso. </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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt 0pt 6pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Comité Técnico</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Tiene el significado que se le atribuye a dicho término en la Cláusula </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Décimo Primera</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, sección 11.01 del Fideicomiso.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Conducta de </span>
</p>
<p style="margin:0pt 0pt 6pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Destitución</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa respecto de cualquier Persona: (i) la sentencia o resolución judicial firme que declare a dicha Persona responsable de fraude, dolo, mala fe o negligencia inexcusable respecto de las funciones de dicha Persona; (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) una conducta criminal o un incumplimiento intencional de la ley por parte de dicha Persona (respecto del Fideicomiso o de su negocio); (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) un incumplimiento del Fideicomiso, o de los contratos que deriven del mismo; o (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) el concurso mercantil sobre dicha Persona.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Contrato de Arrendamiento</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa cualesquiera contratos de arrendamiento que sean celebrados por el Fiduciario y los Arrendatarios respecto de los Activos, así como los contratos de arrendamiento celebrados con anterioridad a la Emisión, entre los arrendatarios y los propietarios originales de los Activos.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Contrato de Asesoría y Administración</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa el contrato de prestación de servicios a ser celebrado entre el Asesor y Administrador y el Fiduciario, a través del cual se establecerán los Servicios de Asesoría, Administración, Representación y Planeación.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Contrato de Gestión Operativa, Comercialización y Mantenimiento </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa el contrato de prestación de servicios</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> a ser celebrado</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> entre el Asesor y Administrador y </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">el Fiduciario</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">a través del cual se prestan</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> los 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; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Convenio de Aportación y Adhesión</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa cada uno de los convenios a través de cuya celebración los Fideicomitentes Adherentes podrían aportar al Patrimonio del Fideicomiso, Activos y, por tanto, se adherirían al presente Fideicomiso. Los Convenios de Aportación y Adhesión relativos a cualesquiera Activos se celebrarán en términos sustancialmente iguales a los del documento que, en su caso, apruebe el Comité Técnico.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Criterios de Elegibilidad</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa aquellos criterios que se establecen en la cláusula </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Décimo</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">Tercera</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> del presente Fideicomiso, a efectos de que el Fiduciario pueda realizar Inversiones en Activos con posterioridad a la aplicación de los recursos obtenidos por las Emisiones </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">que realice el Fiduciario y de acuerdo con las instrucciones que reciba del Comité Técnico. 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; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Cuentas</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa conjuntamente la Cuenta de Colocación, la Cuenta Receptora, la Cuenta Concentradora, la Cuenta de Distribuciones y las Cuentas Adicionales.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Derechos de Arrendamiento</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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 bien Inmueble.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt 0pt 6pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Día</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt 0pt 6pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Día Hábil</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt 0pt 6pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">DOF</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa 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; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt 0pt 6pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Documentos de Emisión</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa el Fideicomiso, el Título, el Prospecto, el Contrato de Colocación, los avisos de oferta y/o 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, para futuras Emisiones, incluyendo aquéllos que se requieran para efectos de llevar a cabo Colocaciones entre inversionistas en el extranjero.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt 0pt 6pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Distribución</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) cuando </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">al </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">menos 1 (una) vez al año, a más tardar el 15 de marzo, y que al menos será el 95% (noventa y cinco por ciento) del Resultado Fiscal del Fideicomiso por el ejercicio inmediato anterior; en el entendido de que para que el Comité Técnico pueda acordar un monto de Distribución </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">superior </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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% del resultado Fiscal del Fideicomiso, se requerirá además la aprobación de la Asamblea de Tenedores.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt 0pt 6pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Distribución de Efectivo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa la Distribución más cualquier otra cantidad que el Comité Técnico determine deba ser entregada a los Tenedores (exclusivamente de 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">) en términos del Fideicomiso.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt 0pt 6pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Dólares</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa la moneda de curso legal de los Estados Unidos.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt 0pt 6pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Ejecutivos </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa las personas físicas </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">y </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">empleados que ocupen los primeros dos niveles del Asesor y Administrador (director general y directores).</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt 0pt 6pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Emisión</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa cada emisión de </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"> que realice el Fiduciario, de tiempo en tiempo en cada Fecha de Emisión, de conformidad con lo establecido en el Fideicomiso y al amparo de lo previsto por los artículos 187 y 188 de la LISR.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt 0pt 6pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">EMISNET</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa el Sistema Electrónico de Comunicación con Emisoras de Valores a cargo de la BMV.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt 0pt 6pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Estados Unidos</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa los Estados Unidos de América.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt 0pt 6pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Eventos Relevantes</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Tiene el significado atribuido a eventos relevantes en el artículo segundo y demás aplicables de la LMV.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt 0pt 6pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Fecha de Distribución de Efectivo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa la fecha en que se entregue, en su caso, las Distribuciones de Efectivo a los Tenedores conforme lo previsto en el Fideicomiso.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt 0pt 6pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Fibras</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa los fideicomisos de infraestructura y bienes raíces de conformidad con lo dispuesto en los artículos 187 y 188 de la LISR.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Fideicomisario en Primer Lugar</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa los Tenedores de 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"> y el Fideicomiso de Fundadores, este último en su carácter de Fideicomitente, por lo que se refiere al derecho previsto en el inciso (e), de la Cláusula Séptima del Fideicomiso representados por el Representante Común.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Fideicomisario en Segundo Lugar</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa los Fideicomitentes Adherentes por lo que hace a los Activos que hubieren Aportado de tiempo en tiempo.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Fideicomiso, Emisor, o Fibra HD</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa el contrato de fideicomiso irrevocable celebrado entre el Fideicomiso de Fundadores, como fideicomitente, y Banco Actinver, S.A., Institución de Banca Múltiple, Grupo Financiero Actinver, División Fiduciaria, como fiduciario, e identificado bajo el número F/1523, de fecha 17 de diciembre de 2014, 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; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Fideicomiso de Fundadores</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa el contrato de fideicomiso irrevocable celebrado por Banco Actinver, S.A., Institución de Banca Múltiple, Grupo Financiero Actinver, División Fiduciaria, actuando única y exclusivamente con el carácter de fiduciario del fideicomiso F/1868, como fideicomitente y fideicomisario, y Actinver Casa de Bolsa, S.A. de C.V., Grupo Financiero Actinver, como fiduciario, e identificado bajo el número F/1871, de fecha 11 de diciembre de 2014, según el mismo sea modificado de tiempo en tiempo.</span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Fideicomitente</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa el Fideicomiso de Fundadores.</span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Fideicomitente Adherente</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa cualquier Persona que aporte Activos al Patrimonio del Fideicomiso, por cuya aportación adquirirá para efectos del Fideicomiso los derechos y obligaciones establecidos en este Fideicomiso y en el Convenio de Aportación y Adhesión respectivo.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Fiduciario o Emisor</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa Banco Actinver, S.A., Institución de Banca Múltiple, Grupo Financiero Actinver, División Fiduciaria o sus sucesores, cesionarios, o quien sea designado subsecuentemente como fiduciario de conformidad con el Fideicomiso.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Indeval</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Reporte Anual </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa el reporte anual que elabora y publica la Emisora en términos de la Circular Única de Emisoras y la LMV.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Inmuebles</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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, que se aportarán al Patrimonio del Fideicomiso; (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) 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; letter-spacing:-0.5pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) 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; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">INPC</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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 DOF.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Inversiones en Activos</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa las inversiones que se realicen, con cargo al Patrimonio del Fideicomiso, en Activos que sean adquiridos o construidos 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; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Inversiones Permitidas</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa las inversiones del efectivo disponible que se realicen con cargo al Patrimonio del Fideicomiso de acuerdo con las instrucciones escritas que reciba el Fiduciario para tales efectos, mismas que se realizarán de conformidad con el Contrato de Fideicomiso, la Legislación Aplicable y conforme a lo previsto en la fracción III del artículo 187 de la LISR.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">ISR</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">IVA</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Legislación Aplicable</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa las leyes, reglamentos, decretos, circulares y demás ordenamientos jurídicos de carácter federal, estatal y/o municipal vigente en México.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">LGEEPA</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">LGTOC</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa 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; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">LIC</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">LIVA</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">LISR</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">LMV</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">México</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa los Estados Unidos Mexicanos.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Miembro </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Independiente</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa cualquier persona que cumpla con los requisitos del artículo 24, segundo párrafo y 26 (veintiséis) de la LMV.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">NOI</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">Net </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">Operating</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">Income</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">(NOI) </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">o </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ingreso</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Operativo Neto y se determina </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">de restar a los ingresos netos</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">los</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> gastos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> operativos de los inmuebles, incluyendo gastos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de mantenimiento</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">seguros </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> e</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> impuesto </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">predial</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, entre otros.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Oferta Pública Inicial</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Se refiere a la oferta pública inicial de </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"> de Fibra HD.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Oferta Pública de Adquisición </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, el control y la tenencia de 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"> en circulación de Fibra HD</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Oficio SAT</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa el oficio número 900-03-03-2015-26928, de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">fecha 7 de mayo de 2015,</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> emitido por el Servicio de Administración Tributaria, a través de la Administración de Normatividad Internacional “3”, mediante el cual se confirma, entre otros, que (i) al Fiduciario le es aplicable el régimen fiscal previsto por el artículo 188 de la LISR, siempre y cuando no incumpla en un futuro con los requisitos dispuestos por el artículo 187 de la LISR y demás disposiciones aplicables; (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) y el Fiduciario no pagará el IVA por la enajenación de </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"> que se emitan al amparo del Fideicomiso. </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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Patrimonio del Fideicomiso</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Tiene el significado que se le atribuye a dicho término en la Cláusula Sexta del Fideicomiso.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Periodo Mínimo de Inversión</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa el término de 4 (cuatro) años a que se refiere la fracción IV del artículo 187 de la LISR o la que en su caso se establezca por la Legislación Aplicable.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Persona</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Personas Relacionadas</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Pesos o </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Ps</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">. $.</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">PROFEPA</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Prospecto</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa el prospecto de colocación preparado para la Oferta Pública Inicial, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">conjuntamente con</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 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:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Reembolso de Capital</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Reglamento Interior </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">de la BMV</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Rentas</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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, así como derivados de los Derechos de Arrendamiento.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Representante Común</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Banco Multiva, S.A., Institución de Banca Múltiple, Grupo Financiero Multiva</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"> División Fiduciaria</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> quién será el representante común de los Tenedores de 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">, o quien sea designado 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; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Resultado Fiscal</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Tiene el significado que se atribuye a dicho término en los artículos 9 (nueve) y 10 (diez) de la LISR, según dicho término 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; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">RNV</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa el Registro Nacional de Valores.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">SEMARNAT</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa la Secretaría del Medio Ambiente y Recursos Naturales.</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>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Servicios de Asesoría y Administración</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"> Representación y Planeación</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa los servicios de Asesoría, Administración, representación y planeación que prestará el Asesor y Administrador al Fideicomiso, en términos del Contrato de Asesoría y Administración.</span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">SHCP</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<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">Significa la Secretaría de Hacienda y Crédito Público.</span>
</p>
</td>
</tr>
<tr style="height:7.15pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Tenedores</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<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">Significa los tenedores de uno o más de 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">.</span>
</p>
<p style="margin:0pt 0.05pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:30pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Título</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa el título que documenta 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"> emitidos por el Fideicomiso y que se encuentra depositado ante Indeval.</span>
</p>
</td>
</tr>
<tr style="height:2.3pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:129.95pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Transacciones de Formación</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:299.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Significa todos y cada uno de los actos y operaciones conforme</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">a las cuales se consolidó la adquisición de los 6 primeros Activos que integraron la Cartera Inicial.</span>
</p>
</td>
</tr>
</table>
<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>
<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>
<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>
<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>
<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>
<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:10pt; letter-spacing:-0.5pt">La información contenida en este resumen ejecutivo fue seleccionada y obtenida de este Reporte Anual.</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"> 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 </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">“Información General –Factores de Riesgo”</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) de este Reporte Anual.</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"> Las referencias que se hacen en este Reporte Anual a “Fideicomiso”, “Fibra HD” y “Emisor” se refieren al Fideicomiso</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, junto con su subsidiaria Fibra HD Servicios, S.C. a la que se refiere como el “Asesor y Administrador”</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">. Las referencias en el presente Reporte Anual al “Fiduciario” son a Banco Actinver, S.A., Institución de Banca Múltiple, Grupo Financiero Actinver, División Fiduciaria, en su carácter de fiduciario del Fideicomiso. 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 </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">“Información General –Glosario de Términos y Definiciones” </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">de este Reporte Anual. </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; font-weight:bold; font-style:italic; letter-spacing:-0.5pt">Las principales características de Fibra HD son:</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; letter-spacing:-0.5pt">El Fideicomiso se constituyó el 17 de diciembre de 2014 y fue modificado el 18 de mayo de 2015, de conformidad con la Legislación Aplicable. </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Se tiene la intención de que siga aplicándose a Fibra HD el régimen fiscal de una Fibra conforme a los artículos 187 y 188 de la LISR</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">. 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. Así mismo, 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 siempre ligadas a las ventas del Arrendatario, ajustándose a lo previsto por la LISR. Más aún, 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) de los activos 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, entre otros requisitos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times 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 siguientes son las principales características de Fibra HD:</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 29.94pt; text-indent:0pt; text-align:justify; padding-left:6.06pt; font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Enfocada preponderantemente a la adquisición de Activos que, a juicio de nuestro Comité Técnico o Asamblea de Tenedores, según sea el caso, sean de elevada calidad, cuenten con inquilinos solventes y que ofrezcan tasas de capitalización mayores a las que se observan en las propiedades que forman parte preponderante de los portafolios de las Fibras que actualmente cotizan en el Mercado de Capitales.</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="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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Diseñada para operar la Cartera de Inmuebles y llevar a cabo las inversiones a través de una sociedad civil de la cual la Fibra es socio al 99.9% (el Asesor y Administrador). Consideramos que dicho formato de administración “internalizado” se traducirá en ganancias, mejores márgenes de utilidad para la Fibra y consecuentemente en mayores beneficios para los Tenedores de </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">.</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; font-weight:bold; font-style:italic; letter-spacing:-0.5pt">La propuesta de valor de Fibra HD descansa sobre las siguientes consideraciones:</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 29.94pt; text-indent:0pt; text-align:justify; padding-left:6.06pt; font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Consideramos que el mercado mexicano de bienes raíces, especialmente en el segmento de propiedades comerciales de tamaño medio y pequeño, está visiblemente fragmentado.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<ol start="2" 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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Consideramos que dichas propiedades tienden a ofrecer una relación de renta a valor del inmueble más elevada que la que se observa en propiedades de mayor tamaño.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<ol start="3" type="a" style="margin:0pt; padding-left:0pt">
<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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Consideramos que mediante la adquisición de un número elevado de Activos con estas características es posible conservar el elevado rendimiento al tiempo que la volatilidad de los ingresos de un paquete cuantioso de pequeñas propiedades disminuye.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<a name="_Toc505938647" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">La Visión de Negocio.</span><span style="-aw-bookmark-end:_Toc256000217"></span><span style="-aw-bookmark-end:_Toc256000122"></span><span style="-aw-bookmark-end:_Toc256000029"></span><span style="-aw-bookmark-end:_Toc414637488"></span><span style="-aw-bookmark-end:_Toc414900580"></span><span style="-aw-bookmark-end:_Toc415173946"></span><span style="-aw-bookmark-end:_Toc421656288"></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; letter-spacing:-0.5pt">El pasado 14 de octubre de 2021, Fibra Plus concluyó con la Oferta Pública de Adquisición (OPA) que lanzó por hasta el 100% de 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"> en circulación de Fibra HD. Conforme a lo divulgado por Fibra Plus, el resultado final fue una adquisición del 70.9% de 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"> en circulación de la emisora, equivalente a 309,974,328 </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">, por lo que, a partir del cuarto trimestre de 2021, los estados financieros de Fibra HD se consolidan en el balance de Fibra Plus, siendo esta última la empresa controladora. No obstante, Fibra HD </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">continúa cotizando de forma independiente y reportando sus resultados por separado, dado </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">que Fibra </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Plus</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> aún no consolida el 100% de tenencia del Fideicomiso.</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">En línea con lo anterior, Fibra Plus y Fibra HD replantearon la visión de negocio del nuevo vehículo consolidado y de Fibra HD por sí misma, con el objeto de establecer una ruta de crecimiento sostenido a través de una estructura de capital sana, una administración interna y profesional y una estrategia clara de adquisiciones y desinversiones. </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">En tal sentido, la nueva estructura organizacional de Fibra HD se basa en dos ejes principales: (i) la operación, administración y comercialización de inmuebles estabilizados y (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">i</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">i</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) la adquisición de activos de oportunidad</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"> así como la rotación, remodelación o reconversión de activos identificados.</span>
</p>
<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">Los objetivos de</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">l</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> plan de negocios son la creación y administración de:</span>
</p>
<p style="margin:0pt">
<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 30.4pt; 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">Una Fibra escalable capaz de agregar una Cartera de Activos estabilizados de elevada calidad. </span>
</li>
<li style="margin:0pt 0pt 0pt 30.4pt; 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">Una Fibra diversificada capaz de actuar con resiliencia ante la volatilidad de nuestra Cartera sin sacrificar su rentabilidad.</span>
</li>
<li style="margin:0pt 0pt 0pt 30.4pt; 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">Una Fibra capaz de ofrecer a los Tenedores de </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"> una sana estructura financiera, con rendimiento y distribuciones con base en flujo real sostenible. </span>
</li>
<li style="margin:0pt 0pt 0pt 30.4pt; 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">Una Fibra que en el mediano plazo alcance una escala tal que sus Tenedores de </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"> puedan beneficiarse de la creciente liquidez de 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">. </span>
</li>
<li style="margin:0pt 0pt 0pt 30.4pt; 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">Una Fibra que cuente con una administración internalizada que permitirá que los Tenedores de </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"> se beneficien de las economías de escala que deriven de su crecimiento. </span>
</li>
</ul>
<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">Como se comentó previamente, Fibra Plus completó el día 14 de octubre de 2021, la adquisición del 70.9% de los certificados bursátiles fiduciarios inmobiliarios de Fibra HD. Derivado de lo anterior, en la Asamblea de Tenedores de 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"> FIBRAHD 15 celebrada el 3 de diciembre de 2021, se aprobó la </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">recomposición del Comité Técnico de FIBRA HD.</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 0pt 12pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Al cierre del 31 de diciembre</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; letter-spacing:-0.5pt"> 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"> el Comité Técnico se consolidaba con los siguientes integrantes</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; letter-spacing:-0.5pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto">
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<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Nombramiento</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:148.1pt">
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
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<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Propietario </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Presidente</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 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Gustavo Felipe Tomé Velázquez</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Miembro</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 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Gustavo Adolfo Ramírez Berrueta</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Miembro</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 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Miguel Navarro De La Torre</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Miembro</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
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<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:153.45pt">
<p style="margin:0pt 0pt 12pt">
<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">Miembro Independiente</span>
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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">Eliser García Macdonel </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Miembro Independiente</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
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<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:153.45pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Sergio Alberto Férez Bitar</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Miembro Independiente</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 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Adrián Urbina Galicia</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; letter-spacing:-0.5pt">Ajustes a la Administración y al Plan de Negocios respecto del Plan Original de FIBRA HD.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En la sesión del Comité Técnico celebrada el día 14 de diciembre de 2021, se aprobaron los siguientes lineamientos para el Plan de Negocios de la FIBRA.</span>
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<li style="margin:0pt 0pt 0pt 30.4pt; 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">Modificación de la política de distribuciones, limitando dichas distribuciones únicamente al monto establecido por la Ley del Impuesto sobre la Renta para las FIBRAS.</span>
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<p style="margin:0pt 0pt 0pt 38.8pt; text-align:justify">
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<li style="margin:0pt 0pt 0pt 30.4pt; 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">Cancelación del contrato de operación existente entre FIBRA HD Servicios, S.C. y Colliers Rems México, S.A. de C.V., transitando hacia un esquema operativo totalmente internalizado.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ratificación de la política de apalancamiento, estableciendo como límite el 50% LTV.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ratificación del objetivo de negocios de FIBRA HD de construir y administrar un portafolio de inmuebles estabilizados generadores de flujos.</span>
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<li style="margin:0pt 0pt 0pt 30.4pt; 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">Las consecuencias más importantes derivadas del ajuste al plan de negocios son:</span>
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<li style="margin:0pt 0pt 0pt 46.45pt; text-indent:0pt; text-align:justify; padding-left:3.2pt; font-family:serif; font-size:10pt; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Mejora de la rentabilidad de FIBRA HD, reduciendo gastos operativos.</span>
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<li style="margin:0pt 0pt 0pt 46.45pt; text-indent:0pt; text-align:justify; padding-left:3.2pt; font-family:serif; font-size:10pt; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Elevación de los niveles de capitalización de la FIBRA toda vez que se eliminan las distribuciones por concepto de retornos de capital.</span>
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<li style="margin:0pt 0pt 0pt 46.45pt; text-indent:0pt; text-align:justify; padding-left:3.2pt; font-family:serif; font-size:10pt; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Mejora de la capacidad de pago y amortización de la deuda de la FIBRA, al retenerse los Flujos de Efectivo correspondientes a las reservas de depreciación y otras reservas.</span>
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<p style="margin:2pt 0pt 0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<a name="_Toc505938648" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">La Misión de Negocio.</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:_Toc421656289"></span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Las actividades centrales de nuestro negocio son:</span>
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<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; padding-left:8.4pt; font-family:serif; font-size:10pt; letter-spacing:-0.5pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Adquirir y Administrar Activos de calidad capaces de generar rendimientos atractivos que nos permitan ofrecer una utilidad de operación competitiva. </span>
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<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; padding-left:8.4pt; font-family:serif; font-size:10pt; letter-spacing:-0.5pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Procurar el adecuado mantenimiento, cobranza, administración, comercialización y desempeño de nuestras propiedades, y en su caso llevar a cabo las mejoras que nos permitan elevar su rentabilidad en el corto plazo.</span>
</li>
<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; padding-left:8.4pt; font-family:serif; font-size:10pt; letter-spacing:-0.5pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Procurar la mejora continua del perfil de nuestros Arrendatarios a fin de incrementar la rentabilidad de nuestros Activos al tiempo que reducimos la volatilidad potencial de los flujos.</span>
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<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; padding-left:8.4pt; font-family:serif; font-size:10pt; letter-spacing:-0.5pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Fortalecer nuestra lista de potenciales adquisiciones a fin de estar en condiciones de incrementar el tamaño de nuestra </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">c</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">artera con rapidez y de forma sostenida.</span>
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<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; padding-left:8.4pt; font-family:serif; font-size:10pt; letter-spacing:-0.5pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Fortalecer nuestra red de relaciones con corredores inmobiliarios, desarrolladores, </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">a</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">rrendatarios de marcas con presencia nacional y local, y en general con todos los agentes participantes en nuestro segmento de la industria para consolidar nuestra presencia en la industria de Fibras.</span>
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<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; padding-left:8.4pt; font-family:serif; font-size:10pt; letter-spacing:-0.5pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Construir una relación de confianza con nuestros Tenedores de </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt"> mediante la total transparencia de nuestras actividades, el diálogo cercano y la conducción de una sana dinámica de trabajo entre los órganos de gobierno de la Fibra y el Asesor y Administrador.</span>
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</p>
<p style="margin:2pt 0pt 0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<a name="_Toc505938649" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Estrategia de Posicionamiento de Fibra HD.</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:_Toc421656290"></span></a>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">Advertencia sobre la subjetividad del Plan de Negocios.</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">Esta sección está basada en diversas opiniones sobre el estado que guarda actualmente la industria de Fibras, y a partir de ellos se plantean ciertos diferenciadores que constituyen el eje de la estrategia en nuestro Plan de Negocios.</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; letter-spacing:-0.5pt">Conviene advertir que los juicios de valor que se presentan a continuación corresponden a la percepción del Asesor y Administrador y pueden no corresponder a los lectores de este Reporte Anual o a los de los analistas u otros participantes en el sector.</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">Nuestro Plan de Negocios adolece inevitablemente de la subjetividad del Fideicomitente y el inversionista debe ser advertido de ello.</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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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">Caracterización del modelo de negocio de las Fibras.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Las Fibras que hoy existen en el mercado se caracterizan por:</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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<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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Enfocados en propiedades y carteras de gran escala con tasas de rentabilidad mediana. De hecho, si bien las tasas de capitalización de esos inmuebles son mayores que las que vemos 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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Suelen contar con reservas de efectivo importantes entre los ciclos de capitalización y han tendido a incrementar el componente de desarrollo de bienes raíces a su estrategia.</span>
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<p style="margin:0pt 0pt 0pt 72pt; text-align:justify">
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Eje Estratégico </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">1</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">. Administración internalizada.</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; letter-spacing:-0.5pt">Fibra HD tiene una estructura tal que: las figuras y funciones del Asesor y del Administrador recaen en una sola entidad. El Asesor y Administrador se</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> identifica</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> como una sociedad civil; en donde Fibra HD es socio al 99.9% de esta sociedad civil y sus órganos colegiados autorizan presupuestos, inversiones, nómina, nombramientos y demás factores que inciden en los gastos y funciones del Asesor y 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; font-style:italic">Eje Estratégico </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">2</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">. Preponderantemente haremos adquisiciones.</span>
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<p style="margin:0pt 0pt 0pt 108pt; text-align:justify">
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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">Tenemos un modelo de negocio orientado preponderantemente a la adquisición de Activos que estén generando flujos, aprovechando el brazo desarrollador de Fibra Plus para potencializar la capacidad de generación de ingresos de los activos en operación, de forma eficiente, ya sea realizando ampliaciones del ABR y remodelando o reconvirtiendo inmuebles</span><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; letter-spacing:-0.5pt">Fibra HD tiene como objetivo principal proporcionar retornos atractivos con riesgo ajustado a largo plazo a los Tenedores, mediante Distribuciones de Efectivo estables y la apreciación de sus Activos. Dicho objetivo se logrará creando, de manera selectiva, una cartera diversificada de Activos, con Inmuebles estratégicamente ubicados y que se destinarán predominantemente al arrendamiento.</span>
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<p style="margin:2pt 0pt 0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<a name="_Toc505938650" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Modelo de Negocio.</span><span style="-aw-bookmark-end:_Toc256000220"></span><span style="-aw-bookmark-end:_Toc256000125"></span><span style="-aw-bookmark-end:_Toc256000032"></span><span style="-aw-bookmark-end:_Toc414637491"></span><span style="-aw-bookmark-end:_Toc414900583"></span><span style="-aw-bookmark-end:_Toc415173949"></span><span style="-aw-bookmark-end:_Toc421656291"></span></a>
</p>
<p style="margin:2pt 0pt 0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<a name="_Toc505938651" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">Modelo de Administración.</span><span style="-aw-bookmark-end:_Toc256000221"></span><span style="-aw-bookmark-end:_Toc256000126"></span><span style="-aw-bookmark-end:_Toc256000033"></span><span style="-aw-bookmark-end:_Toc414637492"></span><span style="-aw-bookmark-end:_Toc414900584"></span><span style="-aw-bookmark-end:_Toc415173950"></span><span style="-aw-bookmark-end:_Toc421656292"></span></a>
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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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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La administración de nuestra Cartera y de las adquisiciones que hagamos en el futuro estará</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">n</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> a cargo del Asesor y Administrador en los términos del Contrato de Asesoría y Administración, de tal suerte que deja en manos especializadas la complejidad del manejo cotidiano de una Cartera que esperamos crezca considerablemente en tamaño y diversidad. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Nos referimos, de manera enunciativa más no limitativa a las actividades siguientes:</span>
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</p>
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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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Conformar, evaluar y ajustar el equipo de asesoría y administración de los Activos que integran la Cartera.</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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Elaborar un resumen de cada Contrato de Arrendamiento en el que queden identificados, los ingresos de renta y todos los datos correspondientes al contrato de que se trate, los ingresos adicionales cobrados, los derechos de preferencia, las opciones de renovación, uso de exclusiones, entre otros.</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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Crear un informe integral de gastos de la propiedad (servicios, impuestos, etc.) para ser compartido con el Asesor y Administrador. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Examinar y revisar los alcances y las especificaciones para contratar todos los servicios que se requieran para la operación de los Activos que integran la Cartera. Así como asegurar una oferta competitiva de todos los servicios contratados y el costo de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">los mismos</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">Crear y entregar un plan para la retención de los arrendatarios, estableciendo de inmediato relaciones y comunicaciones sólidas y confiables.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Preparar el presupuesto de cada Activo y presentarlo para su aprobación al Comité Técnico de Fibra HD.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Completar un informe minucioso de cada Activo, que incluya, entre otros, la condición del Activo, las oportunidades de optimización y el desarrollo de un plan de inversiones y gastos de capital a largo plazo para los Activos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Iniciar medidas necesarias en situaciones de emergencia, notificando por escrito al Asesor y Administrador.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Revisar y atender lo relacionado con la facturación, créditos o recibos de pago, cuentas de bancos, rentas, pólizas de seguros, correspondencia escrita, documentos técnicos y toda la información y reportes requeridos para la administración de la propiedad en custodia para dirigirla al Fideicomiso.</span>
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<a name="_Toc505938652" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">Modelo de Inversiones.</span><span style="-aw-bookmark-end:_Toc256000222"></span><span style="-aw-bookmark-end:_Toc256000127"></span><span style="-aw-bookmark-end:_Toc256000034"></span><span style="-aw-bookmark-end:_Toc414637493"></span><span style="-aw-bookmark-end:_Toc414900585"></span><span style="-aw-bookmark-end:_Toc415173951"></span><span style="-aw-bookmark-end:_Toc421656293"></span><span style="-aw-bookmark-end:_Toc505938652"></span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Oportunidades de Mercado</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fibra HD se consolida como un vehículo de inversión estratégico, diseñado para capitalizar la creciente demanda de activos industriales y comerciales premium. Ante el dinamismo de la economía mexicana, la Fibra se posiciona para absorber el flujo de inversiones derivado del </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">, aprovechando la relocalización de cadenas de suministro que exige infraestructura logística de alta calidad. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Considerando que el sector inmobiliario en México mantiene amplias zonas con potencial sin explotar, Fibra HD proyecta un crecimiento sostenido impulsado por tendencias macroeconómicas y geográficas favorables. Estas condiciones permiten: (i) La optimización de ingresos con el incremento gradual en los niveles de ocupación y ajuste al alza en las tasas de rentas; (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) La expansión del portafolio con la identificación de nodos logísticos clave para el desarrollo y adquisición de nuevos inmuebles con vocación industrial y se servicios.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Gracias a su régimen fiscal y operativo, Fibra HD goza de una agilidad financiera superior para acceder a los mercados de deuda y capital en condiciones competitivas. Esta flexibilidad es fundamental para: (i) Ejecutar adquisiciones estratégicas de manera oportuna; (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) Financiar proyectos de largo plazo con alto potencial de plusvalía; (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) Mantener una estructura de capital sólida frente a ciclos económicos volátiles.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La vasta red de relaciones institucionales de nuestro equipo administrador, sumada a un acceso preferente a futuras oportunidades de inversión, garantiza una fuente constante de nuevos negocios. Este enfoque proactivo no solo busca expandir la presencia de Fibra HD en el mercado, sino maximizar la rentabilidad y el valor generado para nuestros Tenedores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">I</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">nversiones</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> selectivas</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic"> en atractivas oportunidades de adquisición</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">, así como desinversiones asertivas</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fibra HD junto con el Asesor y Administrador ha desarrollado un proceso continuo de búsqueda de Inmuebles a ser llevado a cabo por el Asesor y Administrador para identificar y analizar oportunidades de adquisición, así como de desinversión para activos no estratégicos bajo el entorno económico actual y sus perspectivas.</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">El portafolio pendiente de desinversión se compone de 2</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> activos, con un valor avaluó de </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">501</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> millones de pesos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y una tasa de ocupación del </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">79</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">Al </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cierre del año</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, se </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">registraron </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">en negociación </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> propiedades: </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Agencia Suzuki, los colegios IPETH y La Calma, el portafolio Burger King y Down Town Santa Fe,</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> l</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">a</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">s cuales suman </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">648</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">mdp</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">Se espera que Fibra HD se enfoque en adquisiciones de Activos estabilizados a efecto de tener ingresos estables a través de altas tasas</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">de ocupación y control adecuado de gastos, sin embargo, también se aprovecharán oportunidades para adquirir Inmuebles no </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">estabilizados,</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> pero con ubicaciones privilegiadas y con el potencial de crecer sostenidamente. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fibra HD llevará a cabo adquisiciones y desinversiones de activos con base en la asesoría del Asesor y Administrador conforme se identifiquen buenas oportunidades, que sean rentables y presenten un margen de prudente riesgo financiero y administrativo. En cuanto a las adquisiciones, se pagarán con los recursos derivados de créditos, emisiones de capital o deuda, conforme a lo previsto en la Legislación Aplicable. No obstante que Fibra HD intentará acceder al mercado de capitales para sus necesidades de fondeo, también buscará alternativas que optimicen su perfil financiero.</span>
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<a name="_Toc505938653" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">Modelo de Comercialización.</span><span style="-aw-bookmark-end:_Toc256000223"></span><span style="-aw-bookmark-end:_Toc256000128"></span><span style="-aw-bookmark-end:_Toc256000035"></span><span style="-aw-bookmark-end:_Toc414637494"></span><span style="-aw-bookmark-end:_Toc414900586"></span><span style="-aw-bookmark-end:_Toc415173952"></span><span style="-aw-bookmark-end:_Toc421656294"></span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Nuestro modelo de comercialización descansa la aplicación de metodologías de gestión compatibles con estándares internacionales y probados en México. La gestión y comercialización de nuestros Activos se llevará a cabo por nuestro Asesor y Administrador, quien cuenta con amplia experiencia y competencia validada por la gestión previa y concurrente con la pandemia. Dicha gestión abarca tanto la administración y cobranza de los inquilinos actuales como la comercialización de nuestros Activos con el propósito de mejorar continuamente su rentabilidad.</span>
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<a name="_Toc505938654" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Principales Inmuebles.</span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Nuestra Cartera está integrada 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">por </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> propiedades estabilizadas que se adquirieron con los recursos de la Oferta Pública Inicial, de la suscripción de derechos preferentes, de las líneas de crédito, y de las Ofertas Públicas de Certificados Bursátiles Fiduciarios. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Características generales de la Cartera 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">:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Al 31 de diciembre del 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"> la cartera está integrada por </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> propiedades estabilizadas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Es una cartera diversificada compuesta por propiedades destinadas al comercio, actividades industriales, educativas y de oficina. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La mayoría de las</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> propiedades provienen de propietarios que no son parte relacionada ni de la FIBRA ni del operador de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">l</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">os inmuebles, por lo que han pasado de una administración </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">semi-profesional</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> a una administración profesional.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El Área Bruta </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Rentable (ABR) total es de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">291</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">0</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">00</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">m2, registrando un 9</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">89</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% de ocupación sobre la superficie adquirida y pagada.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Las propiedades se encuentran ubicadas en 24 ciudades y 19 estados de la república, predominantemente en el centro, occidente, sureste y norte del territorio nacional. Destacan el Estado de México y la Ciudad de México, que concentran en conjunto un 3</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">% de la ABR.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El componente comercial de la cartera se integra por 1</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> propiedades, con un total de 1</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">44</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">111</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> m2 de ABR; registrando un 9</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4.4</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% de ocupación sobre la superficie adquirida y pagada.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El componente industrial se integra por 9 propiedades con un total de 94,50</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"> m2 de ABR, registrando un </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">100</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% de ocupación.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El componente de instituciones educativas de la cartera se integra por </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"> propiedades, con un total de 3</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">5,409</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> m2 de ABR; registrando un </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">100</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% de ocupación.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El componente de oficinas de nuestra cartera se integra por </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> propiedades, con un total de 1</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">7</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">322</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">m2 de ABR, registrando un </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">60.3</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% de ocupación.</span>
</li>
</ol>
<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"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">CARTERA DE PROPIEDADES</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
</p>
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width="626" height="365" alt="Imagen que contiene Mapa

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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">EVOLUCIÓN DEL PORTAFOLIO </span>
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" 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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; letter-spacing:-0.5pt">[Sección de página intencionalmente en blanco]</span>
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<br style="page-break-before:always; clear:both" /><a name="_Hlk163491437" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Resumen de la Información Financiera</span><span style="-aw-bookmark-end:_Toc505938655"></span></a>
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<span style="-aw-bookmark-end:_Hlk163491437"></span><span style="font-family:'Times New Roman'; font-size:10pt">A continuación, se presentan las tablas con la información financiera de los cuatro Estados Financieros básicos Auditados del Fideicomiso, mismas que deberán ser revisadas en conjunto con los Estados Financieros Auditados del </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">, 202</span><span style="font-family:'Times New Roman'; font-size:10pt">4</span><span style="font-family:'Times New Roman'; font-size:10pt"> y 202</span><span style="font-family:'Times New Roman'; font-size:10pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt"> del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Fideicomiso Irrevocable No. F/1523</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(Banco Actinver, S. A., Institución de Banca Múltiple, Grupo Financiero Actinver) y Subsidiaria</span>
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<p style="margin:0pt 0pt 3pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; font-style:italic">Estados consolidados de situación financiera</span>
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<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">5</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">, 202</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">4</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> y 202</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">3</span>
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<img 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" width="578" height="705" alt="" style="margin:0pt 9pt; -aw-left-pos:14.2pt; -aw-rel-hpos:margin; -aw-rel-vpos:paragraph; -aw-top-pos:15.6pt; -aw-wrap-type:through; float:left" /><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold; color:#800000">(En pesos)</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; font-weight:bold"> </span>
</p>
<p style="margin:0pt; line-height:11pt; 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; line-height:11pt; 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:11pt; font-weight:bold">Fideicomiso Irrevocable No. F1523</span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(Banco Actinver, S. A., Institución de Banca Múltiple, Grupo Financiero Actinver) y Subsidiaria</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 3pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic">Estados consolidados de resultados</span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Por los años que terminaron al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">5</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">, 202</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">4</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> y 202</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">3</span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">(En pesos)</span>
</p>
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<img 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<p style="margin:0pt; line-height:12pt; 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><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:14pt; font-weight:bold"> </span>
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<p style="margin:0pt; line-height:14pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:14pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; line-height:14pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:14pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Fideicomiso Irrevocable No. F/1523</span>
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<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(Banco Actinver, S. A., Institución de Banca Múltiple, Grupo Financiero Actinver) y Subsidiaria</span>
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<p style="margin:0pt; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 3pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic">Estados consolidados de cambios en el patrimonio </span>
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<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Por los años que terminaron al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">5</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">, 202</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">4</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> y 202</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">3</span>
</p>
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">(En pesos)</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"> </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"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:12pt; 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; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Fideicomiso Irrevocable No. F/1523</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">(Banco Actinver, S. A., Institución de Banca Múltiple, Grupo Financiero Actinver) y Subsidiaria</span>
</p>
<p style="margin:0pt 0pt 3pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic">Estados consolidados de flujos de efectivo</span>
</p>
<p style="margin:0pt; line-height:8.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Por los años que terminaron el 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">5</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">, 202</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">4</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> y 202</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">3</span>
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<p style="margin:0pt; line-height:8.7pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">(En pesos)</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt">Las notas adjuntas son parte de los estados financieros consolidados.</span>
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<p style="margin:0pt">
<a name="_Hlk98862679" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Principales Eventos Relevantes Relacionados </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">con los Factores de Riesgo</span><span style="-aw-bookmark-end:_Toc505938656"></span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Durante el periodo al que se refiere este Reporte Anual, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fibra HD </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">y g</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">racias a la buena gestión del Administrador y la combinación de negocios con Fibra </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Plus, y</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> derivado de la contratación de un crédito sindicado </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">en diciembre </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">de 202</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4</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"> este se dispuso en enero del 2025, permitiendo ampliar el perfil de vencimiento y mejorando las condiciones de deuda de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fibra </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">HD </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"> dicho </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">crédito sindicado, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">fue </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">por </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ps</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">3,15</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">0 millones, con BBVA como agente colocador. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El ingreso operativo creció </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; letter-spacing:-0.5pt">601</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">millones de pesos a </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">13</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">millones de pesos. La utilidad neta creció </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">se </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ubic</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ó</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> en </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">392</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> millones de pesos.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> De esta manera, el endeudamiento (LTV) se situó </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">en </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">6.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">7</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 el ICD (calculado conforme al anexo AA) </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">en </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">75</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">x</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">Al 31 de diciembre del 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">, los ingresos por arrendamiento sumaron Ps.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">613</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> millones, un </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">2.01</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% por arriba de los ingresos registrados el año anterior.</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">La ocupación total del portafolio</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> se ubicó</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">en el </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">9</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">9</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% al</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> cierre del año 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">, y la vigencia promedio de los contratos de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">se ubica en </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4.0</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> años a 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">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Para determinar si un evento es material al punto de considerarse relevante, el criterio que sigue la Administración consiste en determinar si dicho evento pudiera afectar adversa y significativamente al plan de negocios y/o si dicho acontecimiento tuviera un impacto tal que su efecto económico superara el 10% de los ingresos totales anuales de Fibra HD.</span>
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<span style="-aw-bookmark-end:_Hlk98862679"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
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<p style="margin:2pt 0pt 0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Resumen de Cumplimiento de los Principales Contratos</span><span style="-aw-bookmark-end:_Toc505938657"></span>
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<a name="_Hlk98862841" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span></a>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En la sesión del Comité Técnico celebrada el día 14 de diciembre de 2021, se aprobó la cancelación del contrato de operación existente entre FIBRA HD Servicios, S.C. y Colliers Rems México, S.A. de C.V., para transitar hacia un esquema operativo totalmente internalizado.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
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<p style="margin:2pt 0pt 0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Procesos Judiciales o Administrativos</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">A la fecha del presente Reporte Anual, no tenemos conocimiento de la existencia de procedimientos Judiciales, Administrativos o Arbitrales que tengan impacto material en la situación legal y financiera de Fibra HD.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Se considera que tiene impacto material una incidencia judicial o administrativa cuando la contingencia que se genere represente 10% o más de los ingresos anuales de Fibra HD.</span>
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<span style="-aw-bookmark-end:_Hlk98862841"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
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<p style="margin:2pt 0pt 0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<a name="_Hlk98863166" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Cumplimiento del Plan de Negocios</span><span style="-aw-bookmark-end:_Toc505938659"></span></a>
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<a name="_Toc505938660" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt"> </span></a>
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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">El 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"> fue año enfocado en la generación de eficiencias operativas y financieras, así como en la rotación de activos hacia inmuebles estratégicos con mejor rentabilidad. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ambos puntos sentaron las bases para la visión de crecimiento hacia el 202</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de Fibra HD, la cual consiste en reposicionar a Fibra HD como un vehículo industrial, enfocado en propiedades mayoritariamente industriales y estabilizadas, con baja exposición al desarrollo, una valuación de mercado más alineada a los Fibras industriales comparables, mayor escala y liquidez, y una menor concentración de tenedores, lo que se traducirá en mayor flujo para el pago de dividendos.</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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En enero de 2025, Fibra HD consolidó con éxito el refinanciamiento de su crédito sindicado, liderado por BBVA. La operación destacó por una sólida confianza del sector bancario, registrando una sobredemanda del 25.4%. El grupo de prestamistas quedó integrado por instituciones de alto nivel: BBVA, Bancomext, BanBajío y Multiva. </span>
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<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; letter-spacing:-0.5pt">Esta transacción representa una mejora sustancial en la flexibilidad financiera de la Fibra a través de los siguientes pilares: (i) Extensión de plazos, logrando ampliar el vencimiento de la deuda por dos años adicionales, trasladando el compromiso principal hasta el 2029; (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) Eficiencia en el Flujo </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">de Caja, realizando una transición de un esquema de amortización lineal a uno de amortización creciente. Este ajuste optimiza la liquidez de la Fibra durante los primeros años el crédito, liberando flujo de efectivo disponible para operación e inversión. (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) Líneas Complementarias, con la estructura permitiendo la disposición de una línea de crédito revolvente adicional, alineada con los costos financieros y condiciones del mercado.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Con el objetivo de dinamizar nuestro portafolio, hemos potenciado la Subdirección de Desinversiones, una unidad estratégica ratificada por el Consejo Directivo para gestionar de manera exclusiva la salida de activos no estratégicos. El fortalecimiento de esta área busca imprimir mayor agilidad a la rotación de capital, bajo dos directrices claras: (i) Des apalancamiento, priorizando el uso de los recursos </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">obtenidos para la reducción de deuda, fortaleciendo la salud financiera de la Fibra; (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) Reenfoque del portafolio, reinvirtiendo el capital en activos que cumplan con los nuevos estándares de rentabilidad y visión de negocio de la Fibra.</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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El portafolio pendiente de desinversión se compone de 2</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> activos, con un valor avaluó de </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">501</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> millones de pesos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y una tasa de ocupación del </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">79</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">Al </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cierre del año</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, se </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">registraron </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">en negociación </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> propiedades: </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Agencia Suzuki, los colegios IPETH y La Calma, el portafolio Burger King y Down Town Santa Fe,</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> l</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">a</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">s cuales suman </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">648</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">mdp</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">Durante el ejercicio de 2025, la gestión estratégica de Fibra HD se centró en la aceleración del programa de desinversión de activos no estratégicos, un proceso supervisado por el Consejo Directivo con el firme objetivo de robustecer la liquidez, fortalecer la posición financiera y facilitar la transición hacia un portafolio con mayor alineación estratégica. Este dinamismo se vio reflejado en la recepción de 38 ofertas por 20 inmuebles, alcanzando un monto agregado de 3,156 millones de pesos y un </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cap</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">rate</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> promedio de 10.97%. Al cierre del año, las operaciones concluidas sumaron un total de 324 millones de pesos, desglosados en las ventas de Barrio Reforma Niza por 55 millones de pesos, La Roca por 128.5 millones de pesos, San Antonio por 76 millones de pesos y Sevilla por 17.1 millones de pesos, consolidando así la salida de activos que ya no formaban parte del núcleo del negocio.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Este proceso de desinversión es una pieza fundamental de la transformación donde Fibra HD inicia una nueva etapa de especialización como un vehículo </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">enfocado exclusivamente en el sector industrial, Bajo una estrategia de valor agregado (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">value-add</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">), el fideicomiso se posiciona ahora como una plataforma de inversión que prioriza el flujo de efectivo mediante activos industriales medianos y pequeños que atienden a jugadores locales. Este enfoque estratégico permite capturar oportunidades en nichos actualmente desatendidos, logrando retornos superiores, flujos dolarizados bajo contratos NNN y una estructura escalable que incrementa la bursatilidad y el valor para los Tenedores, equiparando la valuación de la Fibra con los referentes industriales más sólidos del mercado.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Para materializar esta cisión, durante el segundo trimestre de 2025, la Asamblea de Tenedores aprobó una reorganización integral de activos entre Fibra HD y Fibra Plus. Esta estrategia, formalizada mediante la reestructura implica la transferencia de activos y la correspondiente cesión de deuda asociada. En la primera fase, ya concluida, Fibra HD reubicó 22 activos no industriales hacia Fibra Plus por un valor de 3,956 millones de pesos, lo que incluyó la cesión de los tramos A y C del crédito sindicado por un saldo insoluto de 1,246.8 millones de pesos. Actualmente, el fideicomiso conserva el portafolio industrial y las propiedades comerciales remanentes en el proceso de desinversión.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Por otra parte, la culminación de este reposicionamiento estratégico se dará con la ejecución de la segunda fase, consistente en la adquisición del portafolio industrial de Fibra Plus y la recepción de sus créditos asociados con Bancomext y Sabadell, con saldos de 26.3 y 11.7 millones de dólares respectivamente. Se estima que esta integración finalice durante el segundo trimestre de 2026, consolidando a Fibra HD como un vehículo industrial puro, generador de dividendos atractivos y con una estructura financiera optimizada para capitalizar las tendencias de crecimiento industrial en el país.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Pasando a los resultados financieros 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">, la utilidad de la operación o EBITDA creció de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">395</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> millones de pesos a </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">404</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> millones de pesos, con un incremento en la eficiencia de las propiedades de inversión reflejada en el margen operativo de</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 65.75</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>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La ocupación global del portafolio fue de 94.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">9</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">%, con vencimiento promedio de 4.0</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> años. Es importante señalar que cerca del </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">60</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% de los contratos de arrendamiento tienen vencimiento posterior al año 202</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">7</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, lo que refleja una concentración de vencimientos sana. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Durante el año 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">, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">d</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">estaca que la ocupación de los activos industriales y educativos</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">A</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">l cierre del año 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"> se ubicó en el 100%, mientras que la ocupación de los activos comerciales fue superior al 9</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4.43</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">Con respecto a los litigios contra Celtic, cuyo objeto de demanda es de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">337</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">millones de pesos, estamos en proceso de apelación del juicio resolutivo por el pago parcial de las rentas adeudadas. </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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En el balance, los activos totales sumaron </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">8,040</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> millones de pesos, 6.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">02</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% por arriba de su valor en el 202</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4</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">Durante 2025, el valor de las propiedades de inversión se situó en 6,</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">374</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> millones de pesos, lo que representa una ligera disminución del 1</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">.80</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% comparado con los 6,491 millones registrados al cierre de 2024. Este ajuste en el valor total del portafolio se explica principalmente por la ejecución estratégica de desinversiones, destacando la conclusión de las ventas de Niza, La Roca, San Antonio y Sevilla, las cuales sumaron 278 millones de pesos. No obstante, el desempeño operativo se mantuvo sólido, logrando una ganancia por valuación de activos de 251 millones de pesos, lo que demuestra la plusvalía y eficiencia de los inmuebles que permanecen en la cartera tras el crecimiento del 6.3% observado el año anterior.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Lo anterior, aunado a las amortizaciones de capital (esto último fue compensado por la revaluación del peso frente al dólar que impactó al alza la deuda en dólares), benefició el </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">desapalancamiento</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> del Fideicomiso en términos de LTV, el cual pasó de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">39</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% al cierre del </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">202</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, a 3</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">6</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">7</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% al cierre 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">, mientras que el ICD, calculado conforme al anexo AA, fue </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">de 2.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">75</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">x</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Ambos indicadores muestran una sólida posición financiera con altos niveles de solvencia y generadora de flujo estabilizado.</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:'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">El patrimonio al cierre de diciembre fue de 4,</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">724</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> millones de pesos, por lo que el valor en libros por CBFI finalizó en </span><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">93</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> pesos (vs </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">10.02</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> del 202</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4</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">Durante 2025, Fibra HD continuó avanzando en la incorporación de criterios ambientales, sociales y de gobierno corporativo, en línea con su visión de largo plazo y con las mejores prácticas del mercado.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Entre las principales acciones emprendidas en materia ASG durante el ejercicio, destacan las siguientes:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Se publicó el quinto Informe de Sostenibilidad correspondiente al periodo 2024, reflejando el compromiso de la Fibra con la creación de valor a través de estándares, políticas, programas y estrategia ASG. </span>
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<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Derivado del análisis realizado por 3Lotus, se definieron los inmuebles que serán certificados en la primera etapa del plan 2025-2026 bajo la certificación Edge </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Advanced</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, entre los que se encuentran </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Cataviña</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, Carmen Center, La Cantera, Nave Industrial Chichimeco y Nave Industrial Durango. </span>
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<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Se elaboraron y actualizaron materiales relacionados con la identificación y administración de riesgos, avanzando en la recopilación de información necesaria para la actualización de la matriz de riesgos. </span>
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<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Se recibió por parte de S&P Global el reporte de análisis de riesgos físicos del 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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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Durante el último trimestre del año se llevaron a cabo auditorías en sitio a tres inmuebles como parte del proceso de certificación Edge </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Advanced</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">. </span>
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<li style="margin:0pt 0pt 8pt 23pt; text-indent:0pt; text-align:justify; line-height:108%; padding-left:13pt; font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Adicionalmente, se avanzó en capacitaciones en materia de prevención de lavado de dinero, así como en diversas actividades relacionadas con sostenibilidad y formación interna. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El Consejo Directivo considera que estos avances contribuyen a fortalecer la gestión integral de la Fibra y a incorporar de manera progresiva criterios de sostenibilidad en la operación y administración del portafolio.</span>
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<span style="-aw-bookmark-end:_Hlk99096701"></span><span style="-aw-bookmark-end:_Hlk98863166"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
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<p style="margin:2pt 0pt 0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Política de Endeudamiento de Fibra HD.</span><span style="-aw-bookmark-end:_Toc505938660"></span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La Política de Endeudamiento de Fibra HD está basada en la necesidad de asegurar la continuidad y el crecimiento del negocio del Fideicomiso. El principal objetivo de dicha política es asegurar la disponibilidad de los recursos necesarios para la adquisición de los inmuebles que, a juicio del Asesor y Administrador, así como del Comité Técnico del Fideicomiso, cumplen con los lineamiento</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">s</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y las autorizaciones necesarios para formar parte de la Cartera de Fibra HD, procurando costos de acarreo mínimos, y siempre y cuando las otras fuentes del financiamiento (por ejemplo, suscripciones, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">follow-ons</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, etc.) se hayan agotado o no están disponibles. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Las herramientas para la instrumentación y la implementación de la política de endeudamiento de Fibra HD son la deuda bancaria, la deuda bursátil, o una combinación de ambas. Para tales efectos, Fibra HD tiene la flexibilidad de acudir a los mercados de valores y a las instituciones de crédito para obtener sus financiamientos. El Comité Técnico podrá revisar de tiempo en tiempo las políticas de endeudamiento del 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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<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<a name="_Hlk69795831" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span></a>
</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">
<a name="_Hlk35859490" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El 13 de enero de 2017 la CNBV emitió a favor de Fibra HD el oficio número 153/9908/2017, 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 3265-4.15-2017-001 por un monto de hasta $2,500,000,000.00 (dos mil quinientos millones de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Pesos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 00/100 Moneda Nacional) (el “Programa de Deuda”) o su equivalente en </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Dólares</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 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 (“</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">CBF</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">I</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">s</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">”) como le sea instruido en su momento a la Emisora. </span></a>
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</ul>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
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<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 2 de octubre de 2019 se presentó y autorizó el plan de remediación en la Asamblea General Ordinara de Tenedores, por lo que el 28 de noviembre de 2019, se cumplió con dicho plan de remediación al llevar a cabo las emisiones con clave de pizarra Fibra HD 19 y Fibra HD 19U, al amparo del Programa de Deuda, por un monto total de $2,199,999,389.64.</span>
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<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
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<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">El 12 de junio de 2020 Fibra HD, llevó a cabo la amortización anticipada total de los certificados bursátiles fiduciarios con clave de pizarra Fibra HD 18U. Dicha amortización anticipada total se realizó con los recursos derivados de las emisiones con clave de pizarra Fibra HD 19 y Fibra HD 19U.</span>
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<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 </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cebures</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Fibra HD 19, por $1,388,261,200, se amortizó la totalidad de dichos certificados, haciendo uso del crédito sindicado con BBVA.</span>
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<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</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">l</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> programa de colocación, bajo el número 3265-4.15-2023-024 por un monto de hasta </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ps</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">. 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 (“</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">CBF</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">I</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">s</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">”) como le sea instruido en su momento a la Emisora.</span>
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<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
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<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">Durante diciembre de 2024 se ejecutó el refinanciamiento del crédito sindicado con BBVA. Destacó la sobredemanda del 25.4% por parte de 5 instituciones. En esta operación participaron BBVA, Bancomext, BanBajío y Multiva. Este refinanciamiento conllevará a un incremento del flujo de efectivo a partir de 2025, al cambiar de una amortización lineal a una amortización creciente que beneficia los primeros años de la vida del crédito, además de que mejoró el vencimiento en 2 años, para pasarlo al 2029, y permitió una disposición adicional de una línea revolvente y costos financieros de mercado. Para mitigar el riesgo de fluctuación en tasas de interés, en 2025 cerramos coberturas de derivados que soportarán un ahorro de los intereses provenientes de este crédito.</span>
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<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>
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<p style="margin:0pt 0pt 0pt 32.15pt; text-align:justify; background-color:#ffffff">
<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">En tal respecto, el Índice de Cobertura de Servicio de la Deuda (ICD) de Fibra HD al cierre </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">del</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 4T2</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 de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">2.</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">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"> y</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 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>
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<p style="margin:0pt 0pt 0pt 36pt">
<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; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
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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:'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; letter-spacing:-0.5pt">Características de la emisión Fibra HD 19U, la cual sigue vigente a la fecha de este reporte</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 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:362.25pt">
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<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>
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<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>
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<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>
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<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"> </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 $</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">811,738,189.64</span>
</p>
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<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">CBF</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">I</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">s</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>
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<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">CBF</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">I</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">s</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>
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<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>
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<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>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fecha de Vencimiento</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">15 de noviembre de 2029</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Periodicidad de Pago de Intereses</span>
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<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>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Tasa de Interés</span>
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<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>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Calificación HR Ratings de México</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">"HR AA" con perspectiva estable</span>
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<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>
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<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">negativa</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Garantía</span>
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<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">CBF</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">I</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">s</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>
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<a name="_Toc505938661" href="#" ><span style="-aw-bookmark-end:_Hlk69795831"></span><span style="-aw-bookmark-end:_Hlk35859490"></span><span style="font-family:'Times New Roman'; font-size:12pt"> </span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Política de Capitalización de Fibra HD.</span><span style="-aw-bookmark-end:_Toc256000226"></span><span style="-aw-bookmark-end:_Toc256000131"></span><span style="-aw-bookmark-end:_Toc256000038"></span><span style="-aw-bookmark-end:_Toc414637497"></span><span style="-aw-bookmark-end:_Toc414900589"></span><span style="-aw-bookmark-end:_Toc415173955"></span><span style="-aw-bookmark-end:_Toc421656297"></span><span style="-aw-bookmark-end:_Toc505938661"></span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Es intención de Fibra HD 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">. 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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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fibra HD podrá recibir capitalizaciones adicionales con recursos de Fibra P</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">lus</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> en el contexto de operaciones de suscripción en los términos del Contrato de Fideicomiso.</span>
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<a name="_Toc505938662" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Política para cumplir con la Legislación Aplicable.</span><span style="-aw-bookmark-end:_Toc256000227"></span><span style="-aw-bookmark-end:_Toc256000132"></span><span style="-aw-bookmark-end:_Toc256000039"></span><span style="-aw-bookmark-end:_Toc414637498"></span><span style="-aw-bookmark-end:_Toc414900590"></span><span style="-aw-bookmark-end:_Toc415173956"></span><span style="-aw-bookmark-end:_Toc421656298"></span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El Fideicomiso al ser una entidad con valores listados en la BMV, deberá 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.</span>
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<a name="_Toc505938663" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Política de Distribución.</span><span style="-aw-bookmark-end:_Toc256000228"></span><span style="-aw-bookmark-end:_Toc256000133"></span><span style="-aw-bookmark-end:_Toc256000040"></span><span style="-aw-bookmark-end:_Toc414637499"></span><span style="-aw-bookmark-end:_Toc414900591"></span><span style="-aw-bookmark-end:_Toc415173957"></span><span style="-aw-bookmark-end:_Toc421656299"></span></a>
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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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fibra HD cumplirá estrictamente con lo dispuesto 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 Activos destinados al arrendamiento. Así mismo, los Contratos de Arrendamiento seguirán siendo celebrados con cláusulas que establezcan 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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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fibra HD está obligada a distribuir, a más tardar el 15 de marzo, al menos el 95% (noventa y cinco por ciento) del Resultado Fiscal del Fideicomiso a los Tenedores</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 al menos el 70% (setenta por ciento) de los activos 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, entre otros requisitos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, por lo que</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"> una vez que se apruebe la Distribución correspondiente por parte del Comité Técnico, éste deberá instruir por escrito al Fiduciario la entrega de las Distribuciones a los Tenedores. </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Cualquier Distribución diferente al 95% de</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">l </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Resultado Fiscal requerirá la aprobación de la mayoría de los Miembros Independientes de</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">l</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Comité Técnico. 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. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En la sesión del Comité Técnico celebrada el día 14 de diciembre de 2021 se </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">modificó</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> la política de distribuciones</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> anterior</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, limitando dichas distribuciones únicamente al monto establecido por la Ley del Impuesto sobre la Renta para las FIBRAS</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, ya que la política de dividendos previa establecía que, s</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">in perjuicio de lo que establecen las disposiciones en materia de Fibras en cuanto al monto mínimo que debe distribuirse, Fibra HD t</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">enía</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> como propósito maximizar el flujo que recibir</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ían</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">los</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> inversionistas</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, por lo que </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">en el supuesto </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; letter-spacing:-0.5pt">que exist</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ieran</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> circunstancias en donde se t</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">uviera</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> que pagar Distribuciones de Efectivo pero no exist</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iera</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> el efectivo suficiente para llevar </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">a </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cabo dichas Distribuciones de Efectivo y a efecto de poder cumplir los requisitos mínimos de distribución establecidos por la Legislación Aplicable</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"> podr</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ía</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> existir la posibilidad de tener que utilizar los recursos que se obt</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">uvieran</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> en futuras emisiones de capital o de deuda, venta de activos o financiamientos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">De conformidad con </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">el</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Fideicomiso, actualmente </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">el</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Comité Técnico ha adoptado la política de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">no </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">decretar Distribuciones de Efectivo</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> en tanto no se genere utilidad fiscal. La política de distribuciones cumplirá en todo momento con lo que marca la ley del impuesto sobre la renta.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de que cada Tenedor sea titular.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 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:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(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>
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<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">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) 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>
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<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">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) Que el Asesor y 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:10pt; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> en circulación.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Las condiciones de entrega de las Distribuciones de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Efectivo</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> serán determinadas por el Comité Técnico, el cual podrá considerar, entre otros factores, los siguientes: </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">resultados reales de operación;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">nivel de flujos de efectivo retenidos;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">términos y condiciones de cualquier financiamiento;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cualquier requerimiento relacionado con el servicio de la deuda;</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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">requerimiento de CAPEX</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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ingreso gravable;</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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">requerimientos de entrega de Distribuciones conforme la Legislación Aplicable;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">gastos de operación; y</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">otros factores que el Comité Técnico pueda considerar como importantes incluyendo el monto de distribuciones efectuadas por compañías similares.</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; 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; letter-spacing:-0.5pt">Para </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">más información</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> sobre las Distribuciones, ver “</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">2. El Fideicomiso – 2.1. Historia y Desarrollo de Fibra HD – 2.1.5. Distribución de Efectivo a los Tenedores</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"> </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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
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<p style="margin:0pt; text-align:justify; line-height:14pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<a name="_Toc505938664" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Estructura de Fibra HD</span></a>
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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; letter-spacing:-0.5pt">Fibra HD es un Fideicomiso de Infraestructura y Bienes Raíces. El principal fin del Fibra HD es la adquisición y/o desarrollo y/u operación, así como rotación y/o reconversión de Inmuebles que se destinen al arrendamiento o a la adquisición del derecho a percibir ingresos provenientes del arrendamiento de dichos Inmuebles, 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:'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; letter-spacing:-0.5pt">Para efectos de lo anterior, Fibra HD ha emitido </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"> para colocarlos entre el gran público inversionista a través de la Bolsa Mexicana de Valores, S.A.B. de C.V.</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>
</p>
<p style="margin:0pt; text-align:justify">
<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"> confieren a los Tenedores, de conformidad con los</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 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 conferirán 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> no otorgarán derecho alguno a sus Tenedores sobre la propiedad de los Activos y (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) no generan a cargo del Fideicomiso la obligación de pago de principal ni de intereses. </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>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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 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">Cualesquier Tenedor 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> en circulación tiene 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 el Fideicomiso).</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">En términos del Fideicomiso, el Fideicomitente tiene la facultad, durante los primeros cinco años contados a partir de la realización de la Oferta Pública inicial, de nombrar al menos al 45% de los miembros no independientes del Comité Técnico, así como al </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">presidente</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> del Comité Técnico.</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">Fibra HD es administrada por el Asesor y Administrador, que es una sociedad civil de la cual Fibra HD es socio al 99.9%. El Asesor y Administrador está a cargo de identificar las oportunidades de inversión, ponerlas a consideración del Comité Técnico y, en su caso, gestionar las inversiones y desinversiones del Patrimonio del Fideicomiso.</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">A continuación, se incluyen diversos diagramas que muestran la estructura de la operación y estructura corporativa.</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">Destacan los siguientes elementos.</span>
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<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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Se trata de una Fibra administrada internamente, de tal forma que el Asesor y Administrador es una Sociedad Civil en la cual participa Fibra HD con el 99.9%</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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Los fideicomitentes tienen la capacidad de nombrar al Grupo de Dirección, que incluye al </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">presidente</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> del Comité Técnico y hasta el 45% de sus miembros </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">no independientes</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"> El experto financiero en este comité es </span><span style="font-family:'Times New Roman'; font-size:10pt">Rodrigo González Zerbi</span><span style="font-family:'Times New Roman'; font-size:10pt"> y </span><span style="font-family:'Times New Roman'; font-size:10pt">Adrián</span><span style="font-family:'Times New Roman'; font-size:10pt"> Urbina Galicia.</span>
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<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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El Comité Técnico está conformado de la siguiente manera:</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Al cierre del 31 de diciembre </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; letter-spacing:-0.5pt">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"> el Comité Técnico se consolidaba con los siguientes integrantes, sin embargo, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">a principios de 2025</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">derivado de la salida de dos consejeros, se sumaron: Sergio Alberto Férez Bitar y </span><span style="font-family:'Times New Roman'; font-size:10pt">Eliser</span><span style="font-family:'Times New Roman'; font-size:10pt"> García Macdonel.</span><span style="font-family:'Times New Roman'; font-size:10pt"> Por lo que el comité queda conformado por 7 miembros.</span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt">
<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"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto">
<tr>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:145pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Nombramiento</span>
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<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:166.3pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Propietario </span>
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<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:145pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Presidente</span>
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<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:166.3pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Gustavo Felipe Tomé Velázquez</span>
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<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:145pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Miembro</span>
</p>
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<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:166.3pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Gustavo Adolfo Ramírez Berrueta</span>
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<tr>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:145pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Miembro</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:166.3pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Miguel Navarro De La Torre</span>
</p>
</td>
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<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:145pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Miembro</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:166.3pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Rodrigo González Zerbi</span>
</p>
</td>
</tr>
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<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:145pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Miembro Independiente</span>
</p>
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<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:166.3pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Eliser García Macdonel </span>
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<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Miembro Independiente</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:166.3pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Sergio Alberto Férez Bitar</span>
</p>
</td>
</tr>
<tr style="height:3.85pt">
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:145pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Miembro Independiente</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:166.3pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Adrián Urbina Galicia</span>
</p>
</td>
</tr>
</table>
</div>
<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">Nueva estructura del Fideicomiso, posterior a la Oferta Pública de Adquisición</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; 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">Durante enero de 2024 FIBRA PLUS adquirió a través del mercado de valores títulos de FIBRA HD, por lo que estimamos que a</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">la fecha de este reporte tiene cerca de 95% de tenencia.</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"> </span>
</p>
<p style="margin:0pt; text-align:justify">
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" 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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Para más información ver “</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">El Fideicomiso - Estructura del Fideicomiso</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">” y “</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">Administrador del Patrimonio del Fideicomiso - Historia y Desarrollo del Administrador de los Activos –Estructura Corporativa</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">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; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) 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; letter-spacing:-0.5pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) 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; letter-spacing:-0.5pt">La inversión en 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"> implica riesgos. Se deben considerar cuidadosamente los siguientes factores de riesgo además de la información contenida en otras secciones de este Reporte Anual previo la adquisición de 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">. 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; letter-spacing:-0.5pt">Los posibles inversionistas deberán hacer un análisis particular sobre las consecuencias legales, fiscales, financieras y de otra índole implícitas en la adquisición de 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">, tomando en cuenta las ventajas de invertir en ellos, los riesgos involucrados y sus propios objetivos de inversión. Los posibles inversionistas no deben considerar o utilizar el contenido de este Reporte Anual como una recomendación legal, fiscal, de inversión o de ningún tipo por parte de las Personas que lo suscriben. En todo caso, se aconseja a los futuros inversionistas consultar con sus propios asesores respecto de la adquisición, participación o disposición de su inversión en 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">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Se recomienda a los posibles inversionistas no basarse en el desempeño histórico que se establece en este Reporte Anual para tomar decisiones de hacer o no hacer inversiones en 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">. La información relativa al desempeño de Fibra HD que se establece en este Reporte Anual ha sido auditada y verificada en forma limitada por un tercero independiente. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; letter-spacing:-0.5pt">Factores de riesgo relacionados con los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; letter-spacing:-0.5pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El Patrimonio del Fideicomiso no tendrá 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; letter-spacing:-0.5pt">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 Bienes que se han aportado o que se aporten al Patrimonio del Fideicomiso. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">El Fideicomiso es emisor no de garantía.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El Fideicomiso es un contrato mediante el cual los Tenedores, en calidad de Fideicomisarios en Primer Lugar, adquieren derecho a recibir la entrega de Distribuciones de Efectivo de 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"> 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> está sujeta a que el Fiduciario reciba fondos suficientes derivados de las inversiones en los Activos. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> no son instrumentos adecuados para cualquier inversionista.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Invertir en 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"> implica la compra de instrumentos con características diferentes a los de deuda y capital, ambos habitualmente ofertados en la BMV; 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; letter-spacing:-0.5pt">CBFIs</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; font-weight:bold; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">. Ni el Asesor y Administrador, ni el Fiduciario, ni el Fideicomitente, ni el Representante Común, ni cualesquiera de sus afiliadas o subsidiarias ni los Intermediarios Colocadores serán responsables de realizar las Distribuciones de Efectivo al amparo de 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"> 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; letter-spacing:-0.5pt">Falta de liquidez de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Aunque el mercado de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">FIBRAs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> en México ha mostrado un crecimiento constante en capitalización y número de emisores, persiste el riesgo de baja liquidez para ciertos certificados. La inscripción de 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"> en el RNV y su listado en la BMV (o BIVA) no garantiza la existencia de un mercado de negociación activa ni con volúmenes recurrentes.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Históricamente, el volumen de operación diaria de 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"> en el mercado secundario puede ser limitado y estar concentrado en las emisoras de mayor capitalización. Por lo tanto: </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Riesgo de Salida: No puede asegurarse que un inversionista podrá enajenar sus títulos en el momento deseado o a un precio competitivo.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Volatilidad de Precio: El precio de mercado puede fluctuar significativamente por debajo de su Valor Neto de Activos (NAV) o de su precio de colocación inicial, debido a la baja profundidad del mercado.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Perfil de Inversión: Los inversionistas deben considerar que 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"> podrían requerir un horizonte de inversión de largo plazo y asumir el riesgo de falta de liquidez inmediata.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Aun cuando el Fideicomiso actuará sólo como un vehículo de pago a través del cual los Tenedores de 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"> 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; font-weight:bold; letter-spacing:-0.5pt">El régimen fiscal aplicable a las Fibras ha estado evolucionando y fue modificado recientemente; en consecuencia, no se puede garantizar que las leyes y reglamentos referentes a las Fibras y cualquier interpretación relacionada con los mismos sufran cambios que afecten a Fibra HD de un modo adverso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El régimen fiscal aplicable a las Fibras ha estado evolucionando y fue modificado recientemente; en consecuencia, no se puede garantizar que las leyes y reglamentos referentes a las Fibras y cualquier interpretación relacionada con los mismos sufran cambios que afecten a Fibra HD de un modo adverso. Los artículos 187 y 188 </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ed</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> la LISR entraron en vigor el 1º de enero de 2004 y otras normas legales fueron modificadas entre marzo y junio de 2010, así como en 2014. No hay ninguna garantía de que las 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 </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">a los requisitos para calificar como FIBRA, o que no cambiarán en una forma adversa para las operaciones del Fideicomiso. Específicamente, durante 2025, se ha observado una tendencia de fiscalización más estricta por parte de las autoridades para asegurar el cumplimiento del límite del 70% de activos en bienes raíces y la transparencia total de los beneficiarios controladores. Asimismo, la integración de criterios de sostenibilidad y gobernanza (ESG) en las normativas de reporte financiero ha añadido nuevas capas de cumplimiento para mantener la competitividad del régimen. En la medida en que las autoridades fiscales competentes </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">proporcionen normas más específicas o cambien los requisitos para calificar como FIBRA, se podrá exigir el Fideicomiso ajustar su estrategia de operaciones para cumplir con dichas modificaciones. Cualquier ley o regulación nueva o cambio de la legislación existente podría proporcionar flexibilidad adicional, pero también podría inhibir la capacidad de Fibra HD para perseguir las estrategias que ja escogido. Si Fibra HD fuera incapaz de mantener su calificación como una FIBRA, ya sea por reformas legislativas o por una interpretación administrativa más rigurosa en 2026, 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y su capacidad para hacer Distribuciones.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ni Fibra HD, ni el Fideicomitente, ni los Fideicomitentes Adherentes, ni el Asesor y Administrador, ni los Intermediarios Colocadores, ni el Representante Común o cualesquiera de sus afiliadas o subsidiarias de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">estos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 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; font-weight:normal; letter-spacing:-0.5pt">Por otro lado, al no existir certeza sobre las reformas que eventualmente pudiera sufrir el régimen fiscal aplicable, ni el Fideicomiso, ni el Fiduciario, ni el Fideicomitente, ni los Fideicomitentes Adherentes, ni el Asesor y Administrador, ni los Intermediarios Colocadores 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; font-weight:normal; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; letter-spacing:-0.5pt"> a sus 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; letter-spacing:-0.5pt">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; 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">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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 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; letter-spacing:-0.5pt">CBFIs</span><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:11pt; 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> en tesorería.</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; 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">Fibra HD cuenta 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"> con </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">432,155,640</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">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> en circulación, suscritos y pagados, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">quedando en tesorería </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">1,653,713,259</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">CBFIs</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>
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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:'Times New Roman'; font-size:11pt"> </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; letter-spacing:-0.5pt">Factores de Riesgo relacionados con los Activos.</span>
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<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; letter-spacing:-0.5pt">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 HD.</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; letter-spacing:-0.5pt">Los ingresos de Fibra HD provienen de las Rentas y, en su caso, de los Derechos de Arrendamiento. Como resultado de lo anterior, el desempeño de Fibra HD 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 HD o, en su caso, ejercer sus derechos de terminación anticipada. Pretendemos 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, y por lo tanto incumple sus obligaciones de arrendamiento, el desempeño financiero de Fibra HD podría verse afectado negativamente.</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">Adicionalmente, la solicitud de concurso mercantil o insolvencia de los Arrendatarios puede afectar adversamente las Rentas que generen los Activos. No obstante que un número importante de los arrendamientos relacionados con los Activos se encuentran garantizados, la solicitud de concurso mercantil o insolvencia de los Arrendatarios podría dar lugar a la terminación de sus Contratos de Arrendamiento, lo que podría afectar negativamente la condición financiera de Fibra HD 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 HD para cobrar los saldos adeudados y pagos de Rentas futuras.</span>
</p>
<p style="margin:0pt; text-align:justify; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; page-break-after:avoid">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Los eventos o circunstancias que lleguen a afectar las áreas en donde los Inmuebles relacionados con nuestros Activos se encuentran geográficamente concentrados podrían afectar la condición financiera de Fibra HD.</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">Además de las condiciones económicas regionales, nacionales e internacionales, el desempeño operativo de Fibra HD depende de las condiciones económicas de los mercados específicos en los cuales los Bienes Inmuebles están ubicados. </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; letter-spacing:-0.5pt">Una parte importante de los Inmuebles relacionados con nuestros Activos tienen arrendamientos que vencen dentro de los próximos años, si Fibra HD fuera incapaz de renovar dichos Contratos de Arrendamiento o si fuera incapaz de arrendar los Inmuebles relacionados con nuestros Activos con los niveles de renta existentes o por encima de ellos, el ingreso por concepto de Rentas podría verse afectado adversamente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<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">, los Inmuebles relacionados con los Activos que integran la Cartera se encontraban ocupados en un </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">94.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">9</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">%, en términos de superficie rentable adquirida y pagada. A dicha fecha, el promedio ponderado de la vigencia de los Contratos de Arrendamiento relacionados con nuestros Activos es de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4.</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">3</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">años.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> No es posible asegurar</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> que los Contratos de Arrendamiento serán renovados o que los Inmuebles relacionados con nuestros Activos serán arrendados nuevamente. En el grado en que los Inmuebles relacionados con nuestros Activos, o parte de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">estos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, permanezcan desocupados durante periodos extensos, Fibra HD podrá recibir menos ingresos o no recibir ingresos derivados de estos Activos. Además, el valor de reventa de un Activo podría disminuir debido a que el valor de mercado de un Activo en particular depende principalmente del valor de los Contratos de Arrendamiento relacionados con el mismo.</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">El desempeño de Fibra HD depende de la capacidad para mantener e incrementar la ocupación de los Inmuebles relacionados con nuestros Activos, así como mantener o incrementar las tasas de las Rentas. Diversos factores, incluyendo la presión de precios competitivos en nuestros mercados y la incertidumbre actual en la economía global, podrían provocar que las tasas de Rentas que se cobran a los Arrendatarios permanezcan sin cambios o disminuyan, y la capacidad de Fibra HD para mantener las actuales tasas o aumentar dichas tasas podría estar limitada. Las tasas de las Rentas para los Contratos de Arrendamientos que están por vencer podrían ser más altas que aquellas que se pueden cobrar para los nuevos arrendamientos, y también Fibra HD podría tener que ofrecer mayores concesiones que antes. En consecuencia, no se puede garantizar que los Inmuebles relacionados con nuestros Activos serán arrendados nuevamente con tasas de Rentas iguales o mayores a las Rentas actuales o a reducciones de renta sustanciales, mejoras a los Arrendatarios, derechos de terminación anticipada u opciones de renovación favorables a los Arrendatarios no serán ofrecidos para atraer nuevos Arrendatarios o para retener a los ya existentes. Si Fibra HD no es capaz de obtener suficientes tasas de rentas para la cartera, el desempeño financiero de Fibra HD se vería afectado negativamente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; 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; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">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 HD. 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 HD se verá 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>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(i)</span><span style="width:26.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cambios adversos en condiciones económicas y demográficas locales, nacionales o internacionales tales como la reciente desaceleración económica global;</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">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:23.78pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">desocupación o incapacidad de rentar espacio en términos favorables;</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">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:21pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cambios adversos en las condiciones financieras de los Arrendatarios y los compradores de los Activos;</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">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:21.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">incapacidad para cobrar la Renta a los Arrendatarios o falta de pago de los Derechos de Arrendamiento, en su caso;</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">(v)</span><span style="width:24.34pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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>
</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">(vi)</span><span style="width:21.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">competencia de otros inversionistas en Inmuebles comerciales con capital significativo, incluyendo otras compañías de inversión en Inmuebles, otras Fibras y fondos de inversión institucionales;</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">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">vii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:18.78pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">reducciones en el nivel de demanda de espacio comercial y cambios en la estimación relativa de los Inmuebles;</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">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">viii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:16pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">aumentos en la oferta de espacios comerciales y de uso mixto;</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>
</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">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ix</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:21.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">fluctuaciones en tasas de interés, las cuales podrían afectar adversamente la capacidad de Fibra HD o del Asesor y Administrador, o la capacidad de los compradores y arrendatarios, para obtener financiamiento en condiciones favorables; </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">(x)</span><span style="width:24.34pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">aumentos en gastos, incluyendo, sin limitarse a ellos, costos de seguros, costos laborales, precios de energía, valuaciones inmobiliarias y otros impuestos y costos de cumplimiento de la Legislación Aplicable y políticas gubernamentales, y restricciones a la capacidad de Fibra HD o del Asesor y Administrador de trasladar gastos a los Arrendatarios;</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">(xi)</span><span style="width:21.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">mayor rotación de Arrendatarios que la esperada;</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">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">xii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:18.78pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">incapacidad en proporcionar un mantenimiento adecuado a los Inmuebles relacionados con nuestros Activos;</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">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">xiii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:16pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">aumento de la delincuencia en las áreas en donde se ubican los Activos de Fibra HD;</span>
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<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; letter-spacing:-0.5pt">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">xiv</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:16.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">percepción negativa sobre la conveniencia y atractivo de las regiones donde se ubican los Activos de Fibra HD;</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:'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">xv</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:19.34pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">aumentos no anticipados en los costos relacionados con condiciones adversas conocidas o no conocidas;</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:'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">xvi</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:16.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">exceso en la construcción o sobreoferta en el mercado; </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Además, los periodos de desaceleración económica, recesión o crisis tales como las que sufren las economías desarrolladas, aumentos en las tasas de interés o 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 incidencia de moras bajo los Contratos de Arrendamientos existentes. Si Fibra HD o el Asesor y 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y la capacidad para hacer Distribuciones de Efectivo y para satisfacer cualquier obligación del servicio de la deuda futura, podrían afectarse de un modo importante y de forma adversa.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Las acciones de los competidores de Fibra HD pueden disminuir, prevenir aumentos en, el nivel de ocupación y tasas de renta de los Activos, o pueden afectar la capacidad de Fibra HD para hacer crecer su patrimonio.</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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Las acciones de los competidores de Fibra HD pueden disminuir, o prevenir aumentos en, el nivel de ocupación y tasas de renta de los Activos, o pueden afectar la capacidad de la Fibra para hacer crecer su patrimonio. Fibra HD compite directamente con otros propietarios, desarrolladores y operadores de inmuebles en México, algunos de los cuales poseen activos con características similares y en los mismos mercados estratégicos. El sector inmobiliario en México ha alcanzado un alto grado de institucionalización. Como resultado, la competencia con instituciones de gran escala y recursos superiores a los de Fibra HD se ha intensificado. Adicionalmente, la incursión de nuevos fondos internacionales y vehículos de inversión atraídos por la relocalización de cadenas de suministro (</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">) ha incrementado significativamente las presiones competitivas, especialmente en los sectores industriales y de usos mixtos. Algunos competidores directos cuentan con estructuras de capital más robustas, lo que les permite aceptar mayores niveles de riesgo o adquirir reservas territoriales estratégicas antes que Fibra HD. En el entorno actual de 2026, factores como la eficiencia energética, la conectividad digital avanzada y las certificaciones de sustentabilidad de los inmuebles de la competencia representan una ventaja comparativa que podría reducir las oportunidades de inversión para la Fibra. Asimismo, si los competidores ofrecieron espacios a tasas de renta inferiores a las de mercado o con incentivos de gracia más agresivos, Fibra HD correría el riesgo de perder arrendatarios clave, viéndose presionada a reducir sus tasas de renta para retener su base actual. Además, el desarrollo de inmuebles competidores más modernos, con mejor ubicación logística o con infraestructura adaptada a las nuevas demandas tecnológicas, podría afectar adversamente el rendimiento financiero y la valoración de los activos de Fibra HD.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">El crecimiento de Fibra HD depende de fuentes externas de capital, las cuales pueden no siempre estar en términos favorables.</span>
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<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; letter-spacing:-0.5pt">El crecimiento de Fibra HD depende de fuentes externas de capital, las cuales pueden no siempre estar disponibles en términos favorables. Fibra HD pretende crecer a través de la adquisición de propiedades, para lo cual contempla recurrir a financiamientos a través de deuda o capital. El fideicomiso podría no estar en posición de aprovechar oportunidades de inversión atractivas si no le es posible acceder a los mercados de capitales oportunamente y en términos favorables. El acceso al capital depende de factores sobre los cuales se tiene poco o nulo control, incluyendo las condiciones generales de mercado y la percepción de los ingresos actuales y potenciales de Fibra HD. Históricamente, la disponibilidad de financiamiento en México ha sido limitada y las tasas de interés suelen ser menos competitivos respecto a países desarrollados. Si bien los efectos directos de la </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">post-pandemia</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> han madurado, el entorno financiero en 2025 y el inicio de 2026 se ha caracterizado por una volatilidad persistente en las tasas de referencia y una política monetaria restrictiva para controlar la inflación, lo que ha elevado el costo del servicio de la deuda. Además, a economía continúa exhibiendo incertidumbres derivadas de factores geopolíticos, tensiones comerciales y la reciente volatilidad en el tipo de cambio, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">factores que influyen en la liquidez disponible para el sector inmobiliario. Si esta inestabilidad deriva en la incapacidad de Fibra HD para </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">obtener capital en condiciones satisfactorias, la Fibra podría no estar en posición de realizar las inversiones necesarias para expandir el negocio o cumplir con sus obligaciones y vencimientos. Los compromisos financieros presentes y futuros bajo líneas de crédito podrían restringir la flexibilidad operativa y la capacidad de crecimiento a través de adquisiciones. Si Fibra HD no es capaz capital en términos aceptables, es probable que se tenga que reducir el número de propiedades a adquirir, afectando el retorno apalancado de los Activos. Asimismo, la capacidad de refinanciar deuda futura está sujeta a la posición financiera y flujo de efectivo de Fibra HD, los cuales enfrentan incertidumbres ante un mercado de capitales más selectivo que, en 2026, prioriza vehículos con altos estándares de calificación crediticia y métricas de sostenibilidad. De ser incapaz de refinanciar su deuda o hacerlo bajo términos desfavorables, se tendría un efecto adverso significativo en el desempeño financiero de Fibra HD. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<a name="_Hlk98928269" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Fibra HD</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> podría perder su categoría de Fibra, perdiendo todos los beneficios fiscales que ello conlleva, si su </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">float</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> o porcentaje de colocación de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> entre el público inversionista se encuentra por debajo del 12.5%.</span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Actualmente, a razón de la Oferta Pública de Adquisición realizada por Fibra Plus y sus posteriores adquisiciones de </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"> de Fibra HD, la controladora tiene una participación del </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">95.7</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% de 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"> en circulación de Fibra HD, por lo que, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ha dejado </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">de satisfacer los criterios que marca la Circular Única de Emisoras respecto de la concentración de la tenencia de los certificados</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, en la cual se establece un </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">limite</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> del 87.5% de tenencia y tendrá que emitir un plan de remediación en los próximos 12 meses.</span>
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<span style="-aw-bookmark-end:_Hlk98928269"></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; letter-spacing:-0.5pt">Fibra HD 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>
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<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; letter-spacing:-0.5pt">Fibra HD podría adquirir Activos con gravámenes que limiten su capacidad para efectuar Distribuciones de Efectivo; inclusive Fibra HD podría efectuar la adquisición de esos Activos asumiendo la obligación de pagar obligaciones a cargo de las Personas que enajenen los mismos. Asimismo, Fibra HD podría incurrir en nuevos financiamientos o refinanciar los adeudos mencionados al momento de adquirir dichos Activos. Fibra HD 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 HD.</span>
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<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; letter-spacing:-0.5pt">La capacidad de Fibra HD 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">, 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> y limitar la capacidad de vender valores de renta variable.</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; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, el cual a su vez estará supeditado a diversas condiciones del mercado y otros factores que pueden cambiar de tiempo en tiempo, incluyendo:</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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(i)</span><span style="width:26.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">el grado de interés del inversionista;</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:'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">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:23.78pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">la capacidad de satisfacer los requisitos de distribución aplicables a las Fibras;</span>
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<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">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:21pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">la reputación general de las Fibras y el atractivo de sus valores en comparación con otros valores, incluyendo los valores emitidos por otras compañías inmobiliarias;</span>
</p>
<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; letter-spacing:-0.5pt">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:21.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">el desempeño financiero de Fibra HD y los Arrendatarios;</span>
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<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; letter-spacing:-0.5pt">(v)</span><span style="width:24.34pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">informes de analistas sobre Fibra HD y sobre la industria inmobiliaria en México;</span>
</p>
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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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(vi)</span><span style="width:21.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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 </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"> a exigir un rendimiento anual más alto en las futuras Distribuciones;</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; letter-spacing:-0.5pt">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">vii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:18.78pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">incumplimiento con las políticas de distribución, las cuales dependen en gran parte del flujo de caja de las operaciones de Fibra HD, 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>
</p>
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<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">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">viii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:16pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">otros factores tales como acciones gubernamentales de carácter regulatorio y cambios en las leyes fiscales aplicables a las Fibras.</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:'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; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y, como resultado, la disponibilidad de capital proveniente del mercado de valores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Es probable que los futuros arreglos financieros contengan convenios que restrinjan a las operaciones de Fibra HD, lo que podría afectar sus políticas de distribución y de operación, así como su habilidad para obtener financiamiento adicional.</span>
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<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">Es probable que en el futuro Fibra HD 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 otros, cualquiera de los cuales podría contener obligaciones restrictivas para Fibra HD o el Asesor y 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; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) no incurrir en mayor endeudamiento, (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) otorgar una prelación de pago de deuda sobre las Distribuciones de Efectivo, (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) la reducción o el evitar gastos de capital, (v) crear garantías reales sobre activos propiedad de Fibra HD para garantizar el pago de sus obligaciones, (vi) celebrar arrendamientos, inversiones o adquisiciones, (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">vii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) participar en fusiones o adquisiciones, o (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">viii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) abstenerse de realizar las actividades a que se refiere el Fideicomiso (incluyendo la adquisición de inversiones, negocios, propiedades o activos adicionales o participar en ciertos cambios de control y transacciones de venta de activos) sin el consentimiento de los acreedores. Además, dicho financiamiento probablemente requerirá que Fibra HD 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 HD.</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; 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; letter-spacing:-0.5pt">Fibra HD se encuentra sujeta 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 su capacidad para obtener financiamientos.</span>
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<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; letter-spacing:-0.5pt">La Emisora estará sujeta 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% del valor contable de sus 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. Asimismo, la Emisora 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. Dicho índice de cobertura no podrá ser menor a 1.0, de conformidad con lo dispuesto en artículo 7, fracción VII, inciso a), numeral 4.2 de la Circular Única de Emisoras. 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.</span>
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<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; letter-spacing:-0.5pt">Si la emisora exceda el límite máximo de apalancamiento o bien, el índice de cobertura de servicio de la deuda sea menor a 1.0, no se podrán asumir pasivos adicionales con cargo al Patrimonio del Fideicomiso hasta en tanto la Emisora se ajuste al límite señalado, salvo que se trate de operaciones de refinanciamiento para extender el vencimiento del endeudamiento de la Emisora 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>
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<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; letter-spacing:-0.5pt">En caso de que la Emisora 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 informe 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.</span>
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<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">En relación con este punto, cabe señalar que, al cierre 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">, el índice de cobertura de servicio de la deuda (ICD) se ubicó </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">en </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">75</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">x</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; font-weight:bold; letter-spacing:-0.5pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Las obligaciones de pago en los financiamientos podrían afectar adversamente los resultados operativos generales de Fibra HD, 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 y el precio de mercado de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">.</span>
</p>
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<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">Fibra HD ha contratado deuda y podría incrementar su endeudamiento en el futuro. Esto podría someter a Fibra HD a ciertos riesgos, incluyendo los siguientes:</span>
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<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; letter-spacing:-0.5pt">(i)</span><span style="width:26.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El flujo de caja en operación puede ser insuficiente para realizar los pagos requeridos de capital e interés;</span>
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<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">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:23.78pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">el endeudamiento puede aumentar la vulnerabilidad de Fibra HD frente a condiciones económicas e industriales adversas;</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>
</p>
<p style="margin:0pt; text-align:justify">
<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">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:21pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">se podría exigir a Fibra HD que destine una parte sustancial de su flujo de caja al pago de deuda; lo anterior reduciría el efectivo disponible para efectuar Distribuciones, así como los fondos utilizables para operaciones y gastos de capital y oportunidades de negocios futuras u otros propósitos;</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">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:21.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">los términos de cualquier refinanciamiento podrían no ser tan favorables como los términos de la deuda refinanciada; y </span>
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<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">(v)</span><span style="width:24.34pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">los términos de la deuda pueden limitar la capacidad de Fibra HD para hacer Distribuciones, afectando así el precio de mercado de 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">.</span>
</p>
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<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; letter-spacing:-0.5pt">(vi) la desinversión de activos para hacer frente a las obligaciones de deuda pudiera darse en circunstancias no favorables para Fibra HD, ocasionando minusvalía en el Patrimonio del Fideicomiso y reduciendo la capacidad de pago a los acreedores, aunado a una reducción de las distribuciones para los Tenedores. </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">En caso de incumplir con los financiamientos futuros, podría exigirse a Fibra HD 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 HD podría ser incapaz de lograr financiamientos para soportar dicho pago.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; 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; 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; letter-spacing:-0.5pt">Los seguros de los Inmuebles relacionados con nuestros Activos 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 HD.</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">Fibra HD será responsable por los costos de cobertura por los seguros de los Inmuebles relacionados con nuestros Activos, incluyendo sin limitarse a las que se causen por accidentes, responsabilidad civil, incendio, inundaciones, terremotos y cobertura amplia por pérdidas consecuenciales. Fibra HD adquiere dichos seguros y, en ciertos casos, los gastos de mantenimiento que pagan 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 HD 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 Bien Inmueble afectado y podría verse afectada Fibra HD. Por otra parte, no se tiene un seguro designado para limitar las pérdidas que pueda sufrir Fibra HD como resultado de condiciones ambientales conocidas o desconocidas que sean causa de un evento no cubierto.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; 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; letter-spacing:-0.5pt">Fibra HD 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; 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">Los factores que pueden afectar adversamente la capacidad de Fibra HD 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; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) la necesidad de reparar espacios para arrendamiento y renovar los Inmuebles relacionados con nuestros Activos periódicamente, (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) 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; letter-spacing:-0.5pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) 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; letter-spacing:-0.5pt">vii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) 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; 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:normal; letter-spacing:-0.5pt">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 HD 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 HD 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; 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; letter-spacing:-0.5pt">Se podría exigir a Fibra HD la erogación de significativos gastos de capital para mejorar los Inmuebles relacionados con nuestros Activos con el fin de retener y atraer a los Arrendatarios, produciendo una disminución en los ingresos de operación y reduciendo el efectivo disponible para efectuar Distribuciones.</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">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 HD se vería en la necesidad de aumentar sus recursos de capital para hacer frente a estos gastos. Si Fibra HD es incapaz de hacerlo o el capital no está disponible, podría ocurrir que los Arrendatarios no renueven sus Contratos de Arrendamiento al vencimiento de estos o que Fibra HD no esté en posición de atraer a </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; 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; letter-spacing:-0.5pt">Fibra HD 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; 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">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 HD 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; 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; letter-spacing:-0.5pt">Las inversiones inmobiliarias representan poca liquidez, lo cual podría reducir el efectivo disponible para realizar Distribuciones. </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">Las inversiones inmobiliarias representan poca liquidez, y dicha falta de liquidez podría limitar la capacidad de Fibra HD de reaccionar ante cambios en las condiciones económicas y de mercado. Por lo tanto, la capacidad de Fibra HD 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 HD. Además, con el fin de mantener la condición fiscal de Fibra, no se podr</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ían</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 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; 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:normal; letter-spacing:-0.5pt">Mientras que los objetivos de Fibra HD consisten principalmente en adquirir y generar ingresos de los activos inmobiliarios, se espera que existan momentos que se considere apropiado vender o disponer de ciertos activos inmobiliarios. La capacidad de Fibra HD de disponer de los Activos (concluido el Período Mínimo de Inversión) en términos favorables depende de factores fuera del control de Fibra HD, 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 HD podrá vender los Activos con ganancias 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 HD puede llegar a estar obligada a realizar gastos para corregir los defectos o para realizar mejoras antes de que un Bien Inmueble 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; letter-spacing:-0.5pt">Los Inmuebles relacionados con nuestros Activos podrían sufrir deterioros, los cuales tendrían un efecto adverso en los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">avalúos y </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">resultados de sus operaciones.</span>
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<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; letter-spacing:-0.5pt">Los Inmuebles relacionados con nuestros Activos y otros activos se evalúan periódicamente para detectar un posible deterioro. 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 HD se determina que ha ocurrido un deterioro de alguno de los Inmuebles relacionados con nuestros Activos, se necesitaría un ajuste en la valuación de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">estos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, ocasionando un efecto material adverso sobre los resultados de operaciones de Fibra HD 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; letter-spacing:-0.5pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Estamos expuestos a eventuales litigios o contingencias legales relacionados con obligaciones que </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">el </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">vendedor</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> del Activo</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> hubiere incumplido con los Arrendatarios u otros Terceros relacionados con el Inmueble.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Sin perjuicio de la protección que las disposiciones Legales puedan darnos como Tercero Afectado por el incumplimiento de compromisos o contratos que el vendedor</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> del inmueble</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> pueda tener con alguno de los Arrendatarios u otros Terceros como resultado de sus actos como propietario del inmueble, debe contemplarse la eventualidad de que alguna acción legal emprendida entre dicho Tercero y la parte vendedora pueda traducirse en demandas en contra del Fideicomiso, lo cual representaría costos legales, y potencialmente daños en nuestra contra cuya reclamación por reparación y correspondiente ejecución pudiera ser incierta en su sentido, monto y tiempo para recibir dicha reparación. Todo lo anterior puede tener efectos negativos sobre la inversión del Fideicomiso en el Inmueble.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Los Inmuebles relacionados con nuestros Activos 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 HD. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; 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; letter-spacing:-0.5pt">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 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 Inmuebles relacionados con nuestros Activos podrá requerir que Fibra HD 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 HD a incurrir en responsabilidad con los Arrendatarios, empleados de los Arrendatarios u otros si ocurre algún daño en el Inmuebles relacionados con nuestros Activos o lesión personal.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; 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; letter-spacing:-0.5pt">Las operaciones de Fibra HD están sujetas a la Legislación Aplicable en materia ambiental y Fibra HD podría incumplir dichas normas</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">, incluyendo la transición hacia una empresa sustentable conforme dictan las mejores prácticas del sector Fibras</span>
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<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; letter-spacing:-0.5pt">Las operaciones de Fibra HD 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 SEMARNAT, la PROFEPA, la Comisión Nacional del Agua (“</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline; letter-spacing:-0.5pt">CONAGUA</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">”) 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>
</p>
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<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; letter-spacing:-0.5pt">Aunque generalmente los Contratos de Arrendamiento obligan a los Arrendatarios a operar en cumplimiento con las leyes aplicables, Fibra HD 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 nuestros Activos podría resultar en costos de remediación o multas, penalidades, u otras responsabilidades atribuibles al Arrendatario del Inmueble relacionado con nuestro Activo. Dichas responsabilidades pueden llegar a afectar la capacidad del Arrendatario para realizar los pagos a Fibra HD, 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; 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; letter-spacing:-0.5pt">Por otra parte, se espera que la regulación de las operaciones de Fibra HD conforme a las leyes ambientales federales, estatales y municipales sean cada vez más estrictas. México promulgó recientemente la Ley General de Cambio Climático, y los reglamentos a la misma están en proceso de elaboración. 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 recientemente promulgó ciertas disposiciones que permiten acciones colectivas en relación con responsabilidades ambientales. Conforme a dichas leyes, Fibra HD 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 nuestros Activos.</span>
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<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; letter-spacing:-0.5pt">En junio de 2013 se publicó la Ley Federal de Responsabilidad Ambiental. Dicha ley regula la responsabilidad ambiental que nace de los daños ocasionados al ambiente, así como la reparación y compensación de dichos daños cuando sea exigible a través de los procesos judiciales federales previstos por el artículo 17 constitucional, los mecanismos alternativos de solución de controversias, los procedimientos administrativos y aquellos que correspondan a la comisión de delitos contra el ambiente y la gestión ambiental. </span>
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<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; letter-spacing:-0.5pt">Adicionalmente, en los últimos años se ha realizado un importante esfuerzo por parte de Fondos, Aseguradoras, Bancos y de la AMEFIBRA como gremio para impulsar las prácticas en materia ASG (Ambiental, Social y de Gobernanza), por lo que diversos inversionistas han comenzado a enfocarse en empresas encaminadas para adoptar dichas mejores prácticas y a reducir posición en las empresas que no se ajusten a las nuevas políticas. Si Fibra HD no logra ajustarse de forma oportuna a las prácticas ASG pudiera perder el atractivo de inversión de los Tenedores y nuevos prospectos, perjudicando su capacidad de financiamiento y crecimiento. </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">Conforme a lo anterior, Fibra HD no puede predecir el impacto que tendrá la adopción de regulación ambiental adicional y/o más estricta para la condición financiera de Fibra HD.</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; letter-spacing:-0.5pt"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; 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; letter-spacing:-0.5pt">El cumplimiento de las leyes, reglamentos y convenios que son aplicables a los Inmuebles relacionados con nuestros Activos, incluyendo autorizaciones, licencias, permisos de zonificación y uso de suelo y requisitos ambientales puede afectar </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">adversamente la capacidad de Fibra HD, 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; 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; letter-spacing:-0.5pt">Los Inmuebles relacionados con nuestros Activos están sujetos a diversos convenios, leyes locales y al cumplimiento de distintos reglamentos que implican la obtención de permisos y licencias. Los reglamentos locales, incluyendo normas municipales o locales, restricciones de zonificación y convenios restrictivos pueden limitar el uso de los Inmuebles relacionados con nuestros Activos y pueden exigir la aprobación de las autoridades locales o de organizaciones comunitarias privadas para adquirir, renovar y operar los Inmuebles relacionados con nuestros Activos. 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. Es imposible garantizar que las políticas reglamentarias existentes o futuras no afectarán adversamente a Fibra HD en temas de oportunidad o costo de adquisición, desarrollo o renovación futura de los Inmuebles relacionados con nuestros Activos, o que no se adoptarán reglamentos adicionales que pudieran aumentar estas demoras o que ocasionarán costos adicionales. La estrategia de crecimiento de Fibra HD puede ser afectada materialmente y de forma adversa por la habilidad de Fibra HD para obtener permisos, licencias y aprobaciones de zonificación. La incapacidad de Fibra HD 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; 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; letter-spacing:-0.5pt">Existe legislación federal y local en materia de impacto ambiental para cuya adecuada interpretación y aplicación intervienen diversos factores y circunstancias. El no contar con autorizaciones en materia ambiental y el no proporcionar avisos o notificaciones previstos en la legislación aplicable podría exponer a Fibra HD 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"> </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">Las operaciones de Fibra HD 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>
</p>
<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; letter-spacing:-0.5pt">Algunos de los Inmuebles relacionados con nuestros Activos podrían estar expuestos a potenciales desastres, incluyendo desastres naturales, lo que causaría un daño significativo a dichos Bienes Inmuebles y afectar significativamente los ingresos de Fibra HD.</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; letter-spacing:-0.5pt">Algunos de los Inmuebles relacionados con nuestros Activos se encuentran ubicadas en áreas susceptibles a verse afectadas por desastres naturales que pudieran causar daños significativos a dichos Inmuebles relacionados con nuestros Activos. Si Fibra HD sufriera una pérdida debido a desastres naturales o a otros factores relevantes que 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; letter-spacing:-0.5pt">estos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, lo cual afectaría adversamente el desempeño financiero 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; font-weight:bold; letter-spacing:-0.5pt">Algunos de los Inmuebles relacionados con nuestros Activos de Fibra HD están organizados bajo el régimen de 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 HD 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"> </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">Algunos de los Inmuebles relacionados con nuestros Activos de Fibra HD están organizados bajo el régimen de condominio. Dichos condominios son responsables de resolver las contingencias de cualquier naturaleza relacionadas con los respectivos. El Fideicomiso no puede garantizar que dichos condominios tendrán los suficientes recursos para pagar cualesquier contingencias. En caso de que cualquiera de dichos condominios no tenga suficientes recursos para cubrir sus pasivos, Fibra HD, como participantes en el condominio, podría ser requerida para cubrir dichos pasivos, lo cual podría afectar adversamente a Fibra HD.</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; letter-spacing:-0.5pt">Fibra HD, al ser un fideicomiso con valores inscritos en el RNV, está sujeta a la presentación de informes 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"> </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">Como un fideicomiso con valores inscritos en el RNV, Fibra HD 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. Si el Fideicomiso o el Asesor y Administrador no tienen éxito en implementar los controles de negocio apropiados, los resultados de operación podrían ser afectados y 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 informes financieros que no se puedan remediar en una forma oportuna, Fibra HD podría estar sujeta a ser </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">deslistada</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 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 HD no ser capaz de remediar dicha debilidad </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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 HD en materia de presentación de informes financieros, podría dar como resultado errores en sus estados financieros, incumpliendo así con las obligaciones de presentación de informes; 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, o podría afectar significativamente y de forma adversa el negocio, reputación, resultados de operación, condición financiera o liquidez de Fibra HD.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; 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; letter-spacing:-0.5pt">El Fideicomiso puede ser incapaz de completar las adquisiciones de Activos que podrían hacer crecer su negocio e inclusive, si se celebran las adquisiciones,</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> estas podrían tener ciertos vicios ocultos que perjudicaran su operación o disminuyeran su valor en el futuro, o bien,</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> Fibra HD 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; letter-spacing:-0.5pt">La estrategia de crecimiento de Fibra HD incluye la adquisición disciplinada de Activos a medida que aparezcan las oportunidades. 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 HD. La capacidad de Fibra HD para adquirir Activos en términos satisfactorios e integrarlas y operarlas 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; 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">(i)</span><span style="width:26.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fibra HD podría adquirir Activos que no aporten valor a sus resultados, y el Asesor y Administrador puede no gestionar y arrendar exitosamente los Inmuebles relacionados con nuestros Activos para cumplir con sus expectativas;</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">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:23.78pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">la competencia de otros compradores potenciales puede aumentar significativamente el precio de compra de un Activo deseado;</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">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:21pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fibra HD 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>
</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">(v)</span><span style="width:24.34pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fibra HD podría gastar cantidades mayores a las presupuestadas para desarrollar Inmuebles o para hacer mejoras o renovaciones necesarias a los Inmuebles adquiridos o en expansión;</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">(vi)</span><span style="width:21.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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>
</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">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">vii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:18.78pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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 Fibra HD, del Asesor y Administrador, en las operaciones de negocio existentes;</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">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">viii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:16pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fibra HD podría ser incapaz de integrar rápida y eficientemente las nuevas adquisiciones, en particular las adquisiciones de Activos a operaciones existentes;</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">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ix</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:21.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fibra HD podría adquirir Inmuebles que no se desarrollen según lo esperado, y el Asesor y Administrador no administre y de en arrendamiento dichos Inmuebles exitosamente para cumplir las expectativas; y</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">(x)</span><span style="width:24.34pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fibra HD 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; letter-spacing:-0.5pt">estos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 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; 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">(xi)</span><span style="width:21.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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>
</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">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 HD 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; letter-spacing:-0.5pt">estos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 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; 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">Aunque la Asesoría y Administración de Fibra HD cuenta con experiencia en identificar oportunidades de inversión, no se puede garantizar que Fibra HD podrá identificar, con base en la asesoría del Asesor y Administrador, un número suficiente de inversiones apropiadas para Fibra HD. Si Fibra HD 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; font-weight:bold; 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; letter-spacing:-0.5pt">La capacidad de Fibra HD para disponer de sus Activos se encuentra restringida por requisitos legales, 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>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; 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">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 HD vende un Activo durante ese período, se sujetaría a consecuencias fiscales diversas, lo que haría dicha venta menos deseable. Para mantener los beneficios fiscales de Fibra HD, se pretende conservar los Activos desarrollados o adquiridos por Fibra HD durante por lo menos cuatro años a partir de la adquisición o aportación. Al momento de vender un Activo Fibra HD tendrá que cumplir todos los requisitos legales, así como ciertos requisitos conforme a los Contratos de Arrendamientos relevantes incluyendo, en su caso, derechos de preferencia. Dichas restricciones y derechos podrían impedir la capacidad del Fideicomiso para vender Bienes Inmuebles y para obtener recursos rápidamente, o en momentos oportunos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, o bajo las condiciones de venta deseadas</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; 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; letter-spacing:-0.5pt">Exposición a riesgos asociados con el probable desarrollo a futuro de Bienes Inmuebles.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; 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">El Fideicomiso podría llevar a cabo en el futuro actividades de desarrollo en 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; 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">(i)</span><span style="width:26.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">lapso considerable entre el inicio y la estabilización de las operaciones, sometiendo a Fibra HD a mayores riesgos debido a las fluctuaciones en la economía en general y desaceleraciones económicas locales;</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">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:23.78pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">la disponibilidad y recepción oportuna de permisos zonificación y uso de suelo y otros permisos y requisitos reglamentarios;</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">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:21pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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>
</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">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) la fluctuación en precio de las diversas materias primas necesarias para la construcción, incrementando el presupuesto de la obra y reduciendo la rentabilidad del proyecto;</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">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:21.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">la disponibilidad y precio de financiamiento en términos satisfactorios; y</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">(v)</span><span style="width:24.34pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">la capacidad de lograr un nivel de ocupación aceptable al terminar el desarrollo del Bien Inmueble de que se trate.</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">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 HD.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; 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; letter-spacing:-0.5pt">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>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; 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">Sin importar que el Fideicomiso reciba el tratamiento de FIBRA para fines fiscales, Fibra HD estará obligada al pago de impuesto predial y/o posibles contribuciones por mejoras sobre los Inmuebles relacionados con nuestros Activos. Los impuestos sobre los Activos pueden aumentar a medida que cambien las tasas de los impuestos respectivos o a medida que los Inmuebles relacionados con nuestros Activos 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 Inmuebles relacionados con nuestros Activos en el pasado. Si los impuestos prediales que se pagan aumentan, la capacidad de Fibra HD 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; font-weight:bold; 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; letter-spacing:-0.5pt">Las co</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">i</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">nversiones podrían verse afectadas adversamente por la falta de control de Fibra HD para la toma de decisiones, por su confianza en la condición financiera de los socios en coinversiones y por disputas entre Fibra HD y sus socios en coinversiones.</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">Es posible que Fibra HD invierta en Activos en coinversión 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. En este caso, Fibra HD podría no estar en condiciones de ejercer el control para tomar decisiones respecto del Activo, asociación, coinversión u cualquier vehículo que se utilice. 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 las coinversiones pueden tener intereses o metas económicas o de negocios que sean, o resulten incompatibles con los intereses o metas del negocio de Fibra HD, y pueden estar en posición de tomar acciones en contra de los objetivos o políticas de Fibra HD. Estas coinversiones también serían 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 HD ni sus socios en la coinversión tendrían el control total. Las disputas entre Fibra HD y sus socios en la coinversión podrían dar lugar a un arbitraje o litigio que aumentaría los gastos de Fibra HD 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 HD resulte responsable de los actos de sus socios en dicha coinversión.</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; font-weight:bold; letter-spacing:-0.5pt">Podríamos estar sujetos al régimen de extinción de dominio de conformidad con la Ley Federal de Extinción de Dominio.</span>
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<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">Existe el riesgo inherente a la comisión de hechos ilícitos graves de conformidad con lo dispuesto en el artículo 22 de la Constitución Política de los Estados Unidos Mexicanos, por parte de nuestros arrendatarios en nuestras Propiedades, que pudieran generar que las autoridades correspondientes ejerzan la acción de extinción de dominio de alguno de nuestros Activos, de conformidad con la Ley Federal de Extinción de Dominio; lo anterior, aún y cuando en el proceso penal respectivo no se haya dictado sentencia que determine la responsabilidad penal, bastando como presupuesto para el ejercicio de la acción de extinción de dominio, una calificación a cargo de la autoridad judicial penal sobre la existencia de alguno de los delitos previstos en el referido artículo 22 Constitucional.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; 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; letter-spacing:-0.5pt">Nuestras 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; 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; letter-spacing:-0.5pt">Las adquisiciones de Bienes Inmuebles podrían ubicarse en supuestos de concentración que establece la Ley Federal de Competencia Económica, por lo que tendríamos que cumplir con la normativa aplicable. En caso de que estemos ubicados 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"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Inversión en Activos ubicadas en zona restringida.</span>
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<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; letter-spacing:-0.5pt">En caso de que Fibra HD decidiera adquirir Inmuebles en zonas restringidas es posible se requiera de la autorización previa de las autoridades gubernamentales competentes, lo que podría retrasar la adquisición/inversión en dichos Inmuebles. Asimismo, Fibra HD no puede garantizar que la ley de la materia 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 HD 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; 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; letter-spacing:-0.5pt">El Fideicomiso 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; 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; letter-spacing:-0.5pt">Si surge la oportunidad, Fibra HD podría explorar adquisiciones de Activos en otros mercados en México. Cada uno de los riesgos aplicables a la capacidad de Fibra HD 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 HD 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 HD podría ser incapaz de obtener retornos sobre sus inversiones en los nuevos mercados. Si Fibra HD 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; 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; letter-spacing:-0.5pt">La industria de centros comerciales se encuentra altamente fragmentada y orientada a las preferencias de los consumidores, por lo cual, los Inmuebles relacionados con nuestros Activos que pertenezcan a este sector, puede afectar adversamente a Fibra HD. </span>
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<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; letter-spacing:-0.5pt">Los Inmuebles relacionados con nuestros Activos pertenecientes a la industria de centros comerciales 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 y comercio por Internet, así como la construcción de un creciente número de centros comerciales han llevado a modificaciones en centros comerciales 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 nuestros Activos pertenecientes al segmento de centros comerciales. 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>
</p>
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<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; letter-spacing:-0.5pt">Los accidentes que pudieran ocurrir en los Inmuebles relacionados con nuestros Activos podrían afectar materialmente la reputación de Fibra HD, lo que podría tener un efecto adverso sobre la misma. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; 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">Debido a que algunos Inmuebles relacionados con nuestros 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 HD. Si cualquiera de estos incidentes ocurriera, el tráfico en los Inmuebles relacionados con nuestros 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 nuestros Activos.</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; 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; letter-spacing:-0.5pt">En caso de darse una epidemia de salud, los resultados financieros de Fibra HD podrían verse severamente afectados.</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">En caso de darse una epidemia de salud, podría repercutir en la economía mexicana de forma importante, a consecuencia de la paralización de ciertas actividades económicas. Si México sufriera una situación similar y en virtud de que algunos de los Inmuebles de la Cartera se enfocan al comercio, la situación y resultados financieros de Fibra HD 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; letter-spacing:-0.5pt">CBFIs</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; 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; letter-spacing:-0.5pt">El Fideicomiso 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 HD. </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">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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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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 HD, incluyendo las condiciones del mercado, la incapacidad de los Arrendatarios para pagar la Renta o la terminación anticipada de los Contratos de Arrendamiento. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Si el valor justo de mercado resulta en una disminución en el valor justo de mercado de los Activos, registraríamos 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; letter-spacing:-0.5pt">CBFIs</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; 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; letter-spacing:-0.5pt">Algunos de nuestros Activos derivan de inmuebles propiedad de terceros y los contratos de arrendamiento del terreno respectivo pudieran no ser renovados a su vencimiento. </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; letter-spacing:-0.5pt">El inmueble denominado como Carmen Center se encuentra ubicado en un terreno que es propiedad de Aeropuertos y Servicios Auxiliares, Organismo Descentralizado del Gobierno Federal. El uso y goce del terreno fue otorgado a un tercero mediante un contrato de arrendamiento de fecha 26 de diciembre de 2003; dicho contrato fue cedido por el tercero en favor de Fibra HD mediante un contrato de cesión de fecha 16 de abril de 2015.</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>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Asimismo, en dicha fecha fue celebrado un contrato de subarrendamiento y promesa de adquisición de derechos y de compra de activos, mediante el cual, sujeto a ciertas condiciones suspensivas y hasta en tanto el subarrendatario respectivo termine la construcción del edificio y el mismo sea arrendado a un tercero, adquiriremos la propiedad de dicho edificio, así como el derecho a subarrendar el mismo.</span>
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<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">El contrato de arrendamiento en cuestión tiene un plazo de vigencia de 20 años contados a partir del 26 de diciembre de 2003</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, por lo que</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"> el pasado 26 de diciembre de 2023 </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">el contrato se prorrogó</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> otros 20 años</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"> manteniendo la renta vigente hasta el 20</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">43</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">Durante </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">el 2025 </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">seguimos en </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">renegociación con el propietario que podría implicar un incremento en la renta</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> hacia 2026</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">.</span>
</p>
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<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">En consecuencia, el derecho que Fibra HD tendrá sobre esta propiedad terminaría el día 25 de diciembre del 2043</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; 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">Una vez concluido dicho contrato pudiéramos no llegar a un acuerdo para extender o renovar el mismo, lo cual pudiera afectar la operación de dicho centro comercial, pudiendo incluso llegar a la suspensión de las operaciones.</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">Asimismo, el centro comercial de Lomas Verdes se encuentra sobre un terreno arrendado conforme a un contrato de arrendamiento de fecha 1º de diciembre de 2013, con un plazo de 15 años contados a partir de la fecha de firma, prorrogables hasta por 5 años más, cedido, sujeto a ciertas condiciones suspensivas, a favor de Fibra HD por un tercero. Fibra HD tiene un derecho de preferencia para celebrar un nuevo contrato de arrendamiento, así como derecho de preferencia para adquirir la propiedad arrendada. Dicho contrato fue cedido a favor de Fibra HD, con la condición de adquirir después de la Oferta Pública Inicial cada nuevo local conforme se fuera arrendado y empezaran a generar el pago de la Renta respectiva, sujeto en todo momento a la condición de que cada local sea rentado bajo los términos favorables para Fibra HD. </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">Una vez concluido dicho contrato pudiéramos no llegar a un acuerdo para extender el mismo, lo cual pudiera afectar la operación de dicho centro comercial, pudiendo incluso llegar a la suspensión de las operaciones.</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; font-weight:bold; font-style:italic; letter-spacing:-0.5pt">Riesgos relacionados con la estructura y gobernanza de Fibra HD.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; 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; letter-spacing:-0.5pt">El éxito de Fibra HD dependerá en gran medida del Asesor y Administrador en la Asesoría y Administración de Fibra HD e implementación de la estrategia de crecimiento; y de su capacidad para administrar Fibra HD y conservar los Activos.</span>
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<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">El Fideicomiso no cuenta con empleados directos. El personal y los servicios que requiere Fibra HD serán proporcionados por Fibra HD Servicios S.C. La capacidad de Fibra HD para lograr los objetivos depende del Asesor y Administrador para la administración de las operaciones de Fibra HD, su identificación de nuevas adquisiciones, y la realización de la estrategia de financiamiento. También depende de la capacidad del Asesor y Administrador (a través de sus empleados) 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 HD depende de los contactos de negocio del Asesor y 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 Asesor y Administrador y su respectivo personal, el negocio y el desempeño financiero de Fibra HD se verían afectados adversamente.</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">En el caso de que el Asesor y Administrador o su personal clave no estén dispuestos en continuar proporcionando sus servicios a Fibra HD, el costo de obtener servicios sustitutos podría ser más alto que las contraprestaciones que actualmente se pagan al Asesor y Administrador bajo sus respectivos contratos, y como resultado los gastos podrían aumentar.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; 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; letter-spacing:-0.5pt">Al ser una entidad recientemente </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">adquirida y controlada por Fibra Plus</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">se podría estar expuesto a diversos conflictos de interés que pudieran afectar la operación transparente del Fideicomiso, aunado a que </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">los operadores del </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">mismo</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> no cuentan con experiencia previa en el manejo de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">dos</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> Fibra</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">s</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> 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 HD 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; letter-spacing:-0.5pt">EL pasado 14 de octubre de 2021, Fibra Plus concluyó con la Oferta Pública de Adquisición lanzada para el intercambio de </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"> de Fibra HD, con un resultado final del 70.9% de propiedad de los certificados en circulación de esta última, por lo que actualmente, Fibra HD es controlada por Fibra Plus, la cual podría no realizar una adecuada gestión del negocio, o bien, tomar decisiones que resultaran en perjuicio de la operación de Fibra HD, deteriorando los resultados financieros y las distribuciones potenciales, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">incluyendo el riesgo que no se logren satisfactoriamente los objetivos y que el valor de la inversión disminuya.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Como parte de la </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">OPA</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de Fibra HD, se ha iniciado la implementación de la estrategia de operaciones, la cual</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, entre otros, considera la internalización de la operación y comercialización de los inmuebles, cancelando el contrato de gestión con Colliers. Dicha estrategia </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">permanece sujeta a posibles cambios en el futuro. La estrategia puede llegar a no ser exitosa</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, o bien, la exposición a conflictos de interés puede perjudicar la operación del </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fideicomiso</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, en dicho</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">s</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> caso</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">s</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, Fibra HD </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">podría no</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> llevar a cabo los cambios en el momento oportuno. Aún permanecen incertidumbres respecto a los mercados inmobiliarios en los cuales Fibra HD podrá invertir en el futuro, así como en el momento en que se realicen y el precio que se pagará por dichas inversiones. Fibra HD 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> está sujeta a un alto grado de riesgo. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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 han tenido experiencia en la operación de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">dos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Fibra</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">s,</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">lo que </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">puede entorpecer la capacidad de Fibra HD 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 HD sean capaces de conducir sus negocios con éxito, ejecutar sus </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">estrategias de desarrollo como una emisora de valores, o cumplir con requisitos reglamentarios aplicables a las Fibras con valores inscritos en el RNV. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Las partes del Fideicomiso pertenecen al mismo grupo financiero.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">No obstante que las partes del Fideicomiso pertenecen al mismo grupo financiero y que han establecido manuales y políticas de procedimientos internos para evitar situaciones en las que pudieran realizar actos en los que se presente un conflicto de interés, no es posible asegurar que ello no ocurra en el futuro.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">El Fideicomitente</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> mayoritario, en este caso, Fibra Plus,</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> tendrá influencia significativa sobre Fibra HD lo que generaría potenciales conflictos de interés con los Tenedores</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> o </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">coinversionistas</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En los términos del Contrato de Fideicomiso, el Fideicomitente tendrá el derecho</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">de nombrar al menos al 45% de los </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline; letter-spacing:-0.5pt">miembros no independientes</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> del Comité Técnico de Fibra HD, así como al </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Presidente</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> del Comité Técnico. Lo anterior implica que el Fideicomitente tendrá influencia significativa en las decisiones de Fibra HD y abre la posibilidad a que se presenten conflictos de interés entre el Fideicomitente y Fibra HD.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">El Comité Técnico puede cambiar algunas de las políticas sin la aprobación de los Tenedores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Dentro de los parámetros establecidos den</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">tro de</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">l Fideicomiso </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">las</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> políticas</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de distribución y </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">las</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> políticas con respecto a otras actividades incluyendo las políticas contables y las políticas de desinversión, serán determinadas por el Comité Técnico. En ciertas circunstancias, estas políticas pueden ser modificadas o revisadas en cualquier momento a elección de</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">l</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Comité Técnico sin la aprobación de la Asamblea de Tenedores. El cambio en estas políticas podría tener un efecto adverso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Los Tenedores podrían ser diluidos y perder derechos corporativos en el Comité Técnico por las aportaciones que haga el Fideicomitente de conformidad con el plan de compensación.</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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En el futuro, conforme al plan de compensación de los Ejecutivos que se contempla en el Fideicomiso y el presente Reporte Anual, así como cualquier otro derecho que en su caso se establezca para dichos Ejecutivos, se podrán emitir </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"> para ser entregados exclusivamente a ellos, lo cual implicaría una dilución para los Tenedores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">No es posible garantizar la capacidad de Fibra HD para hacer Distribuciones de Efectivo en el futuro. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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 HD, 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 </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">que </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">lleva a cabo Distribuciones de Efectivo dependerá los ingresos por las Rentas de los activos inmobiliarios de Fibra HD, mientras que los ingresos por las Rentas están sujetos a los riesgos e incertidumbres fuera de control. Dependiendo de dichos factores, Fibra HD podría no ser capaz de hacer distribuciones en el futuro.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">A efecto de mantener el cumplimiento de las disposiciones aplicables a la LISR, Fibra HD podría estar forzada a renunciar a oportunidades atractivas, lo cual podría retrasar o dificultar la capacidad de Fibra HD para lograr los objetivos del negocio y reducir el rendimiento general de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Para mantener el cumplimiento de las disposiciones aplicables a la LISR, Fibra HD debe cumplir ciertos requisitos de forma continua relativas a, entre otras, las fuentes de ingresos, la naturaleza de los activos y cantidades distribuidas a los Tenedores de </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">. Fibra HD podrá estar obligada a mantener activos en momentos en que podría ser más ventajoso vender dichos activos, con el fin de evitar consecuencias fiscales adversas. Fibra HD también podría estar obligada a realizar Distribuciones a los Tenedores de </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"> en momentos en que sería más ventajoso reinvertir el efectivo en el negocio de Fibra HD. El cumplimiento de los requisitos para una Fibra podría dificultar la capacidad de Fibra HD para operar únicamente sobre la base de maximizar las utilidades y el valor de la inversión de los Tenedores de </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">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; letter-spacing:-0.5pt">Riesgos 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; letter-spacing:-0.5pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">El desempeño histórico del equipo de administración del Asesor y 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El desempeño histórico del equipo de administración del Asesor y Administrador no es indicativo de los retornos que Fibra HD puede obtener en el futuro, ni una garantía o predicción de que podrán realizarse las Distribuciones. Debido a que los requerimientos para las Fibras referidos en la LISR son altamente técnicos y complejos es posible que el equipo del Asesor y Administrador no pueda prestar sus servicios con éxito deseado. En consecuencia, no es posible ofrecer ninguna garantía de que el equipo directivo del Asesor y Administrador reproducirá su desempeño en actividades previas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Las ofertas futuras de deuda o valores preferentes a los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> pueden limitar su flexibilidad operativa y financiera y afectar adversamente el precio de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> y diluir su valor.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Si el Fideicomiso toma la resolución de emitir deuda o valores preferentes a 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"> o esta incurre en endeudamiento, es posible que esos valores o financiamientos se estructuren mediante convenios que restrinjan la flexibilidad operativa y limiten la capacidad de Fibra HD para hacer Distribuciones. 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y pueden dar lugar a la dilución de los Tenedores. 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y diluir el valor de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">estos</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; font-weight:bold; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Uno de los factores que influirá en el precio de 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"> será el dividendo producido sobre 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"> (como porcentaje del precio de 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">) 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> a esperar una Distribución de Efectivo mayor, y si Fibra HD fuera incapaz de pagar la misma, el precio de 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"> podría verse afectado.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">El precio de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> podría ser afectado adversamente por el nivel de Distribuciones de Efectivo.</span>
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</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La percepción de mercado del potencial de crecimiento de Fibra HD 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> se negocien a precios que difieran del valor de activo neto por CBFI. Con el fin de calificar como una Fibra, la LISR requiere que se distribuya anualmente, a más tardar el 15 de marzo, al menos el 95% (noventa y cinco por ciento) del Resultado Fiscal, y se pretende cumplir con la Legislación Aplicable. 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">. 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; letter-spacing:-0.5pt">CBFIs</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; 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; letter-spacing:-0.5pt">Existe un mercado relativamente desarrollado para los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">. Además, el precio de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> 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; 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 BMV es una de las bolsas más grandes de Latinoamérica en términos de capitalización de mercado, pero sigue siendo relativamente pequeña, 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> será determinado por acuerdo entre el Emisor y el Intermediario Colocador, pero no es posible garantizar que 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"> no serán negociados por debajo del precio de colocación de la Oferta Pública Inicial luego de la misma y las Transacciones de Formación. El valor de 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"> 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> después de la Oferta Pública Inicial y las Transacciones de Formación, el grado de interés de los inversionistas en Fibra HD, la reputación general de las Fibras y el atractivo de sus valores en comparación con otros (incluyendo títulos emitidos por otras compañías inmobiliarias), el desempeño financiero de Fibra HD 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> incluyen: </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">(i)</span><span style="width:26.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">variaciones reales o previstas en los resultados operativos trimestrales;</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">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:23.78pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cambios en los ingresos estimados o publicación de informes de investigación acerca de Fibra HD o de la industria inmobiliaria;</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">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:21pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">aumentos en tasas de interés, lo que podría llevar a los compradores de 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"> a pretender una Distribución mayor;</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">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:21.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">reacción adversa del mercado a cualquier endeudamiento futuro;</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">(v)</span><span style="width:24.34pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">contratación o renuncia de personal clave del Asesor y Administrador;</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">(vi)</span><span style="width:21.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">especulación en la prensa o en la comunidad de inversionistas y la publicación de Eventos 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; letter-spacing:-0.5pt">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">vii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:18.78pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cambios en los principios contables; </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">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">viii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:16pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">aprobación de legislación u otros desarrollos de reglamentos que afecten adversamente al Fideicomiso, a la industria inmobiliaria o a las Fibras; y</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">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ix</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:21.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cambios en las valuaciones del mercado para entidades similares.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; 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; letter-spacing:-0.5pt">Si los analistas de valores no publican reportes o informes acerca del negocio de Fibra HD o si ellos emiten una recomendación negativa respecto de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> o de su sector, el precio de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> podría disminuir.</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">El mercado de valores para 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"> 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> o del mercado al cual están dirigidos, o de los valores de cualquiera de los competidores de Fibra HD, el precio de 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"> 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> disminuya.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; 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; letter-spacing:-0.5pt">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>
</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">Si</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> en el futuro Fibra HD</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> volviera a</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> utili</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">zar</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> instrumentos financieros derivados para proporcionar un nivel de protección contra los riesgos de las fluctuaciones de tasas de interés</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> o tipo de cambio</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">esta pudiera llegar a no ser exitosas, no cumpliendo el principio </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">de cobertura </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">para </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">proteger a Fibra HD. 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. El Fideicomiso 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; 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; font-style:italic; letter-spacing:-0.5pt">Factores de riesgo fiscales.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ff0000"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Reformas fiscales y legales inesperadas.</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">Es imposible garantizar que el régimen aplicable al Fideicomiso y los valores que el mismo ha emitido o emita en el futuro permanezcan sin cambios durante la duración de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">estos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">. Es preciso tener en mente que es posible que en el futuro se aprueben reformas a las disposiciones legales y, de manera particular, a las fiscales relacionadas con la actividad económica en general y, específicamente, a aquellas normas que rigen </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">el </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">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; 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">Con respecto al Impuesto sobre Adquisición de Bienes Inmuebles (“ISAI”) o su equivalente, cabe señalar que, dependiendo de la legislación local aplicable en </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">la Ciudad de México</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, o en el estado o 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; 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">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 HD, o bien, en caso de que los Fideicomitentes Adherentes enajenen 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"> 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, 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; letter-spacing:-0.5pt">Devolución del IVA.</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">Como resultado de la adquisición de Bienes Inmuebles al Patrimonio del Fideicomiso, se genera la obligación de pago del IVA correspondiente, el cual es enterado a las autoridades fiscales competentes por parte de los vendedores.</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">De acuerdo con la legislación fiscal aplicable, 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 nuestros Activos. Al respecto, aunque remoto, existe el riesgo de que se niegue o se retrase significativamente dicha devolución, lo que impactaría el flujo de efectivo disponible del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; 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; letter-spacing:-0.5pt">La incapacidad de Fibra HD 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; 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">El Fideicomiso pretende cumplir con la regulación aplicable a Fibra HD 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 HD, se requiere distribuir anualmente una cantidad equivalente a por lo menos el 95% del resultado fiscal neto de Fibra HD para seguir calificando como una Fibra. </span><a name="_Hlk98936931" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Cualquier Distribución diferente al 95% de</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">l </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Resultado Fiscal requerirá la aprobación de la mayoría de los Miembros Independientes de</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">l</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Comité Técnico. 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.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span></a><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Si Fibra HD cumple con las referidas disposiciones, para mantener el estatus de Fibra será necesario continuar cumpliendo ciertos requisitos relativos a, entre otras, las distribuciones, la naturaleza de los activos y los orígenes de los ingresos de Fibra HD. Todas las distribuciones serán realizadas conforme a la política de distribución de Fibra HD (a menos que se apruebe lo contrario por el Comité Técnico, o en su caso, por la Asamblea de Tenedores) 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 HD 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 HD, el valor de 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"> y la capacidad para realizar distribuciones a los Tenedores de 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">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; letter-spacing:-0.5pt">Riesgos relacionados con México</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Las condiciones económicas, políticas y sociales pueden afectar adversamente el negocio de Fibra HD.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">Dólar</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de los Estados Unidos, inflación, variaciones en las tasas de interés, reglamentos, impuestos, expropiación, inestabilidad social y política</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">s con</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 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>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(i)</span><span style="width:26.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">influencia gubernamental significativa sobre la economía;</span>
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<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">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:23.78pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">fluctuaciones sustanciales en el crecimiento económico;</span>
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<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">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:21pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">altos niveles de inflación;</span>
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<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">iv</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:21.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cambios en los valores de la moneda;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(v)</span><span style="width:24.34pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">control de cambio o restricciones en la expatriación de ganancias;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(vi)</span><span style="width:21.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">altas tasas de interés domésticas;</span>
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<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">vii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:18.78pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">control de salarios y de precios;</span>
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<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">viii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:16pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cambios en políticas económicas o fiscales gubernamentales;</span>
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<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">ix</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:21.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">imposición de barreras comerciales;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(x)</span><span style="width:24.34pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cambios inesperados en la reglamentación; e</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(xi)</span><span style="width:21.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">inestabilidad política, social y económica general.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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 HD, 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; letter-spacing:-0.5pt">CBFIs</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; font-weight:bold; letter-spacing:-0.5pt">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 HD.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El Gobierno Federal de México ha ejercido, y continúa ejerciendo, una influencia significativa sobre la economía nacional. En consecuencia, las acciones, políticas y decisiones gubernamentales, incluyendo aquellas relacionadas con empresas estatales o sectores con alta participación pública, pueden tener un impacto material significativo tanto en las entidades del sector privado en general, como en Fibra HD en particular. Estas intervenciones pueden afectar directamente las condiciones del mercado, los precios de los activos y los rendimientos de los valores mexicanos. </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Históricamente, el Gobierno Mexicano ha intervenido en la economía y ha implementado cambios sustanciales en políticas y regulaciones, tendencia que podría repetirse en el futuro. Las medidas para controlar la inflación y otras políticas macroeconómicas han incluido, entre otras: Incrementos en las tasas de interés, Modificaciones en la políticas fiscales y tributarias, Implementación de controles de precio y de capital, Devaluaciones de la moneda local y Restricciones a las importaciones. El negocio, la condición financiera, los resultados de operación y la capacidad de realizar Distribuciones de Efectivo de Fibra HD podrían verse afectados negativamente por cambios regulatorios que impacten el Patrimonio del Fideicomiso, su administración, su operación o su régimen impositivo. No es posible garantizar que las futuras políticas gubernamentales no perjudiquen la estabilidad financiera de la Fibra. Asimismo, la legislación fiscal en México está sujeta a cambios constantes; no existe garantía de que el gobierno no realice modificaciones a las leyes actuales o a sus políticas en el ámbito social, económico o político, las cuales podrían tener un efecto material adverso sobre el negocio, los resultados operativos, la condición financiera o el precio de cotización de 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">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Fibra HD 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>
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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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El Fideicomiso está constituido y le son aplicables las leyes de México y todos sus activos y operaciones están ubicadas en México. Como resultado, Fibra HD está sujeta a riesgos políticos, económicos, legales y reglamentarios específicos para México, incluyendo la condición general de la industria inmobiliaria en México, y de la economía mexicana, la devaluación del Peso frente al </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Dólar</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, la inflación, las tasas de interés, reglamentación, impuestos y reglamentos confiscatorios, expropiación, inestabilidad social y política, desarrollo social y económico en México. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Las condiciones económicas adversas en México pueden afectar negativamente la posición financiera y resultados de operaciones de Fibra HD.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Los resultados de las operaciones de Fibra HD dependen de las condiciones económicas en México, caracterizadas por tipos de cambio inestables, alto nivel de inflación, altas tasas de interés, contracción económica, reducción de flujo de capital internacional, reducción de liquidez en el sector bancario, altas tasas de desempleo y confianza reducida del inversionista, entre otras. Como resultado, el negocio, posición financiera y resultados de operaciones de Fibra HD pueden verse afectados por las condiciones generales de la economía, inestabilidad de precios, inflación, tasas de interés, reglamentaciones, cargas fiscales, inestabilidad social y otros desarrollos políticos, sociales y económicos en el país, sobre los cuales no es posible ejercer control alguno.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Las disminuciones en la tasa de crecimiento de las economías locales en donde están ubicadas los Inmuebles relacionados con nuestros Activos, periodos de crecimiento negativo y/o aumentos en inflación o tasas de interés pueden dar lugar a una disminución en la demanda por parte de los Arrendatarios respecto de los Inmuebles relacionados con nuestros Activos. Debido a que un gran porcentaje de los costos y gastos de Fibra HD son fijos, existe la posibilidad que Fibra HD sea incapaz de reducir costos y gastos al ocurrir cualquiera de estos eventos, y sus márgenes de ganancia pueden reducirse como resultado de ello.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">La inflación en México, junto con medidas gubernamentales para el control de la inflación, puede tener un efecto adverso en las inversiones de Fibra HD.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La inflación en México, junto con las medidas gubernamentales implementadas para su control, puede ejercer un efecto adverso significativo en las inversiones y la rentabilidad de Fibra HD. Aunque México ha logrado periodos de relativa estabilidad en </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">comparación con décadas pasadas, la economía nacional continúa experimentando episodios de volatilidad inflacionaria que impactan directamente la condición financiera y los resultados de operación del Fideicomiso. En escenarios de alta inflación prolongada, existe el riesgo de que Fibra HD sea incapaz de ajustar las rentas cobradas a sus Arrendatarios de manera proporcional u oportuna para compensar el incremento en sus propios costos operativos, financieros y de mantenimiento. Si bien los incrementos en los niveles de las Rentas suelen estar vinculados a la inflación, la eficacia de estos mecanismos de ajuste presenta limitaciones estructurales. Para los Contratos de Arrendamiento denominados en Pesos, el aumento se basa generalmente en las variaciones del índice Nacional de Precios al Consumidor (INPC); sin embargo, dado que este índice se calcula sobre una canasta de bienes y servicios básicos, muchos de los cuales están sujetos a subsidios o controles de precios gubernamentales, es posible que el INPC no refleje con exactitud la inflación real que afecta al sector inmobiliario y de servicios especializados. Adicionalmente, debido a que los ajustes en los niveles de Renta para los activos de Fibra HD suelen aplicarse de forma actualizada, existe un desfase temporal inherente donde los ajustes por inflación no surten efecto sino hasta el ciclo operativo del año siguiente. En consecuencia, el reconocimiento de estos incrementos en los ingresos de la Fibra puede verse diferido, no coincidir con la inflación real experimentada en el periodo inmediato y, por ende, afectar negativamente el flujo de efectivo disponible para las Distribuciones de Efectivo y el valor de mercado de 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">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Previamente</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, Fibra HD emitió un bono indexado a las UDIS con clave de pizarra Fibra HD 19U, el cual tuvo un valor equivalente a 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">, y que, al cierre del 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">, representaba un valor en pesos de </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">1,</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">092,995,123</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> pesos.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> El vencimiento de este bono es en noviembre de 2029. Una alta tasa de inflación repercute en el alza de esta deuda, por lo que puede impactar negativamente los resultados financieros del Fideicomiso, además de que incrementa el riesgo de insolvencia.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">La fluctuación en el valor del Peso frente al </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Dólar</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> de los Estados Unidos podría afectar negativamente el desempeño financiero de Fibra HD.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La fluctuación en el valor del Peso mexicano frente al dólar de los Estados Unidos representa un factor de riesgo que podría afectar negativamente el desempeño financiero de Fibra HD. Históricamente, el tipo de cambio ha mostrado una volatilidad significativa derivada de condiciones macroeconómicas globales y locales. Si bien el Banco de México puede intervenir ocasionalmente en el mercado cambiario para fomentar un entorno ordenado y dotar de liquidez al sistema, utilizando para ello mecanismos de mercado como contratos de derivados </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">over-the-counter</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> o instrumentos listados en bolsas de futuros, no existe garantía de que dichas medidas logren los efectos deseados. En </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">consecuencia,</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> se prevé que el Peso </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">permanezca sujeto a variaciones constantes frente al </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Dólar</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, independientemente de las acciones de estabilización que las autoridades financieras puedan implementar. Las devaluaciones o depreciaciones severas del Peso pueden provocar perturbaciones en el mercado cambiario internacional, lo que limitaría la capacidad de Fibra HD para convertir flujos operativos de Pesos a </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Dólares</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> u otras divisas de manera eficiente. Esta situación impactaría la capacidad del Fideicomiso para cumplir oportunamente con el pago de principal e intereses de cualquier deuda denominada en moneda extranjera, incrementando el valor relativo en Pesos de dichas obligaciones y elevando potencialmente los niveles de incumplimiento entre aquellos arrendatarios cuyos flujos también se vean comprometidos por el diferencial cambiario. Aunque el Gobierno Mexicano ha mantenido por décadas una política de libre flotación y no ha restringido la capacidad de personas físicas o morales para transferir divisas al exterior, persiste el riesgo de que se implementen políticas restrictivas de control cambiario en el futuro ante escenarios de crisis económica extrema. El impacto de tales medidas sobre la economía mexicana y, específicamente, sobre la operatividad y los resultados financieros de Fibra HD, es imprescindible y podría constituir un efecto material adverso sobre la liquidez y la valoración de 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">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">El riesgo de mercado a la exposición de pérdida derivada de cambios en tasas de interés y tipo de cambio. El principal riesgo de mercado al que consideramos podríamos estar expuestos son tasas de interés y tipo de cambio de divisas. Muchos factores, incluyendo políticas fiscales y monetarias gubernamentales, consideraciones económicas y políticas tanto locales como internacionales y otros factores fuera de nuestro control contribuyen al riesgo de tasas de interés y tipo de cambio.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Aproximadamente el </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">17</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">.3</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; letter-spacing:-0.5pt"> los contratos de arrendamiento de los inmuebles que integran la cartera, en términos de ingresos, se denominan en dólares. Fibra</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> HD no considera dentro de su estrategia actual el uso de instrumentos financieros derivados para cubrir el riesgo de fluctuación cambiaria, mitigando, en la medida de los posible, las variaciones de forma natural con la operación. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Las condiciones políticas de México pueden tener un efecto adverso en las operaciones de Fibra HD.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Las condiciones y el entorno político en México constituyen un factor que puede influir significativamente en la política económica nacional y, por extensión, afectar de manera adversa las operaciones y la rentabilidad de Fibra HD. La estabilidad del marco macroeconómico depende en gran medida de la continuidad o evolución de las políticas públicas, por lo que cualquier cambio abrupto en la administración federal o en las prioridades gubernamentales podría alterar el entorno de negocios. Los periodos de transición política o la polarización en el discurso público pueden generar volatilidad en los mercados financieros, impactando la confianza de los </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">inversionistas y la valoración de los activos inmobiliarios del Fideicomiso. Asimismo, la relación entre los poderes Ejecutivo y Legislativo desempeña un papel crítico en la gobernanza del país. Los posibles desacuerdos o la falta de consenso entre estos poderes podrían impedir la ratificación o implementación oportuna de reformas estructurales, fiscales o económicas necesarias para el crecimiento del sector privado. Esta parálisis legislativa o la aprobación de reformas que modifiquen las reglas del juego para la inversión extranjera y nacional podrían derivar en un efecto material adverso para el modelo de negocio de Fibra HD. La incertidumbre política, al ser un factor fuera del control del Emisor, puede deteriorar la situación económica general de México, y no es posible garantizar que futuros eventos políticos o cambios en la composición de los órganos de gobierno no afectarán negativamente la condición financiera, los resultados de operación o el flujo de efectivo del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">México ha experimentado un periodo de aumento en la actividad delictiva y ello podría afectar las operaciones de Fibra HD. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Recientemente, México ha experimentado un período de aumento en la actividad delictiva, primordialmente debido al crimen organizado</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y feminicidios</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">. Estas actividades, su posible aumento y la violencia asociada con ellas pueden tener un impacto negativo en el ambiente de negocios en algunas localidades en las que opera Fibra HD, y por lo tanto sobre 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; letter-spacing:-0.5pt">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 HD. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La economía mexicana y el valor de mercado de los activos de emisores nacionales están intrínsecamente ligados a las condiciones económicas y financieras globales, particularmente a las de Estados Unidos. A pesar de que las dinámicas de los mercados emergentes pueden diferir de las de las economías desarrolladas, la percepción del riesgo por parte de los inversionistas ante eventos internacionales suele generar un efecto de contagio que impacta negativamente la valoración de los títulos mexicanos. En años recientes, la volatilidad en los precios de los instrumentos de deuda y de renta variable en México ha sido exacerbada por conflictos geopolíticos de gran escala, como la persistente guerra entre Rusia y Ucrania y las crecientes tensiones en el Medio Oriente, los cuales han desestabilizado las cadenas suministro y los mercados de energía a nivel mundial. La estrecha correlación entre las condiciones económicas de México y las de Estados Unidos se ha profundizado bajo el marco del Tratado entre México, Estados Unidos y Canadá (T-MEC). Este acuerdo, que rige la integración comercial en Norteamérica, implica que </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cualquier desaceleración económica, cambio en las políticas comerciales o disputa laboral y energética en los países socios puede repercutir de manera directa en el crecimiento del Producto Interno Bruto (PIB) mexicano. Históricamente, las crisis financieras originadas en el extranjero, desde la recesión de 2008 hasta el choque económico derivado de la pandemia global, han provocado contracciones sustanciales en el mercado de valores local y en la demanda de espacios industriales y comerciales. En consecuencia, factores externos como el endurecimiento de las políticas monetarias internacionales, la reconfiguración de flujos comerciales y la inestabilidad en otros mercados emergentes podrían deteriorar el entorno de negocios en México. No es posible garantizar que los eventos económicos o políticos en Estados Unidos o en el resto del mundo no afectarán de forma material y adversa el desempeño operativo, la posición financiera y la capacidad de generación de flujo de Fibra HD, dado que el valor de su patrimonio y el cumplimiento de sus arrendatarios dependen, en última instancia, de la estabilidad del sistema financiero global.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Impacto de las Tasas de Interés y Política Monetaria en los Costos Financieros.</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Durante el ejercicio fiscal 2025, la política monetaria en México transitó hacia una fase de flexibilidad tras los niveles restrictivos observados en años precedentes. Al cierre de diciembre 2025, la tasa de interés de referencia se ubicó en 7.25%, reflejando una estrategia de recortes graduales por parte del Banco de México en respuesta a la estabilización de los índices inflacionarios y la normalización de las cadenas de suministro. Esta tendencia a la baja ha continuado durante el primer trimestre de 2026, alcanzando recientemente niveles de 6.75% tras el ajuste de 25 puntos base realizado a principios de 2026, partiendo de un 7.00% previo. Históricamente, existe una correlación inversa entre las tasas de interés y el valor de mercado de los Certificados Bursátiles Fiduciarios Inmobiliarios (</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">). Para Fibra HD, el entorno de tasas descendentes observado hacia el cierre de 2025 y el inicio de 2026 reduce el costo de oportunidad para los inversionistas en comparación con los instrumentos de renta fija gubernamental, lo cual tiende a favorecer la compresión de los </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cap</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">rates</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y, por ende, la valoración de los activos del Fideicomiso. No obstante, el emisor reconoce que cualquier repunte en la volatilidad cambiaria o presiones inflacionarias externas podría interrumpir este ciclo de relajación monetaria. Desde la perspectiva operativa, la gestión financiera de Fibra HD durante 2025 se enfocó en mitigar el impacto de los gastos por intereses. El descenso en la TIIE (Tasa de Interés Interbancaria de Equilibrio) beneficia directamente el servicio de la deuda contratada a tasa variable, incrementando el Flujo de Efectivo Operativo (FFO) disponible para ser distribuido entre los tenedores. Sin embargo, no es posible garantizar que la tendencia bajista de las tasas se mantendrá; un incremento inesperado en el costo del dinero elevaría los gastos financieros, afectando la rentabilidad neta y la capacidad de ejecución de nuevas adquisiciones estratégicas para el crecimiento del portafolio.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Dependemos substancialmente de nuestros arrendatarios con respecto a todos nuestros ingresos, por lo que nuestro negocio podría ser afectado adversamente si una cantidad significativa de nuestros arrendatarios, o cualquiera de nuestros arrendatarios principales, fuera incapaz de cumplir con sus obligaciones derivadas de sus arrendamientos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La estabilidad operativa y financiera de Fibra HD reside fundamentalmente en la generación de ingresos por rentas, por lo que su desempeño está intrínsecamente ligado a la solvencia de sus arrendatarios y a la capacidad del Fideicomiso para asegurar el cobro oportuno de las contraprestaciones. Los recursos disponibles para el cumplimiento de obligaciones financieras y la realización de Distribuciones de Efectivo podrían verse afectados materialmente si un número significativo de arrendatarios, o alguno de sus arrendatarios principales, presentara retrasos en el inicio de sus operaciones, optara por no renovar sus contratos al vencimiento, incurriera en morosidad, enfrentara cierres de negocio o se declarara en concurso mercantil. Ante tales escenarios, el Fideicomiso podría incurrir en costos adicionales sustanciales, incluyendo gastos de litigio y erogaciones de capital necesarias para la recuperación y el nuevo arrendamiento de los espacios.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La cartera de Fibra HD presenta una concentración relevante en sus fuentes de ingreso; </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">al 31 de diciembre de 2025, los diez arrendatarios con mayor presencia en el portafolio ocupaban aproximadamente el 58.41% de la Área Bruta Rentable (GLA) total. Asimismo, una parte de las Propiedades está ocupada por un solo arrendatario, lo que vincula el desempeño de dichos activos exclusivamente a la estabilidad financiera y operativa de esos ocupantes. Si bien los arrendatarios operan en diversos sectores económicos, muchos continúan enfrentando desafíos derivados de la desaceleración económica y ajustes en sus modelos de negocio </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">post-pandemia</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">Esta coyuntura ha impactado la recuperabilidad de las cuentas por cobrar, particularmente aquellas originadas por diferimientos y descuentos otorgados durante periodos de contingencia. En respuesta a este entorno y como medida de prudencia financiera, a partir del cuarto trimestre de 2025 (4T25), el Fideicomiso adoptó una política de saneamiento de cartera, provisionando como cuentas incobrables la totalidad de los saldos con una morosidad igual o superior a los 90 días. Esta acción contable resultó en una provisión total acumulada durante el ejercicio 2025 de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ps</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">. 292 millones, lo que refleja el compromiso de la administración por reportar de manera transparente los riesgos de crédito y la situación real de los activos financieros del Patrimonio.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Nuestro desempeño operativo está sujeto a riesgos asociados con la industria inmobiliaria en general.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Las inversiones inmobiliarias están sujetas a diversos riesgos y fluctuaciones y a ciclos en valor y demanda, muchos de los cuales están más allá de nuestro control. Algunos eventos pueden disminuir el efectivo disponible para efectuar Distribuciones o pagar obligaciones bajo </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">las emisiones de deuda</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, así como también el valor de nuestras Propiedades. Estos eventos incluyen, sin limitarse a ellos:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cambios adversos en condiciones económicas y demográficas locales, nacionales o internacionales tales como desaceleraciones económicas globales;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">vacantes o nuestra incapacidad de rentar espacio en términos favorables;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cambios adversos en las condiciones financieras de los arrendatarios y los compradores de propiedades;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">incapacidad para cobrar la Renta;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cambios en la Legislación Aplicable y políticas gubernamentales;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">competencia de otros inversionistas en el sector inmobiliario con capital significativo, incluyendo otros fondos inmobiliarios,</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">Fibras y fondos de inversión institucionales;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">reducciones en el nivel de demanda de espacio disponible para arrendamiento;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">aumentos en la oferta de espacio industrial, comerciales y de oficina;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">afectaciones en los niveles de renta como consecuencia de los ciclos de mercado en cada uno de los sectores;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">fluctuaciones en tasas de interés, las cuales podrían afectar adversamente nuestra capacidad, o la capacidad de los compradores y arrendatarios de propiedades, para obtener financiamiento en condiciones favorables; y</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">aumentos en gastos, incluyendo, sin limitar, costos de seguros, costos laborales, precios de energía, valuaciones inmobiliarias y otros impuestos y costos para dar cumplimiento a la Legislación Aplicable y políticas gubernamentales.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Adicionalmente, posibles periodos de recesión o disminución económica, como el que se ocurrió en 2020 como consecuencia de la pandemia mundial derivada del COVID-19, el aumento de tasas de interés o una baja en la demanda de bienes raíces o percepción pública de que </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cualesquiera de estos eventos puedan</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> ocurrir, podría resultar en una disminución general de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">l</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">as Rentas o un aumento en la falta de pago por </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">l</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">os arrendatarios bajo los Contratos de Arrendamiento. Si no </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">se logra</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> operar </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">l</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">as Propiedades para cumplir con las expectativas financieras, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">el</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> negocio, condición financiera, resultados de operaciones y flujo de caja</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">el precio de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">l</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">os </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"> podría verse afectados adversamente, por lo que </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">el Fideicomiso podría</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> ser incapa</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">z</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de cumplir cabalmente con </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">l</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">as obligaciones bajo los </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">CB</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">FI</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">s</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; font-weight:bold; font-style:normal; letter-spacing:-0.5pt">El Fideicomiso depende</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:normal; letter-spacing:-0.5pt"> de fuentes externas de capital y financiamiento para satisfacer </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:normal; letter-spacing:-0.5pt">las </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:normal; letter-spacing:-0.5pt">necesidad</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:normal; letter-spacing:-0.5pt">es</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:normal; letter-spacing:-0.5pt"> de capital y si </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:normal; letter-spacing:-0.5pt">no existe la</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:normal; letter-spacing:-0.5pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:normal; letter-spacing:-0.5pt">capacidad </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:normal; letter-spacing:-0.5pt">de obtener dichos recursos, </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:normal; letter-spacing:-0.5pt">la posibilidad de</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:normal; letter-spacing:-0.5pt"> efectuar adquisiciones futuras necesarias para crecer </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:normal; letter-spacing:-0.5pt">el </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:normal; letter-spacing:-0.5pt">negocio, </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:normal; letter-spacing:-0.5pt">de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:normal; letter-spacing:-0.5pt">completar </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:normal; letter-spacing:-0.5pt">el </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:normal; letter-spacing:-0.5pt">desarrollo de proyectos o bien cumplir con </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:normal; letter-spacing:-0.5pt">las</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:normal; letter-spacing:-0.5pt"> obligaciones de pago</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:normal; letter-spacing:-0.5pt"> podrían verse limitadas</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:normal; letter-spacing:-0.5pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Para efectos de calificar como una FIBRA bajo los artículos 187 y 188 de la LISR, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">se requiere</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, entre otras cosas, efectuar el pago de Distribuciones a los Tenedores por el 95% (noventa y cinco por ciento) del Resultado Fiscal. Debido a ello, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">el Fideicomiso podría ser incapaz</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de fondear del efectivo retenido en </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">l</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">as operaciones, todas </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">las </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">necesidades de capital, incluyendo el capital necesario para realizar inversiones, completar desarrollos </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">de proyectos </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">y cumplir con </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">las </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">obligaciones de pago. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Por ello, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">la Fibra se apoya</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> en fuentes externas de capital, incluyendo financiamiento y emisión de valores para financiar necesidades futuras de capital. La disponibilidad de financiamiento es limitada y las tasas de interés y términos y condiciones generales de financiamiento podrían ser menos competitivas con respecto a países desarrollados. Además, la desaceleración económica global ha dado lugar a un entorno de capital caracterizado por disponibilidad limitada, aumento de costos y volatilidad significativa. Si </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">la Fibra no fuera</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> capa</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">z</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de obtener el capital necesario en condiciones satisfactorias</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, se podría tener un impacto negativo en los resultados operativos y financieros. O bien,</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">podría suceder que, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">de obtener</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> el financiamiento,</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">no se realizasen</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> inversiones</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> adecuadas</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> necesarias para expandir </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">el</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> negocio, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">o no se </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">terminar</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">an</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> proyectos en desarrollo o</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> no</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">se </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cumpli</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">era</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> con </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">l</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">as obligaciones</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de deuda</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">El </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">acceso al capital depende de una diversidad de factores sobre los cuales </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">se tiene nulo o</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> muy poco control, incluyendo las condiciones de mercado generales, la percepción en el mercado de </span><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"> ingresos, Distribuciones de Efectivo y precio de mercado de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">l</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">os </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">. Podríamos desaprovechar las oportunidades de inversión atractivas para el crecimiento en caso de que seamos incapaces de tener acceso a las distintas fuentes de financiamiento en términos favorables.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El fideicomiso únicamente cuenta con </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"> inscritos en el RNV con los números 3265-1.80-2015-001 y 3265-1.80-2015-002, listados en la BMV con fecha 10 de junio de 2015.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El 13 de enero de 2017 la CNBV emitió a favor de Fibra HD el oficio número 153/9908/2017, 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 3265-4.15-2017-001 por un monto de hasta $2,500,000,000.00 (dos mil quinientos millones de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">pesos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 00/100 Moneda Nacional) (el “Programa de Deuda”) o su equivalente en </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">dólares</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 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 (“</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">CBF</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">I</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">s</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">”) como le sea instruido en su momento a la Emisora. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El 2 de octubre de 2019 se presentó y autoriz</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ó</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> el plan de remediación en la Asamblea General Ordinara de Tenedores, por lo que el pasado 28 de noviembre de 201</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">9</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, se cumplió con dicho plan de remediación al llevar a cabo la</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">s</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">emisiones con clave de pizarra Fibra HD 19 y Fibra HD 19U,</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> al amparo del Programa de Deuda, por un monto total de $</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">2,199,999,389.64.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El 12 de junio de 2020 Fibra HD, llevó a cabo la amortización anticipada total de los certificados bursátiles fiduciarios con clave de pizarra Fibra HD 18U. Dicha amortización anticipada total se realizó con los recursos derivados de las emisiones con clave de pizarra Fibra HD 19 y Fibra HD 19U.</span>
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<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 </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cebures</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Fibra HD 19, por $1,388,261,200, se amortizó la totalidad de dichos certificados, haciendo uso del crédito sindicado con BBVA</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, que se detalla más adelante</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El pasado 11 de enero de 2023 la CNBV emitió a favor de Fibra HD el oficio número 153/4733/2023, a través del cual otorgó la inscripción preventiva de certificados bursátiles fiduciarios en el RNV, conforme a la modalidad de programa de colocación, bajo el número 3265-4.15-2023-024 por un monto de hasta </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">5,000 millones</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de pesos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 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 (“</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">CBF</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">I</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">s</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">”) como le sea instruido en su momento a la Emisora.</span>
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<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>
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<p style="margin:0pt 0pt 0pt 32.15pt; text-align:justify; background-color:#ffffff">
<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">En tal respecto, el Índice de Cobertura de Servicio de la Deuda (ICD) de Fibra HD al cierre del 4T2</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 de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">2.</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">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"> y fue calculado con base en la metodología establecida en la CUE en su Anexo AA, el cual establece el utilizar una estimación de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">los flujos de efectivo de los siguientes cuatro trimestres de la entidad, incluyendo los vencimientos de las obligaciones que se tengan.</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; letter-spacing:-0.5pt"> </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; letter-spacing:-0.5pt"> </span>
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<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; letter-spacing:-0.5pt">Características de la emisión Fibra HD 19U, la cual sigue vigente a la fecha de este reporte</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </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>
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<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>
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<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"> </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 $</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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">CBFs</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">CBFs</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">negativa</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">CBFs</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 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Detalle de los intereses devengados y pagados de los </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Certificados Bursátiles Fiduciarios</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> FIBRAHD 19U:</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:518.2pt">
<tr>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:13.35pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">No.</span>
</p>
</td>
<td colspan="3" style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:127.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Periodo</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:29.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Días </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Periodo</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:25.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">T.I.</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:62.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Valor Nominal UDIs</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:52.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Intereses del Periodo en UDIS</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:37.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Valor de la UDI en la fecha de Pago</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:81.65pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Intereses del periodo en Pesos</span>
</p>
</td>
</tr>
<tr>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:13.35pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">1</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Jueves 28 de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Noviembre</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de 2019</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:10.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">al</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Jueves 28 de mayo de 2020</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:29.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">182</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:25.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">5.63%</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:62.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">127,825,700.00</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:52.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">3,638,274.49</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:37.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">6.422121</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:81.65pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">$23,365,439.03</span>
</p>
</td>
</tr>
<tr>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:13.35pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">2</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Jueves 28 de mayo de 2020</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:10.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">al</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Jueves 26 de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">noviembre</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de 2020</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:29.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">182</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:25.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">5.63%</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:62.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">127,825,700.00</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:52.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">3,638,274.49</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:37.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">6.601154</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:81.65pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> $24,016,</span><span style="font-family:'Times New Roman'; font-size:10pt">810.23</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:13.35pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">3</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Jueves 26 de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">noviembre</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de 2020</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:10.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">al</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">jueves</span><span style="font-family:'Times New Roman'; font-size:10pt">, 27 de mayo de 2021</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>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:29.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">182</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:25.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">5.63%</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:62.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">127,825,700.00</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:52.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">3,638,274.49</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:37.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">6.811071</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:81.65pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> $24,780,545.89 </span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:13.35pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">jueves</span><span style="font-family:'Times New Roman'; font-size:10pt">, 27 de mayo de 2021</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>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:10.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">al</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">jueves</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, 25 de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">noviembre</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de 2021</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:29.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">182</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:25.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">5.63%</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:62.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">127,825,700.00</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:52.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">3,638,274.49</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:37.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">7.</span><span style="font-family:'Times New Roman'; font-size:10pt">020501</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:81.65pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">$25,542,509.72</span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:13.35pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">5</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">jueves</span><span style="font-family:'Times New Roman'; font-size:10pt">, 25 de </span><span style="font-family:'Times New Roman'; font-size:10pt">noviembre</span><span style="font-family:'Times New Roman'; font-size:10pt"> de 2021</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:10.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">al</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">jueves</span><span style="font-family:'Book Antiqua'; font-size:10pt">, 26 de mayo de 2022</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:29.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">182</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:25.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">5.63%</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:62.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">127,825,700.00</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:52.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">3,638,274.49</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:37.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">7.331571</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:81.65pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">$26,674,267.77</span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:13.35pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">6</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">jueves</span><span style="font-family:'Times New Roman'; font-size:10pt">, 26 de mayo de 2022</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:10.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">al</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">jueves</span><span style="font-family:'Book Antiqua'; font-size:10pt">, 24 de </span><span style="font-family:'Book Antiqua'; font-size:10pt">noviembre</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de 2022</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:29.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">182</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:25.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">5.63%</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:62.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">127,825,700.00</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:52.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">3,638,274.49</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:37.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">7.601236</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:81.65pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">$27,655,383.06</span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:13.35pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">7</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">jueves</span><span style="font-family:'Times New Roman'; font-size:10pt">, 24 de </span><span style="font-family:'Times New Roman'; font-size:10pt">noviembre</span><span style="font-family:'Times New Roman'; font-size:10pt"> de 2022</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:10.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">al</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">jueves</span><span style="font-family:'Book Antiqua'; font-size:10pt">, 25 de mayo de 2023</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:29.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">182</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:25.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">5.63%</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:62.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">127,825,700.00</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:52.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">3,638,274.49</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:37.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">7.791609</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:81.65pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">$28,348,012.29</span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:13.35pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">8</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">jueves</span><span style="font-family:'Times New Roman'; font-size:10pt">, 25 de mayo de 2023</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:10.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">al</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">jueves</span><span style="font-family:'Book Antiqua'; font-size:10pt">, 23 de </span><span style="font-family:'Book Antiqua'; font-size:10pt">noviembre</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de 2023</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:29.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">182</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:25.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">5.63%</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:62.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">127,825,700.00</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:52.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">3,638,274.49</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:37.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">7.923479</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:81.65pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">$28,827,791.54</span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:13.35pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">9</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">jueves</span><span style="font-family:'Book Antiqua'; font-size:10pt">, 23 de </span><span style="font-family:'Book Antiqua'; font-size:10pt">noviembre</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de 2023</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:10.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">al</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">jueves</span><span style="font-family:'Book Antiqua'; font-size:10pt">, 23 de mayo de 2024</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:29.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">182</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:25.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">5.63%</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:62.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">127,825,700.00</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:52.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">3,638,274.49</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:37.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">8.153078</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:81.65pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> $29,663,135.73</span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:13.35pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">10</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Jueves 23 de mayo del 2024</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:10.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Al </span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">jueves</span><span style="font-family:'Book Antiqua'; font-size:10pt">, 2</span><span style="font-family:'Book Antiqua'; font-size:10pt">1</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de </span><span style="font-family:'Book Antiqua'; font-size:10pt">noviembre</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de 2024</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:29.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">182</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:25.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">5.63%</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:62.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">127,825,700.00</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:52.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">3,638,274.49</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:37.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">8.301767</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:81.65pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">$30,204,107.13</span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:13.35pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">11</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Jueves, 21 de </span><span style="font-family:'Book Antiqua'; font-size:10pt">noviembre</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de 2024</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:10.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Al</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Jueves, 22 de mayo de 2025</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:29.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">182</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:25.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">5.63%</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:62.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">127,825,700.00</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:52.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">3,638,274.49</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:37.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">8.470948</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:81.65pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">30,819,634.0</span><span style="font-family:'Book Antiqua'; font-size:10pt">4</span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:13.35pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">12</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Jueves, 22 de mayo de 2025</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:10.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Al</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Jueves, 20 de </span><span style="font-family:'Book Antiqua'; font-size:10pt">noviembre</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de 2025</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:29.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">182</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:25.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">5.63%</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:62.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">127,825,700.00</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:52.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">3,638,274.49</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:37.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">8.594671</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:81.65pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">31,269,772.2</span><span style="font-family:'Book Antiqua'; font-size:10pt">8</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:24.15pt; border:none">
</td>
<td style="width:58.55pt; border:none">
</td>
<td style="width:21.5pt; border:none">
</td>
<td style="width:58.55pt; border:none">
</td>
<td style="width:40.65pt; border:none">
</td>
<td style="width:36.7pt; border:none">
</td>
<td style="width:73.3pt; border:none">
</td>
<td style="width:63.3pt; border:none">
</td>
<td style="width:48.3pt; border:none">
</td>
<td style="width:92.45pt; border:none">
</td>
</tr>
</table>
<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">
<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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<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Al 31 de diciembre de 20</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"> no se han presentado cambios significativos a los derechos de valores inscritos en el RNV. </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; letter-spacing:-0.5pt">No Aplica.</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; letter-spacing:-0.5pt">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><a name="_Hlk98954797" href="#" ><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">La oficina principal del Asesor y Administrador</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, al cierre de diciembre del 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">,</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">se ubica en Avenida Santa Fe 498, Piso 3, Colonia Santa Fe Cuajimalpa, Cuajimalpa de Morelos, CP 05348.</span></a>
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<p style="margin:0pt; text-align:justify">
<span style="-aw-bookmark-end:_Hlk98954797"></span><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; letter-spacing:-0.5pt">Los inversionistas de </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"> que así lo deseen podrán consultar este Reporte Anual, así como 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> en el RNV. Esta 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, México, Ciudad de México, así como en la página de Internet de la BMV en </span><a style="color:#000000" href="http://www.bmv.com.mx"><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">http://www.bmv.com.mx</span></a><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> o en la página de Internet de la CNBV en </span><a style="color:#000000" href="http://www.cnbv.gob.mx"><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">http://www.cnbv.gob.mx</span></a>
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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; letter-spacing:-0.5pt">Fibra HD Servicios, S.C. podrá, a solicitud del inversionista, entregar copias de dichos documentos contactando a </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Relación con Inversionistas</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> (</span><a style="color:#000000" href="mailto:relacionconinversionistas@fibrahd.mx"><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">relacionconinversionistas@fibrahd.mx</span></a><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"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Asimismo, de conformidad con la LMV y disposiciones aplicables, 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 del Representante Común ubicadas en </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Torre Esmeralda 1, Periférico </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Blvd</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">. Manuel Ávila Camacho No. 40, piso 22, Col. Lomas – Virreyes, Lomas de Chapultepec III Sección, Alcaldía Miguel Hidalgo, C.P. 11000, Ciudad de México</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, a la atención de Mónica Jiménez Labora Sarabia al teléfono (55) 5063-3978</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y/o a los correos electrónicos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> monica.jimenez@multiva.com.mx</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:12pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">repcomun@</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">multiva</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">.com</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">mx.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<a name="_Toc505938672" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">2.1.1. Conformación de </span><span style="-aw-bookmark-end:_Toc443898873"></span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Fibra HD</span></a><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:12pt; font-weight:bold"> </span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El Fideicomiso se constituyó el 17 de diciembre de 2014 y fue modificado el 18 de mayo de 2015. </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>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El 10 de junio de 2015 se llevó a cabo la Oferta Pública Inicial por parte del Fideicomiso, colocándose un total de 150,750,000 </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">, de los cuales, una vez terminado el periodo de estabilización, quedaron en circulación 147,690,404 </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">.</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>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Simultáneamente a la Oferta Pública Inicial, como parte de las Transacciones de Formación, se emitieron 450,225,000 </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"> adicionales para destinarse a la Suscripción Preferente de </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"> por parte de los Tenedores y/o a la adquisición de Inmuebles que sean aportados al patrimonio del Fideicomiso. Dichos </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"> adicionales se mantendrían en tesorería del Fideicomiso en tanto no hayan sido utilizados para los fines antes descritos, conforme a los términos del Fideicomiso.</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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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El pasado 14 de octubre de 2021, Fibra Plus concluyó con la Oferta Pública de Adquisición (OPA) que lanzó por hasta el 100% de 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"> en circulación de Fibra HD. Conforme a lo divulgado por Fibra Plus, el resultado final fue una adquisición del 70.9% de 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"> en circulación de la emisora, equivalente a 309,974,328 </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">, por lo que, a partir del cuarto trimestre del 2021, los estados financieros de Fibra HD se consolidan en el balance de Fibra Plus, siendo esta última la empresa controladora. No obstante, Fibra HD continúa cotizando de forma independiente y reportando sus resultados por separado, dada la participación del público inversionista en el Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fibra HD está operando de conformidad con lo dispuesto en los artículos 187 y 188 de la L</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">I</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">SR comenzando en el año fiscal que terminó el 31 de diciembre de 2015. 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 establezcan 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. Se ha cumplido con la condición de que, a más tardar una vez cumplido el año desde la fecha de la Oferta Pública Inicial, al menos el 70% (setenta por ciento) de los activos del Fideicomiso hayan de estar invertidos en Inmuebles que se destinen al arrendamiento y el remanente, cuando existe, se haya invertido en valores a cargo del Gobierno Federal inscritos en el RNV o en acciones de sociedades de inversión en instrumentos de deuda.</span>
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<a name="_Toc505938673" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">2.1.2. Puesta en Marcha del Plan de Negocios de Fibra HD</span><span style="-aw-bookmark-end:_Toc443898874"></span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fibra Plus y Fibra HD replantearon la visión de negocio del nuevo vehículo consolidado y de Fibra HD por sí misma, con el objeto de establecer una ruta de crecimiento sostenido a través de una estructura de capital sana, una administración interna y profesional y una estrategia clara de adquisiciones y desinversiones. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En tal sentido, la nueva estructura organizacional de Fibra HD se basa en dos ejes principales: (i) la operación, administración y comercialización de inmuebles estabilizados y (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">i</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">i</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) la adquisición de activos de oportunidad, así como la rotación, remodelación o reconversión de activos identificados.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Los objetivos de</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">l</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> plan de negocios son la creación y administración de:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Una Fibra escalable capaz de agregar una Cartera de Activos estabilizados de elevada calidad. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Una Fibra diversificada capaz de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">actuar con resiliencia ante</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> la volatilidad de nuestra Cartera sin sacrificar su rentabilidad.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Una Fibra capaz de ofrecer a los Tenedores de </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"> </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">una sana estructura financiera, con rendimiento y distribuciones con base en flujo real sostenible. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Una Fibra que en el mediano plazo alcance una escala tal que sus Tenedores de </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"> puedan beneficiarse de la creciente liquidez de 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">. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Una Fibra que cuente con una administración internalizada que permitirá que los Tenedores de </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"> se beneficien de las economías de escala que deriven de su crecimiento. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Una Fibra </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">enfocada preponderantemente a la adquisición de Activos que, a juicio del Comité Técnico, sean de elevada calidad, cuenten con inquilinos solventes y que ofrezcan rendimientos atractivos, cuyas principales características son propiedades medias y pequeñas, en ubicaciones privilegiadas </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">en ciudades medias y grandes del país</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">dentro de mercados que ofrezcan oportunidades de crecimiento en el medio y largo plazos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">.</span>
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<a name="_Hlk509904614" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span></a>
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<a name="_Toc505938677" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">2.1.6. Dirección y teléfonos de las principales oficinas de la Emisora</span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La oficina principal del Asesor y Administrador, al cierre de diciembre del 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"> se ubica en Avenida Santa Fe 498, Piso 3, Colonia Santa Fe Cuajimalpa, Cuajimalpa de Morelos, CP 05348.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Teléfono: </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">+52 (55) 7588 0250.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Se describe a continuación</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:10pt; letter-spacing:-0.5pt">Fibra HD </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ha reorientado su tesis de inversión para priorizar la adquisición y consolidación de naves industriales de clase A y B. Este giro estratégico busca capitalizar las oportunidades derivadas del </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><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">y la expansión logística en México, enfocándose en propiedades de mediano y gran tamaño con arrendatarios de alta calidad crediticia.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Como parte de la optimización del portafolio, el Fideicomiso ha ejecutado un programa de venta de activos no estratégicos en los sectores comercial, de oficinas y educativo. El capital proveniente de estas desinversiones se ha destinado a fortalecer la posición de liquidez y a financiar el crecimiento en el sector industrial, buscando mejorar la rentabilidad global del patrimonio.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El modelo de negocio se centra en identificar oportunidades que ofrezcan tasas de capitalización (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cap</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">rates</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) atractivas y flujos de efectivo estables. Aunque históricamente se han manejado rangos de inversión de entre </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">30 millones</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de pesos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y </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">300 millones</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de pesos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, la estrategia actual permite flexibilidad para capturar activos industriales de mayor escala que presenten un dinamismo destacado.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La expansión geográfica se concentra en los corredores industriales más dinámicos del Norte, Bajío y Centro de la República. El Fideicomiso busca activamente propiedades en ciudades con ventajas competitivas por su infraestructura, conectividad y crecimiento económico, asegurando que la ubicación de los activos maximice el valor para los tenedores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Dentro de la administración que se lleva a cabo en el fideicomiso, respecto al tema de las patentes, licencias, marcas y otros contratos, se cuenta con el debido proceso para su renovación a las fechas de sus vencimientos con la finalidad de garantizar su vigencia y contener los riesgos vinculados con su vencimiento y disponibilidad para su compra (por referirse </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">a las</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> marcas registradas) donde destacan: </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fibra HD es una marca registrada, con número de registro 2146637 en el Instituto Mexicano de la Propiedad Industrial, con vigencia hasta el 20 de marzo de 2030.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fibra HD no es titular de ninguna otra marca, patente, diseño industrial, aviso comercial, nombre comercial o cualquier otro derecho de propiedad industrial. Tampoco es titular o beneficiario de los derechos de ninguna franquicia.</span>
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<a name="_Hlk99010378" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:-0.5pt"> </span></a>
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<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:10pt; letter-spacing:-0.5pt">Tabla anterior describe el perfil de las propiedades, así como la lista de los nombres de los principales inquilinos en cada tipo de propiedad. </span><span style="-aw-bookmark-end:_Hlk99010378"></span>
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<a name="_Hlk99011016" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fibra HD </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">está</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> sujeta al régimen fiscal aplicable a una FIBRA, de conformidad con los artículos 187 y 188 de la LISR desde el año fiscal que finaliza el 31 de diciembre de 2015. Por lo anterior, es intención que Fibra HD 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></a>
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<span style="-aw-bookmark-end:_Hlk99011016"></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; letter-spacing:-0.5pt">(i)</span><span style="font:7.0pt 'Times New Roman'">            </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Estar constituido de conformidad con las leyes mexicanas y la fiduciaria sea una institución de crédito residente en México.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">            </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(iii)</span><span style="font:7.0pt 'Times New Roman'">            </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Invertir cuando menos el 70% del patrimonio del fideicomiso en Inmuebles, derechos o créditos señalados en el 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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(iv)</span><span style="font:7.0pt 'Times New Roman'">            </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(v)</span><span style="font:7.0pt 'Times New Roman'">            </span><a name="_Hlk99011025" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Emitir certificados de participación por los bienes que integren el patrimonio del fideicomiso. 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"> deben colocarse en la BMV o ser adquiridos por al menos diez inversionistas que (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">i</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) no sean partes relacionadas y (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) no sean titulares, en lo individual, de más del 20% de 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"> emitidos por </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">una fibra no listada, en caso de FIBRA HD si cumple en tanto este listada en la BMV.</span></a>
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<p style="margin:0pt 0pt 12pt 54pt; text-indent:-32.44pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(vi)</span><span style="font:7.0pt 'Times New Roman'">            </span><span style="-aw-bookmark-end:_Hlk99011025"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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>
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<p style="margin:0pt 0pt 12pt 54pt; text-indent:-35.22pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(vii)</span><span style="font:7.0pt 'Times New Roman'">            </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">A continuación, se señala una descripción de algunas de las consecuencias fiscales en materia de ISR de acuerdo con la legislación fiscal vigente en México, generadas con motivo de la adquisición, tenencia y enajenación de 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">. Sin embargo, la descripción </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">comentada</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">. 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, puesto que su único objetivo es proporcionar una descripción general de acuerdo con las disposiciones fiscales vigente en México a la fecha del presente Reporte Anual.</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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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 Asesor y Administradores fiscales las implicaciones de la suscripción y disposición de </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"> desde el punto de vista tributario mexicano.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">CBFIs</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">El régimen fiscal aplicable a la enajenación de </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"> emitidos por el Emisor, a través de la BMV para personas físicas y morales residentes en México y/o residentes en el extranjero está previsto en los artículos 187 y 188 de la LISR y de la Resolución Miscelánea Fiscal para el 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; font-weight:normal; font-style:italic">I. Distribución del Resultado Fiscal </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> estén colocados entre el gran público inversionista, será el intermediario financiero que tenga en depósito 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"> quien deberá realizar la retención del impuesto antes precisado, quedando el Emisor eximido de la obligación de efectuar dicha retención.</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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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 el artículo 94 de la LISR.</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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Para más información sobre la forma en que se ha dado cumplimiento a lo aquí referido, ver “</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">2. El Fideicomiso – 2.2. Descripción del Negocio – 2.2.10 Distribuciones</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">” en este Reporte Anual.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">II. Enajenación de los </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">CBFIs</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">Personas físicas</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Las personas físicas residentes en México que enajenen 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"> a través de la Bolsa Mexicana de Valores (BMV), la Bolsa Institucional de Valores (BIVA) o mercados reconocidos en los términos del artículo 16-C, fracción II del Código Fiscal de la Federación, se encuentran exentas del pago de ISR por la ganancia derivada de dicha enajenación, de conformidad con el artículo 188, fracción XII de la LISR.</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:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">Personas morales</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La exención mencionada no es aplicable a personas morales residentes en México. Estas deberán acumular la ganancia derivada de la enajenación de 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"> a sus demás ingresos gravables. La ganancia se determinará restando al ingreso percibido el costo promedio por certificado.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El costo promedio se calculará considerando la totalidad de 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"> de la misma FIBRA propiedad del enajenante a la fecha de la operación.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Se dividirá el costo comprobado de adquisición de todos 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"> (actualizando mediante el Índice Nacional de Precios al Consumidor desde el mes de adquisición hasta el mes de enajenación) entre el número total de certificados propiedad del enajenante.</span>
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<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-style:italic; letter-spacing:-0.5pt">Impuesto sobre adquisición de Bienes Inmuebles </span>
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<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"> otorgan a sus Tenedores el derecho a percibir una parte de los frutos o rendimientos generados por el Patrimonio del Fideicomiso </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">y, en su caso, el producto de la liquidación de los activos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Dado que 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"> representan derechos sobre un patrimonio fideicomitido y no la propiedad directa sobre los inmuebles (suelo o construcciones), existen argumentos sólidos para considerar que su enajenación no está sujeta al pago del Impuesto sobre Adquisición de Bienes Inmuebles (ISAI) o sus equivalentes estatales, ya que la transmisión de los certificados no constituye una trasmisión de dominio de propiedad inmobiliaria en términos de las legislaciones locales vigentes.</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; letter-spacing:-0.5pt">Otros Impuestos</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">No se causará el Impuesto al Valor Agregado por la enajenación de 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">, siempre que estos se encuentren inscritos en el Registro Nacional de Valores (RNV) y la operación se realice a través de bolsas de valores concesionadas bajo la Ley del Mercado de Valores o mercados reconocidos equivalentes.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Bajo la legislación federal vigente a marzo de 2026, no existen impuestos a las sucesiones, donaciones (entre líneas consanguíneas directas), del timbre o de inscripción de emisiones que graven directamente la tenencia o transmisión de 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"> para los Tenedores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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. </span><a name="_Hlk99011983" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El Asesor y Administrador, subsidiaria del Fideicomiso, se encarga de contratar directamente a cualesquiera empleados que se requieran. </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Al cierre 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">, el Asesor y Administrador contaba</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">n</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> con </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> empleados.</span></a><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> El motivo del incremento de la plantilla laborar es resultado de la estrategia de Fibra HD, la cual está basada en la internalización de la administración y operación de los inmuebles, aprovechando las economías de escala generadas por la consolidación del Fideicomiso en la operación de Fibra Plus. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Para </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">más información</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de la nueva estructura de Administración del Fideicomiso, referirse a la sección 2.5 “Administrador” del presente reporte.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">No Aplica.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El Fideicomiso</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> opera en diversos segmentos del mercado inmobiliario comercial, incluyendo:​</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Centros comerciales: Propiedades destinadas a actividades comerciales y de entretenimiento.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Naves industriales: Inmuebles utilizados para actividades logísticas y de almacenamiento.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Instituciones educativas: Edificaciones destinadas a actividades académicas y de formación.​</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Oficinas; espacios de renta dentro de los polígonos principales</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de negocios.</span>
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<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">Aunque FIBRA HD tiene un enfoque más diversificado (</span><span style="font-family:'Times New Roman'; font-size:10pt">comercial</span><span style="font-family:'Times New Roman'; font-size:10pt">, industrial, educativo</span><span style="font-family:'Times New Roman'; font-size:10pt"> y oficinas</span><span style="font-family:'Times New Roman'; font-size:10pt">), compite directamente con </span><span style="font-family:'Times New Roman'; font-size:10pt">FIBRAs</span><span style="font-family:'Times New Roman'; font-size:10pt"> que buscan captar capital en el mercado bursátil y generar rendimientos por arrendamiento de inmuebles. Sus principales competidores son </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<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">FIBRA UNO: el FIBRA más grande de México y América Latina. Portafolio diversificado: comercial, oficinas, industrial y usos mixtos. Muy fuerte en centros comerciales y parques industriales. Alta presencia nacional.</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">FIBRA Macquarie: </span><span style="font-family:'Times New Roman'; font-size:10pt">con enfoque</span><span style="font-family:'Times New Roman'; font-size:10pt"> en propiedades industriales (naves, parques industriales). También tiene algunos activos comerciales. Gran presencia en la frontera norte y corredores logísticos clave.</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">FIBRA Shop: especializada en centros comerciales. Su mercado se cruza con la parte comercial de FIBRA HD. Alta especialización en </span><span style="font-family:'Times New Roman'; font-size:10pt">retail</span><span style="font-family:'Times New Roman'; font-size:10pt"> y consumo.</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">FIBRA Prologis; especializada en bodegas industriales premium. Alta ocupación, enfocados en logística, e-</span><span style="font-family:'Times New Roman'; font-size:10pt">commerce</span><span style="font-family:'Times New Roman'; font-size:10pt">, manufactura. Gran prestigio internacional.</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">Terrafina</span><span style="font-family:'Times New Roman'; font-size:10pt">: portafolio muy centrado en industriales y manufactura ligera.</span><span style="font-family:'Times New Roman'; font-size:10pt"> t</span><span style="font-family:'Times New Roman'; font-size:10pt">ambién tiene activos de uso mixto </span><span style="font-family:'Times New Roman'; font-size:10pt">r</span><span style="font-family:'Times New Roman'; font-size:10pt">ival fuerte por su tamaño y diversificación industrial.</span>
</li>
</ul>
<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">En la opinión de Fibra </span><span style="font-family:'Times New Roman'; font-size:10pt">HD</span><span style="font-family:'Times New Roman'; font-size:10pt">, el mercado de bienes raíces de México ofrece oportunidades significativas para crear valor.</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">Las razones más importantes: </span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<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; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">El rápido crecimiento de la clase media en las zonas urbanas grandes y de tamaño medio, lo cual se traduce en demanda no solo de vivienda sino de locales comerciales rentables en todos los formatos. </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; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">El avance del proceso de industrialización y tercerización, lo cual se traduce en la necesidad de locales de almacenamiento, plantas de producción y </span><span style="font-family:'Times New Roman'; font-size:10pt">oficina,</span><span style="font-family:'Times New Roman'; font-size:10pt"> así como servicios hoteleros y actividades comerciales. </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; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">Desde 2010, las Fibras aparecieron como un vehículo útil para inversionistas y propietarios de Bienes </span><span style="font-family:'Times New Roman'; font-size:10pt">R</span><span style="font-family:'Times New Roman'; font-size:10pt">aíces. </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; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">Algunas Fibras ofrecen una manera eficiente de empaquetar propiedades generadoras de rentas obteniendo economías de escala. </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; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">Ofrecen una forma conveniente para inversionistas institucionales con vastos recursos y limitadas opciones de inversión. </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; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">Ofrecen una forma transparente de canalizar recursos del mercado de capitales hacia el sector 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; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">Ofrecen la opción de inversión en desarrollo inmobiliario a los pequeños inversionistas, cuando esto antes estaba limitado solo a los grandes capitales.</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; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt">El SAT ha fomentado la creación de Fibras por medio de esquemas especiales de pagos fiscales.</span>
</li>
</ul>
<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"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt">
<tr style="height:11.05pt">
<td colspan="3" style="border-left-color:#ffffff; border-left-style:solid; border-left-width:0.75pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; 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:0pt; text-align:center">
<a name="_Hlk66179208" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Sector de Fibras en México</span></a>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.45pt">
<p style="margin:0pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Número</span><span style="font-family:'Times New Roman'; font-size:12pt"> de Fibras</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:132.1pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Capitalización</span><span style="font-family:'Times New Roman'; font-size:12pt"> de Mercado</span>
</p>
</td>
</tr>
<tr style="height:11.65pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Marzo 17 2011</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">1</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:132.1pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Ps. $8,036 </span><span style="font-family:'Times New Roman'; font-size:12pt">millones</span>
</p>
</td>
</tr>
<tr style="height:11.95pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Diciembre</span><span style="font-family:'Times New Roman'; font-size:12pt"> 31 2012</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">3</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:132.1pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Ps. $74,858 </span><span style="font-family:'Times New Roman'; font-size:12pt">millones</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
</tr>
<tr style="height:12.95pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Marzo 31 2013</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">5</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:132.1pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Ps. $98,180 </span><span style="font-family:'Times New Roman'; font-size:12pt">millones</span>
</p>
</td>
</tr>
<tr style="height:12.55pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Diciembre</span><span style="font-family:'Times New Roman'; font-size:12pt"> 31 2013</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">7</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:132.1pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Ps</span><span style="font-family:'Times New Roman'; font-size:12pt">. $153,881 </span><span style="font-family:'Times New Roman'; font-size:12pt">millones</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Diciembre</span><span style="font-family:'Times New Roman'; font-size:12pt"> 31 2014</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">9</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:132.1pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Ps. $257,877 </span><span style="font-family:'Times New Roman'; font-size:12pt">millones</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Marzo 31 2016</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">10</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:132.1pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Ps. $261,648 </span><span style="font-family:'Times New Roman'; font-size:12pt">millones</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Diciembre</span><span style="font-family:'Times New Roman'; font-size:12pt"> 31 2017</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">12</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:132.1pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Ps. $ 260,326 </span><span style="font-family:'Times New Roman'; font-size:12pt">millones</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Diciembre</span><span style="font-family:'Times New Roman'; font-size:12pt"> 31 2018</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">15</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:132.1pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Ps. $237,018 </span><span style="font-family:'Times New Roman'; font-size:12pt">millones</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Diciembre</span><span style="font-family:'Times New Roman'; font-size:12pt"> 31 2019</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">17</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:132.1pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Ps. $312,842 </span><span style="font-family:'Times New Roman'; font-size:12pt">millones</span>
</p>
</td>
</tr>
<tr style="height:11.6pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Diciembre</span><span style="font-family:'Times New Roman'; font-size:12pt"> 31 2020</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">17</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:132.1pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Ps. $309,722 </span><span style="font-family:'Times New Roman'; font-size:12pt">millones</span>
</p>
</td>
</tr>
<tr style="height:6.1pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Diciembre</span><span style="font-family:'Times New Roman'; font-size:12pt"> 31 2021</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">18</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:132.1pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Ps. $311,238 </span><span style="font-family:'Times New Roman'; font-size:12pt">millones</span>
</p>
</td>
</tr>
<tr style="height:7pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Diciembre</span><span style="font-family:'Times New Roman'; font-size:12pt"> 31 2022</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">18</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:132.1pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Ps. $331,282 </span><span style="font-family:'Times New Roman'; font-size:12pt">millones</span>
</p>
</td>
</tr>
<tr style="height:7pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Diciembre</span><span style="font-family:'Times New Roman'; font-size:12pt"> 31 202</span><span style="font-family:'Times New Roman'; font-size:12pt">3</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Diciembre</span><span style="font-family:'Times New Roman'; font-size:12pt"> 31 2024</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Diciembre</span><span style="font-family:'Times New Roman'; font-size:12pt"> 31 2025</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:133.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">18</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">19</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt">20</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:132.1pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Ps</span><span style="font-family:'Times New Roman'; font-size:12pt">. $401,325 millones</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Ps</span><span style="font-family:'Times New Roman'; font-size:12pt">. $465,550 millones</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Ps</span><span style="font-family:'Times New Roman'; font-size:12pt">. $512,180 millones</span>
</p>
</td>
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<span style="font-family:'Times New Roman'; font-size:12pt">Fuente: Bloomberg</span>
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<span style="-aw-bookmark-end:_Hlk66179208"></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; letter-spacing:-0.5pt">Entorno Macroeconómico</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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Con base en las Reuniones de la Junta de Gobierno del Banco de México celebradas durante el ejercicio de 2025 y la sesión de política monetaria de inicios de 2026, se presentan las perspectivas y sucesos económicos que incidieron en el desempeño del Fideicomiso.</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:'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">Durante 2025, la economía nacional exhibió un crecimiento moderado, caracterizado por una ampliación de la holgura en comparación con años previos. La Junta de Gobierno anticipó que esta tendencia se mantendría, con riesgos sesgados a la baja debido a la </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">incertidumbre externa. Se destacó la incertidumbre asociada a posibles disrupciones comerciales y migratorias provenientes de políticas económicas en los Estados Unidos. La mayoría coincidió en que cualquier afectación a los flujos comerciales derivaría en una disminución de la actividad económica nacional, afectando las cadenas de valor integradas. No obstante, el dinamismo de la relocalización de empresas (</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">) continuó actuando como un soporte para la inversión fija bruta, particularmente en el sector industrial. Se observó un menor dinamismo en el mercado laboral con una desaceleración en la creación de empleo formal. A pesar de esto, la tasa de desocupación permaneció en niveles históricamente bajos, cerrando 2025 cerca del 2.8%. Se argumentó que esto ocurrió en un contexto de reducción de la tasa de participación, atribuible en parte a cambios demográficos y al aumento de la población pensionada y jubilada.</span>
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<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; 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">El ejercicio 2025 marcó un hito en la resolución del episodio inflacionario global. La mayoría de los miembros de la Junta destacó el notable progreso logrado, con un panorama significativamente más benigno que en los periodos críticos de 2022-2023. Tras haber descendido de los niveles máximos, la inflación general mostró una trayectoria de convergencia. Al cierre de 2025 y la primera quincena de marzo de 2026, la inflación se ubicó en 3.67%, consolidándose dentro del intervalo de variabilidad del Banco de México (3% +/- 1%) por primera vez en cuatro años. Se observó una mejora sustancial, situándose en 3.56% hacia finales del primer trimestre de 2026. Este nivel se encuentra ligeramente por debajo del promedio histórico registrado entre 2003 y 2019 (3.65%). La inflación de mercancías cerró en niveles particularmente bajos (inferiores al 3% desde septiembre de 2025), mientras que la inflación de servicios, aunque persistente, comenzó a mostrar señales de moderación al bajar del umbral del 5%, situándose recientemente en 4.82%. Las expectativas de inflación para el cierre de 2026 se mantuvieron ancladas, previéndose que la convergencia a la meta del 3% se consolide en el tercer trimestre de dicho año.</span>
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<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; letter-spacing:-0.5pt">Entorno </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Macro financiero</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El entrono </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">macro-financiero</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> estuvo sujeto a volatilidad, principalmente por factores externos y anuncios de política comercial en Norteamérica. El peso mexicano operó en un rango amplio, registrando episodios de depreciación que posteriormente se revirtieron. Por su parte, las tasas de interés de los valores gubernamentales registraron disminuciones en todos sus plazos durante el transcurso de 2025. Tomando en cuenta el progreso des inflacionario y la holgura en la actividad económica, la Junta de Gobierno decidió de manera unánime ajustar la postura monetaria. Tras haber iniciado 2025 en niveles superiores, la tasa de interés de referencia se redujo recientemente en 25 puntos base, para situarse en 6.75% en marzo de 2026 (descendiendo del 7.00% previo). Se observó una moderación en el crédito otorgado a empresas y hogares, lo que contribuyó </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">a un menor dinamismo del consumo privado, validando el funcionamiento d ellos canales de transmisión de la política monetaria.</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:'Times New Roman'; font-size:10pt; font-weight:bold; color:#69be28"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">PERSPECTIVAS 202</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">5</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:normal; letter-spacing:-0.5pt">El balance de riesgos respecto a la trayectoria prevista para la inflación ha mejorado, aunque se mantiene sesgado al alza en el corto plazo. Como riesgos al alza se encuentran (i) </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:normal; letter-spacing:-0.5pt">Depeciación</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:normal; letter-spacing:-0.5pt"> cambiaria adicional por factores geopolíticos; (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:normal; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:normal; letter-spacing:-0.5pt">) Persistencia en la inflación de servicios; y (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:normal; letter-spacing:-0.5pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:normal; letter-spacing:-0.5pt">) Presiones de costos por afectaciones climáticas. Como riesgos a la baja se encuentran (i) Una actividad económica menor a la anticipada (bajo crecimiento del PIB estimado para 2026); y (</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:normal; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:normal; letter-spacing:-0.5pt">) Un menor traspaso de las presiones de costos internacionales. La Junta de Gobierno reafirmó su compromiso de propiciar la convergencia ordenada de la inflación a la meta de 3%, manteniendo una vigilancia estrecha sobre los efectos de la debilidad económica y la postura restrictiva prevaleciente.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">1.- </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Alejandro Raúl Blasco Ruíz</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">director general</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, más de 35 años de experiencia </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">Ha desempeñado cargos directivos, destacando los siguientes: director de Relación con Inversionistas en Banco Nacional de Obras y Servicios Públicos, S.N.C. (BANOBRAS), director ejecutivo de Banca Empresarial en el Banco Nacional de Comercio Exterior, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">S.N.C., así como director 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; letter-spacing:-0.5pt">Development</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Bank. 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; letter-spacing:-0.5pt">Trademex</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">Moymen</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">Focir</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, Banrural e Intermex (filial de la banca de desarrollo de México en el Reino Unido).</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">2- Mauricio Carrillo</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">subdirector</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de Operaciones, más de 24 años de experiencia</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El Sr. Carrillo cuenta con más de 24 años de experiencia en operación y administración de bienes raíces, particularmente </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Retail</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">. Se desempeñó como director de Operaciones de Bene </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Immobiles</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> en donde operaba y administraba departamentos y oficinas. También fungió como director de Portafolio de Fibra Uno en donde era responsable de administrar y comercializar 15 centros comerciales y 21 edificios corporativos. Previamente, el Sr. Carrillo se desempeñó en cargos como: Gerente de Operaciones de “La Parisina”; director regional de Operaciones de “Nutrisa / Herdez” y como director regional de Operaciones de “Blockbuster de México”</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">3- Armelia Verónica Reyes Morelos</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">subdirector</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de Finanzas, más de 11 años de experiencia. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Armelia cuenta con las licenciaturas 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; letter-spacing:-0.5pt">Signum</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">Research</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> desde julio del 2014 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 octubre de 2021, Armelia se integró al equipo de Fibra HD como como encargada de la Relación con Inversionistas en octubre de 2021 y en 2023 asumió la Subdirección de Finanzas. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">4- Amparo Monsserrat Gutiérrez Calvo</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, Gerente Jurídico, más de 10 años de experiencia.</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">Es egresada de la Facultad de Derecho de la Universidad Autónoma del Estado de México y cuenta con una especialidad en Derecho Corporativo por la Universidad </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">LaSalle</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de México. Cuenta con 5 años de experiencia en el sector corporativo, financiero y bursátil participando en estructuraciones legales de inversiones como fideicomisos, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">limited</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">partnership</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">joint</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">-ventures enfocados principalmente en Real Estate y Private </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Equity</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">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 HD gestiona 2 litigios (Colegio Celtic):</span><span style="font-family:'Times New Roman'; font-size:10pt"> mantiene dos litigios en contra de Celtic International School de México, S.C. (en lo sucesivo “Celtic”), derivados de disputas relacionadas con un Colegio, los cuales, por su cuantía tienen un impacto significativo en los ingresos anuales de Fibra HD por la renta que del mismo no se está recibiendo. En cuanto al primer litigio, se ha obtenido sentencia favorable en primera instancia, la cual declaró la rescisión de los contratos de arrendamiento y el pago parcial de las rentas adeudadas a favor de Fibra HD; 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, se ha interpuesto una apelación para solicitar el pago total de las rentas. Actualmente, la sentencia de dicha apelación se encuentra suspendida, debido a que Celtic presentó una nueva demanda inherente al segundo litigio. En el segundo litigio Celtic demandó que no se realizó una notificación de forma adecuada, notificación referente a una cesión de derechos de cobro relacionada con un crédito y al respecto Fibra HD presentó su contestación a la demanda, sin embargo, dicho segundo litigio se encuentra en una etapa adicional relacionada con una recusación a su vez presentada por Celtic; lo cual ha suspendido el resto del procedimiento.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Se considera que tiene impacto material una incidencia judicial o administrativa cuando la contingencia que se genere represente 10% o más de los ingresos anuales del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">A</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> la fecha del presente Reporte Anual, no tenemos conocimiento de la existencia de procedimientos Judiciales, Administrativos o Arbitrales que tengan impacto material en la situación legal y financiera de Fibra HD</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> ajenos al presentado</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; font-weight:bold; letter-spacing:-0.5pt">Distribucione</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">s 202</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">5</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal; letter-spacing:-0.5pt">Durante el 202</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal; letter-spacing:-0.5pt">5</span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal; letter-spacing:-0.5pt">, dado que no se generó utilidad fiscal, no se realizaron distribuciones a los Tenedores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Distribuciones 202</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">4</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Durante el 202</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4, se </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">llevó</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> a cabo </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">la distribución de capital por 55 millones de pesos, ejecutada en octubre del 202</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, equivalente a un rendimiento de 5.67%, la cual provino del FFO acumulado de Fibra HD</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">equivalente a 0.12727 pesos por CBFI. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Distribucione</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">s 2023</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal; letter-spacing:-0.5pt">Durante el 2023, dado que no se generó utilidad fiscal, no se realizaron distribuciones a los Tenedores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Distribuciones 20</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">22</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal; letter-spacing:-0.5pt">Durante el </span><span style="font-family:'Book Antiqua'; font-size:10pt; font-weight:normal; letter-spacing:-0.5pt">2022, dado que no se generó utilidad fiscal, no se realizaron distribuciones a los Tenedores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Distribuciones 20</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">21</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Durante el primer semestre del 2021, Fibra HD continuó con las</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> distribuciones mensuales, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">a través de una nueva mecánica de distribución que consistía</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> en distribuir el AFFO, mediante un componente en efectivo y un componente en </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">. El efectivo no distribuido (equivalente al componente de pago en </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">) se acumular</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ía</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> en una cuenta de reserva prudencial. Dicha cuenta de reserva prudencial </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">permitiría</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> fondear gran parte de las provisiones contables realizadas mediante la capitalización de FIBRA HD (de forma no </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">dilutiva</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">), mitigar el riesgo de amortización de las emisiones de corto plazo y preservar </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">la</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> calidad crediticia en tanto se consig</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">uiera</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> el financiamiento anticipado de la emisión FIBRA HD19, la cual vence en noviembre 2022 y es amortizable sin penalización a partir de diciembre 2021. En caso de realizarse el refinanciamiento anticipado de dicha emisión, el saldo de la cuenta de reserva prudencial se regresar</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ía</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> a los inversionistas en forma de distribución extraordinaria. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El monto total acumulado de las distribuciones en efectivo devengadas para </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">el </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">1T21, correspondiente a los meses de enero, febrero y marzo, fue de $37,410,631.76 pesos, lo que represent</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ó</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> ¢8.70941554 centavos por CBFI, y que, a su vez, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">significó</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> un </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Dividend</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">Yield</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de 7.89% promedio trimestral, considerando el precio de cierre promedio ponderado por los títulos operados durante el mismo periodo (“@PPP/CBFI”) de $4.42 pesos por CBFI. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El monto total acumulado de las distribuciones en efectivo devengadas para 2T21, correspondiente a los meses de abril, mayo y junio, fue de $56,843,502.45 pesos, lo que represent</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ó</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> ¢13.23199780 centavos por CBFI, y que, a su vez, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">significó </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">un </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Dividend</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">Yield</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de 13.23% promedio trimestral, considerando el precio de cierre promedio ponderado por los títulos operados durante el mismo periodo (“@PPP/CBFI”) de $4.0005 pesos por CBFI. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Adicionalmente, el</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 20 de mayo de 2021, el Comité Técnico instruyó repartir el monto acumulado en la Cuenta de Reserva Prudencial como una distribución extraordinaria a los tenedores de </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">. Por lo anterior, el 3 de junio se realizó una distribución por $39,464,663.57, compuesta por $9,300,076.31 pesos provenientes del AFFO correspondiente al mes de abril de 2021 y $30,164,587.26 pesos provenientes del saldo acumulado en la cuenta de reserva prudencial. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Durante el 3T22 y 4T22 no se realizaron distribuciones para los Tenedores. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Distribuciones 20</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">20</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">De acuerdo con</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> su Política de Distribución de Efectivo, durante el año 2020 Fibra HD decretó siete distribuciones, correspondiente a los meses de enero, febrero a julio acumulado, agosto, septiembre, octubre, noviembre y diciembre, por un monto total d $1</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">20,254,642</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> (c</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iento veinte millones doscientos cincuenta y cuatro mil seiscientos cuarenta y dos</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:8pt; font-weight:bold">Fecha de sesión del Comité Técnico</span>
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<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Reembolso de patrimonio aprobado</span>
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<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Distribución de dividendos aprobados</span>
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<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Distribuciones a tenedores de </span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">CBFIs</span>
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<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Distribución por certificado económico</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">30 de enero de 2020</span>
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</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">26,098,144</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">0</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">26,098,14</span><span style="font-family:'Times New Roman'; font-size:10pt">4</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:54.5pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">6.10</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:112.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">25 de febrero de 2020</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">18,467,826</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">7,633,145</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">26,100,97</span><span style="font-family:'Times New Roman'; font-size:10pt">1</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:54.5pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">6.10</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:112.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">26 de agosto de 2020</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">22,038,833</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">518,534</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">22,557,367</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:54.5pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">5.23</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:112.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">29 de septiembre de 2020</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">4,717,674</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">8,769,664</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">13,487,338</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:54.5pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">3.13</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:112.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">26 de octubre de 2020</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">733,342</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">8,769,644</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">9,50</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">986</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:54.5pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">2.18</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:112.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">26 de noviembre de 2020</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">2,450,161</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">8,769,664</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">11,219,825</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:54.5pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">2.57</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:112.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">23 de diciembre de 2020</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">11,288,011</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">0</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">11,288,011</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:54.5pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">2.58</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:112.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; 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:65.75pt">
<p style="margin:0pt 2.4pt 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:65.75pt">
<p style="margin:0pt 2.4pt 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:65.75pt">
<p style="margin:0pt 2.4pt 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:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:54.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:center; line-height:12pt; 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="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:112.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; 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:65.75pt">
<p style="margin:0pt 2.4pt 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">85,793,991</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">34,460,651</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</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">120,254,6</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">42</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:54.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">27.89</span>
</p>
</td>
</tr>
</table>
<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"> </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; font-weight:bold; 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; 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; 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; 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; 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; 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; 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; 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; 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; 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; 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; 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; 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; 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; 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; 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; 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; 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; 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; 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; 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; letter-spacing:-0.5pt">Distribuciones 20</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">19</span>
</p>
<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">Durante el ejercicio que terminó el 31 de diciembre de 2019, mediante asambleas de comité técnico, se aprobaron las siguientes distribuciones del fideicomiso:</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:63.8pt; width:418.15pt">
<tr style="height:8.5pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:112.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Fecha de sesión del Comité Técnico</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Reembolso de patrimonio aprobado</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Distribución de dividendos aprobados</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Distribuciones a tenedores de </span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">CBFIs</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:54.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Distribución por certificado económico</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:112.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:center; line-height:12pt; 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:65.75pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:center; line-height:12pt; 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:65.75pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:center; line-height:12pt; 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:65.75pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:54.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:112.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">30 de enero de 2019</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">27,831,833</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$ -</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 0pt; 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">27,831,833</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:54.5pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">6.59</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:112.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">21 de febrero de 2019</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">13,928,035</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">13,928,034</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">27,856,069</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:54.5pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">6.59</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:112.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">27 de marzo de 2019</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">13,934,034</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">13,934,034</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">27,868,068</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:54.5pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">6.60</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:112.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">10 de abril de 2019</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">15,417,891</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">11,517,700</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">26,935,591</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:54.5pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">6.37</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:112.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">30 de mayo de 2019</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">12,707,635</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">12,707,635</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">25,415,270</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:54.5pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">6.00</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:112.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">26 de junio de 2019</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">12,748,448</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">12,748,448</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">25,496,896</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:54.5pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">6.01</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:112.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">23 de julio de 2019</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">12,753,886</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">12,753,886</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">25,507,772 </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:54.5pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">6.01</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:112.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">19 de agosto de 2019</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">12,653,241</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">12,653,241</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">25,306,482 </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:54.5pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">5.94 </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:112.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">26 de septiembre de 2019</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">12,656,393</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">12,656,393</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">25,312,786 </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:54.5pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">5.95</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:112.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">24 de octubre de 2019</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">12,560,018</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">12,560,018</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">25,120,036 </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:54.5pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">5.90</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:112.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">26 de noviembre de 2019</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">12,638,910</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 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">12,638,910</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">25,277,820 </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:54.5pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">5.90</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:112.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">23 de diciembre de 2019</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 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">25,294,116</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 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>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 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">25,294,116 </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:54.5pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">5.91</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:112.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; 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:65.75pt">
<p style="margin:0pt 2.4pt 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:65.75pt">
<p style="margin:0pt 2.4pt 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:65.75pt">
<p style="margin:0pt 2.4pt 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:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:54.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:center; line-height:12pt; 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="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:112.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; 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:65.75pt">
<p style="margin:0pt 2.4pt 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">185,124,440</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">128,098,300</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:65.75pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</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">313,222,739</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:54.5pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt">
</p>
</td>
</tr>
<tr>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:478.25pt">
<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"> </span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-indent:36pt; 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">El monto acumulado de dichas distribuciones cumple con los requerimientos que la LISR establece para las Fibras.</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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" width="626" height="365" alt="Imagen que contiene Mapa

El contenido generado por IA puede ser incorrecto." style="margin:0pt 9pt; -aw-left-pos:-0.2pt; -aw-rel-hpos:margin; -aw-rel-vpos:paragraph; -aw-top-pos:-0.35pt; -aw-wrap-type:square; float:left" />
</p>
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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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<br style="page-break-before:always; clear:both" /><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:0.6pt; color:#262626">INFORMACIÓN DETALLADA DE LAS PROPIEDADES </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:0.5pt; color:#262626">SEGMENTO 1. PROPIEDADES COMERCIALES</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:1.5pt; color:#262626">PLAZA CARMEN CENTER</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: Cd. Del Carmen, Campeche</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Mercado Objetivo: B+</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fecha de Construcción: 2006</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Principales Inquilinos: Sanborns, HSBC, Office Max</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Santander</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Metros cuadrados rentables: 15,09</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">0</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Uno de los principales Centros Comerciales por su ubicación en Ciudad del Carmen. </span>
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" width="227" height="189" alt="Imagen que contiene cielo, edificio, exterior, carretera

Descripción generada con confianza muy alta" 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>
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<span style="font-family:'Vesta Light'; font-size:9pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">PLAZA LOMAS VERDES</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">Ubicación: Naucalpan, Edo de México</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">Mercado Objetivo: B+ y C+</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">Fecha de Construcción: 2013</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">Principales Inquilinos: </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Óptima Mayoreo, Camarón </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Guasaveño</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y la Vid Argentina</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Metros cuadrados rentables: 5,863</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">Ubicado en una de las zonas de mayor dinamismo en Lomas Verdes</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"> muy bien comunicado y con facilidad de accesos y cómodo estacionamiento. </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">Comentarios:</span><span style="font-family:'Roboto Light'; font-size:8pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">durante el final de 2025 se llevaron a cabo remodelaciones de fachadas y jardineras.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
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<img 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" width="227" height="186" alt="Imagen que contiene cielo, edificio

Descripción generada con confianza muy alta" 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:'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"> </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:'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"> </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; letter-spacing:-0.5pt">PLAZA PUNTO CHAPULTEPEC</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">Ubicación: Guadalajara, Jalisco</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">Mercado Objetivo: B+ y B</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">Fecha de Construcción: 2012</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">Principales Inquilinos: </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">CoLabora</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y Smart </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fit</span><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; letter-spacing:-0.5pt">Metros cuadrados rentables: 5,</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">520</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">Parte de un importante desarrollo de usos mixtos en una zona corporativa de gran plusvalía de Guadalajara. Centro Comercial de reciente remodelación.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
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<img 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</p>
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<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:242.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:220.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
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<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:242.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">PLAZA CATAVIÑA</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: Mexicali, Baja California</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Mercado Objetivo: C+, C y D+</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fecha de Construcción: 2012</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Principales Inquilinos: </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Sanborns, Waldos y </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">One</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Premium </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Gym</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">Metros cuadrados rentables: 8,100</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicada en una de las principales intersecciones comerciales de la ciudad. </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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<img 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" width="227" height="175" alt="Imagen que contiene edificio

Descripción generada con confianza muy alta" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
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<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:242.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:220.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:242.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:220.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:242.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:220.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
</td>
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<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:242.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">PLAZA PUNTO MOCHIS</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: Los Mochis, Sinaloa</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Mercado Objetivo: B y B+</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fecha de Construcción: 2009</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Principales Inquilinos: Walmart, Starbucks, Carls </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Jr</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">Cinepolis</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y Parisina</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Metros cuadrados rentables: 22,753</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Plaza ubicada en el epicentro de la actividad comercial de Los Mochis. Inmueble en muy buenas condiciones y con inquilinos AAA.</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>
</td>
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<p style="margin:0pt; text-align:justify">
<img 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" width="227" height="174" alt="Imagen que contiene cielo, exterior

Descripción generada con confianza muy alta" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
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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>
</p>
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<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; 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; 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; letter-spacing:-0.5pt">PLAZA LOS CORALES</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: Veracruz, Veracruz</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Mercado Objetivo: C+</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">Fecha de Construcción: 2010</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Principales Inquilinos: Parisina, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Carl´s</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">Jr</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, Office Depot e Interceramic</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">Metros cuadrados rentables: 6,028</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">Ubicada en una avenida de alto flujo y a tan solo 3km de la zona portuaria de Veracruz. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
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<img 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width="227" height="162" alt="Imagen que contiene cielo, exterior, carretera, edificio

Descripción generada con confianza muy alta" 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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">PORTAFOLIO STAND ALONE DE BURGER KING</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: Sonora, Sinaloa y Baja California</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Metros cuadrados rentables: 2,055</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Portafolio de 4 propiedades stand alone. Ubicadas en las principales zonas comerciales de Tijuana, San Luis Río Colorado, Guaymas y Guasave</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">.</span>
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<img 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" width="227" height="128" alt="Imagen que contiene cielo, exterior, carretera, edificio

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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">PLAZA CHIMALHUACÁN</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: Chimalhuacán, Estado de México</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Mercado Objetivo: D y E</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fecha de Construcción: 2011</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Principales Inquilinos: Sears, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Cinepolis</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, Famsa. Elektra, Recórcholis, Boss GYM y Coppel</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Metros cuadrados rentables: 31,204</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Uno de los principales Centros Comerciales en Chimalhuacán y de las zonas con mayor densidad en el Edo. Mex. </span>
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<img 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" width="227" height="147" alt="Imagen que contiene cielo, exterior, edificio

Descripción generada con confianza alta" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
</td>
</tr>
<tr style="height:42.05pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:242.9pt">
<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"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">PLAZA LA CANTERA</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: Tepic, Nayarit</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Mercado Objetivo: C</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Principales Inquilinos: Coppel</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Metros </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cuadrados</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">rentables</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">: 6,799</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"> </span>
</p>
<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; 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"> </span>
</p>
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<img 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" 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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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">PLAZA PENINSULA</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: Cabo San Lucas, Baja California Sur</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Mercado Objetivo: C</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fecha de Construcción: 2007</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Principales Inquilinos: BBVA, Actinver, Office Max, Starbucks</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Metros cuadrados rentables: 7,183</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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. </span>
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<img 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" width="227" height="158" alt="Imagen que contiene montaña, cielo, exterior, suelo

Descripción generada con confianza muy alta" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:242.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:220.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:242.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">PLAZA VÍA SAN JUAN</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: CDMX</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Mercado Objetivo: C-</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fecha de Construcción: 2015</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Principales Inquilinos: Soriana, B</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">í</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">squets de Obregon, Honda, Toyota, Cinemex y </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Dominos</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; letter-spacing:-0.5pt">Metros cuadrados rentables: 14,363</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Una de las principales plazas en Iztapalapa y de las zonas con mayor densidad de la ciudad. </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>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:220.9pt">
<p style="margin:0pt; text-align:justify">
<img 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k8PWJL6XcNNZ6zo0du7R/vrmdbywtLy/Ecslw9lfW+muxRYmWHDK2zqHjm18PXmmaZZ6zp194g1S4ghhjuYvDWlpfXNxKtsLFbGz0e/l0s3EkymzlvPEV+C4RmeKMEV89KvhJ+/Wr4yvGyTl7KEI6a25nOSa6tW+d7n0ksLjXCEcPDC06jXND946tR2avaMYRvbRX01TfRnhDaFd61CYPFWm67d6xY2322+SfU7jfbTX8Mlu0NhLiKy+xytG7yQQRPE8RImUyS/vN290/QLuSCzuJL3S9YgslitnuNZEPnMqJbpumjinW4SOMYzdzWc+1cIQzMRc+NPh/wAVy+IbTxRL450/wTqaaTdaTaaTpOsWlxf6hpTSm6uJ7vT9O0pdQnH2qe5jgiuLOFvLy8F88MDlHfBCz0/4dahq2pHxV4mvItctVjv72f8AsK7sBc20v+gvbXlzomrXFyJncoVhtbaSF3KTTtHEHbxealUdqM24ucuVvmfuN3undX10dno9bbnY6+YRnCniKlK1opxhSip8/Kl73M3ZK2l0t7LRJnBeE9M8Hy+LrvQNQ8Tq+pLbSCKyht5NNFushLXUEmra3e2tlqFxIhR44J5rEJjNubgqzD1bRE/Z9vfDdzNJL8Y/FGtWV20dpo1t8P2vbHTWikZbi/TXF1q20i1ZwPkuori6ZcBYgBkn0XT/ABP8RPE8M8Vz4+l0O9hN28jRapqGlXEkZlLafHBcaNNpWnR4jkhjuHez2FldoyiRl15V0udC1S+u9d+LWpT6rNNG0mkapqWp+K9CeR2Dxoi6/b6nHFEy7kDRXGpQ3DECOULC2/ohOEbuKbekW9VFvS9rylaz30V+4ubF3pqrJxg9VGPs4NwjJXS5bXTVknr+i4HVvip8MLcQpodv8UYZNjGS11DxB4fjsXeCP90ky2emSvbbQwVlmTVmkKkSTJLHzymmfHvQrYus9xJpNxcLJnVP7evZbrTVEDCJGSz0uBZmMhZFE1yMRuuI8IprmvGXw6+Ht54gk1Qa5qHhoa1dTSG0sbm2tln23CqBb6Lq2jaLdWltMRcJ9sNybOeZl+y4CrHJ2ul/s+fDTx5qUeiaLoWraZrRns0htPFOtzWNneqrBzM+qy3enaPYwXqKXEVxcNN5bKyMUdWrjlVqyn7GnUjdNNqn8Sd1ZNKz1tpt80d9acJU5cmD5JWSdSviJSTWmqV1FX7b9/PzfTviNrryXF/p3xB8VXzzwSJJYNqltfWEiyuERI4prZy7BSjRxS6e2JHYK3Bkk1YvF+tmaS9fWL6OB4uf+Jdpt0YAFPlK8cOm6dFy7FPNVoxnny32hT9DeH/h/wCBf2fvF+qaH4o8MaTqenXtvDdX2maR4o8P+IL60VdjWZ87Qr7xSqB0K/u/tmkSuHEjIipkfQF78e/2e9B8KwpoH7Omi6prVvYzSQLda5q+sJbqLYy2c15oxvJzczsQWa0+2RBcELPBkgaeyxEo88qkIpP3vatuVrLpq9VfvrsFHMcDSUYLL5zrtJ3w8nZNWu000r6X219Ln5q/2xb6nJd31lc3F+11NJJdWbLcHTGhgkVJbi8gN3Ha+Ssqx4i8gneQssoTiT6e+C3iH4v2dnoU/hDWdO0bwrmSCW+n0zRMxeRMySJI8Vi2oX0Ec7iC2il1qGYIZpYFEbeQOU0jxRfNB41uIfC/h+7HxF1SzvdNstO8FaZ4f1HwZHaarbXNxFpoaeLVbSe8hMtjJPDPe2ElrL59xbyygM/ZfGCH4rt4LsXt31HwZZz3Fhpuhaldpd2tpqd7fnclpc69HpF0BJBGGe2jhvIIlIMjGMJufnl7eMZqjUburuoo80YNpWsnby6durOmpjMPUoSrSwvsasZJKGITjzppNtScbSl0au5dbW1PW7nxN8ZtT14Wev8AxS0rS2sp5bl7PRdKttZu7WykbbbSPptxYzWVkJwFYCbUIUWJwAssiL5k3jX496H4M8OahF4u+InjfWdQs7xTPpumXfhzQZ9RgvIfI+wvFo+hQXtpFKrvcpKmp2yqYihMjFTJ4V+yX+ztf65q+qS6jPqGt+KJluYL+Dwl4os/EGoLEt15b3P2PRrbUdRtrdZTDI97OscTklwSgFfXXi/9gTxJrNwYNT07RLKaS3c3l/rd6uoeILuyueFe8ttNjjvmfrGss1lLcIUDJIpLrXPgqWcVJ/vZ1alPl5OaNKMYO0ltzapqOt9erehnicTgI4eEniMJTqSpp+yUm6sXp/LHvbRPWz0aPHtI/bz+GHh/QdLg0t/FqPcanbQBNTMctxZ27OVvLi+1C2Xzr62tYpVuFhiilur9iyPPBIgZvpQ/GTwX4t07TNYt/iTok1lfy2sojtbnWIrzdcWKxxC2tbW+a+jkjMhgebypFs5IpJXMZWR18h1T9jA+F/DK2Wka/wDBc2+hCS1mtNettX028t57VJI5pJbowTXFzfzsjs73VrumctItw3mAV6L8PvgDraXenSt4+8N6R/ZJVNujeH9K01pIlUxXH2DVtT1b7SqwuphN5d6XbQll8wx3GFNe/TeKhGMJRbSvdb21VvLtex4UXgpOVX6xBTeqSTipXstUtX/4Cn57mSmnfs9eINSk1LU7LU9S1a4QRadqj3XimzxPFFMHt4Z7OW1S8mDRrERLvuSHx5Sp852LP4a/DHQ47OATaHZW+pGRbfUW1fXoPFJW+sjdXNta3+j6/aXPk28rSWtzC2lXRmnDpdCRCZK9GT9kC48U6rJrfh/xrrvie5j1TzvEEuo+NPC3iMXfkW3mLbaZbaT4g8PyWZZZQgivb11VWDxQhtkyeLfGL9mr4rLJqN74G+DnxWv7t4RbXFhp+mWNzot9cJCyoZodO1bxNetBKXaXet67K0pxdgLhbaqr3nRdr+6krXast+639OprTxGHlONH64pStbVv3bJaJSla/Vb9epy/hvRP2bpdN1HwZpnjDxLdXF3qd/bxTDxJ4is2t76dViuLa1uIo7YFCsv2YS3AeJpncJcF1dB1Fp8GPAPw6utOVfiB4t8PWGn2UltpdpJ49tG0+3tUiiu47d7e+k8ny9QeWVbWWW2kfdHMoZAqmvMPh1+zf8XtbGgaZ4w/Z/8Ain4OOh2k17fatYeBtSa3vdTFxAbllmv9LuTMLoNmWCfUPlSJzbQKVArvfiD+y1e+KvEFvLHdePfDNhpy3EWv203hQWc1/JEqXCSWVxqsFrbgSrcQ2kdyYNQih8h4z5hbCeVis4jhJ8tShipu137KlKUYrom3FLmstVq76Pc9bD5XDEyiqtelhLxvGpidfabWtGipuCkrWcr3veTR093YfD/xJZSix+K99bRWIlS4n0zxpam7eW4QRh5ZhHJZTyjapgjt7GLyMFZIWdpN3B6B4Z8G3DxW+hfH7xhdWOm28OmXWpN4607V9PM0tzKUjuriO3sDZTxAvuN/JG4h8n7NHchSFv6T4E0X4X6Zqei+FbHxN4w1mRo9XnsLu3tta1+KO8trZL6NbPRbAXC2NikgM6pBNEiB5XIjORY0w2WhafcQWngmDQZZEuLm402y8NXulXklz9qj8mT+zT4ds5bqSa3Z91xjdkBF83cHHjx4oxNWU3h8oxVanCbg5WkpS+HWzhJJdb3flbY6FkuBp3WIx0YzlH3FB0/Z+snKSkulrLvr39G0PwFpl75raX8SPEUkFrttZb+x8aQalC9zbDymgSMWkFgl5JcEpJEuwxqYv3xZmUeLfEm8tfBUl5DqXjrxr4lu9T0q7lWzHiuwj+zCznlEOnvajSbuFDdSOY5JJSFbbNujdBuPiBufEja3qusTJrnhu5F/emyD6HrcrXdrdTCVZporrS5baJiVUb1PnRRlkVQERK8F+J+ofH7U/FGnw+FtG1HxXZ6epvtJk0/w7qxupp2TZeSk6fpmnzTG2yVlMMbpCOGbfuc/Q0MyUo0KkJyhibwqewvVjVozi4zTv7NJuLSaafTrs/HxFCcnWwvspV8PGDhz+zg6VSnO8ZU025XurprovJnnnxg8b63rusaPb6Yt7rhtLBYbibxDpVnrY0qaWfzXtdPkPh62itoLdQji4slkf5c+cW6R6Td3/jnTZtOs9O0xvF1pNbWb6/qLnTrG6DSfZ4mtwLdioGFT7Q1tZwQqjmbZ1XpX+J3x+sVK+J/g7q0F+IBYW1/HY+LdI8vfIHe5uIWl8m4nOzab2UxiNSWldwTWNq3j74lS6DNBP8HYrfRdRunSR7+Z7m5nAkt2k8iWK3t0jjbyY4op7lZmjUuqGQ+YaynVq1alSVWpNym3KfPd80pPd3W7vv8AeY0/Z4RRSwvsqdOMacYx9pTUIRioqMeTRRVklH4Vay0R0uhw/Ffw/wCL4/hzqep+E9F1mKPz1m1DxWukR6lEzfZre00bWbeG8t7iecuFVVtrhyA+8RgZrsbvU4tK0jxH4q8VaZ4ms4LM2h1Kz1nR/wCztBvJHkEEa6DqbSFtYXy7Z4pZ7XS4FR7hLjy/3kUteReI/HTWujafJa+ANU/tqQQ5u08TamjWFtZg/axcm8t5Ld4LieWJEYS29mhjBgt90i4kj+NPhbxZb6V4T8afBDWdZ02a6slKaD8UrqxSSTzFD3gE2kalaMHJcuss0VunzoZ4R5ko0w3s6cVFu05X+1J83XTV6+hc8VWTU41XOmtoTg2o/ClduPbq9er1Poq08ZeG5LaCSGw8RaXDLGssNgdY1C38iKUeZHiJrGBlWVGWZSYl3rIH+bduJXsjW/7HUAiiuNd8VWEy29tusIZNNnjsQ1vE6WSzWXhS9tpPsiMtuTHdTtujIlcyiQArtVGvparNLSy9pLRe7p8Xm/6sP+0Nr0E3pd82jfu6/B5fmY0vjT4U6hbaM/i6XxHHJaLL9p0zwLpXhTwqLq2dk26f5QvfEltq8SzoVklu9IsNStFVWhe8lLLHR0rwd8LPBEGo+KdS+C0nim/1+8utPsNR+InxCkvNAs7PWLn7TpUdzpGk6f4f+wahDZxRwyavNfxR2swnnIs7eSSB/wBcH/4JWeBLy9tdU8WfFDxbay2z3cSXmlSXllftJfyGTz7XUdR1QQWt68sk5aae21EN5mFVNqVieKv+Cbfw80G905dG/aFutLTTC1xHofjHU9V1C81FkixGNWOn+LLGDUAjEtk6HcMxwFQIXR/Njg8RUgualON/ig9b6r4kpON2nbS3S61KnmOCp1ly4mjU5E40ZQjOnCmptN8rhyytzPVOTvrrsfhr8XPgv4g1bxHqF/p0d34e0qIQ2EOlWIsri209IN0QaBtR17QWvdPijiDx6gJbwX8AE8MtwDupfhL+z/470m8sb7xb8UvCPg/QrkJdW9hHrus6pq+rxF5TbLYWOieFvE2nwC4WKchp7lVjkikkJKxtX1H4++EmryeKl8MeHvHPhr4ianpd1q+nT3nwj0vxpeamJPNlMJ8R6VceGvC2hNJbxlY2vYtUuXY7hAjqvmP6V4b+Gvxdl0HSNM1F9usaZpNxYQnTLDSdRv1k+03DWJ1K2dBqGnoyssV1byLLMJlkk3bG2Lh9Xjh0lHDV24u8Iwmnv/dt7sfm2tLXOqpRweLjHG/2vgqVWrJp0VRrJQcIxV5VeepdvfSL010sfN/jPU/hd4f16x8NaJ8QviFJEb6NPFd9rF3pvk2Ss7K66Vbz+HLW8kUQGGUNPKI5fMKwRQbVlfXtPhT4K8S6vYHw/PrHinw/HFLqV8+ja6Wnv/IJWMEweFLm/jabeJJ4GmtZ1basbg72P0BpH7Cl/wCM7y38V/EnRL2+1We3DaxbaZZONRuNSEptrVV+y36paWsVnse5eGK4eRl8zyoyxEf2J4F/ZKTTtFj0uxtrQeFo7BLXTfD2v/29Z2uYkUxm8tp5VvIxHcIHAk04lh/ywRQA3ZTp4+vSaVqEE04UbunVne12+WK9o09byd1tfoeTUr4PC1/Z1MTSxTn73tabU4wSWynKSlHne6hH1itz8O/i78D/AIpX+sW3iPw5Ym50LXZW0q2s2m1+9ufC9tbpGlpdazcajpaz2dsCjSSNDA5QRTKIogVesiK9/aG8N6bB4e1bw/B4xTTnjEOq2NjqWoqlhaKbe0gjntHsdRa0CMZI5L+CMIZEk5Cx5/oy0v4E/DLwLoF4PHHiu28G6NdW9vZ6nFb+Pr3Q9DltrWVZokhvpT4duNLR3SNTa2l0iNDGkD+bHuVuS8Q/Hn9i74fXb6lJ48PjDUbGF7RLLQbGfxnI0XlwxCGHWRpU0SRhYIyWbxHHE5GZXchQI+oRjFzxValhJylZSlUpwlLZRbcpKTfpf8Rw+vY6TpZRl+PzGEacqlWWHwuJrey5Ipyf7mnUSpwV5OpOyirt6H4GeHvgx+1j4x8QaBrPh/4deIF0C7vori8ie30yzaK0sr9FvAftl/8A2zJDJEkkaXU9vGrr8itKCGb+jD4N+MfjL4Y8K2UXhrwpJ4Vt4Qlq2lt8L/C0E1ybMizF1NdQ+DGvdRWSNDLDczXlyJIirLKykGofgZ+0h8FvjVe+IR4K+Hmpac3hZdOkhvdd0fw7DeXjXAlMEsf2e/1Ga1hhZJVWV55bjByLVCdtfUt14o1jbGbNLezjZFPzeZdyLnpsP+jwoq9w8EgOM4wMV0LB0vdSxnNKy99WlfVXbSve2qb6s8+li69GPLVwLlrZuc+Tqlaye111Wu2nXyXxR8dfjNpOjai76X4c/tTaix3934A0pr6zMxUGS28zTIbeKVFICs1pKobBZC2DX5vfHbWNX8a+BvGGqeKxba9cafpWt6lFcXWk6dCbTUlsZiskckVjbSw3LTRrGrBvvoqBcptH68w32rX2Re6xqFxHMpSSBZzbW0kZ5McltaCC3mQ9CJo5N3G7OBXZWPxh/Yr+E1la/wBpeD28e+O7e22a+LPwa2tSRamozc241DxfeWejWiRy4UQ6dJJaxlT5SDbiuedGrBtRxDcFrLTlT2330069dLHbSxOGqf8AMLyVEtP3jko35b2Vt+ul077H8jX7O+qfH3S/GGg+Mfgj8PtY1PxQsllBYara2HiHVNCsHuLg28n/AAkt1b27QxWl5sxdhXitorc7zsIyP0S/aQ8e/tC6HoWn678WPGXxt8Da7quh2keo2PwHtmtdDklh85Lm4bU7vwhp6WTwyNGj2MviZ2MUjTIGMa+b+yGpf8FJ4vCOj/2R8KfhJ4X8F6LbTTJaXPinWtT8TTRi7nZyLbStLi0aOKRpZCBZjUNSt49wiijKKK464+In7ZP7SHh7Up/CfxIHgewv7W6tNL1SzZvBnhhb542VJ3k8C6FrviGRLaRlkdL+FxIVETDDPIOnDTVO9ONXePMtpNbJyVnt30VrtM56uGrTf1mNKEop8nPKk3BSaVo3knG9ru1k+ytc/mPvdF/Z/wDFnhU+JfEH7QPxWt/Ft3qeNR0zxZ4Kvdd8RuzNbpLcy6/D4ojtr3Mc0k8KecjvJA3mi3aSGOT1Lwxp/wAJfDw8PxXn7Y3xCutAj0uZrHStH0PxX4f1fRrj906W1/eZ8SZS7ywvba1BkWeON/tsUbFz+sXjn/glr4i8ZeEk1j4j/GL4feLPipZaO1raT6B4ittIuPEGsHcBqev6p8Sb3Tmu0ikcGWOy03RJJo9qBY3O6vL/AIWf8EabW8kubv4yeO9aadMGxi8Lv4O/s28ikVz9qW70vXfGgmjjYqogd9KnZVZ0lRZFImvUx8HD6vKFWMtXKTS5X00veStunp8zihXqOpUhVhh4RjaMXGmlObVuaVopKHLe3W9k3o0J8H/FXg7TPA3iPWdO+Ndj8YPDmnWtzr1/pd18Q/E3hvxxaR6ZEJkto7aTRtN1+aNvscdtF9vuGt712WA3siT+XJ8WfEz/AIKVfFrT9Rvrb4aeAvCXw50ZLyRkvtZ0S71vX7sKyrFLe3WtS/2fJdGIBJZItNkd2LGOb5QU/df4G/8ABNj9mf4GX9n4k8Pv8Q7jxlDaG3vtZ/tiS3068zIkymPR5dUvzDDHLDE62zXslvK8aNPFIFUD33Wvgvrl3BbQ6L8d/GelSQwtHNJ4l8BeDfGP9pN5rus1689jnzUiZbdRCbeHy40JjaQs7bRq4ytSUHWeHf2pU1CV9N/eT5Nel369+apRw7k5tpOW90k3smtfl8/I/lCj/wCCjn7RA119QuPE0un6pJ5dteS6PcLc2U8cQRFgTRvENz4k0HSwp82R5dE07TZZZ5v37SwxRQJ+qFr+2x8FNO+Hfgm/+J/xf+Od1qOt6bp+p3NhoEOjw6lK9zsZ4tStvBl34R0pbSxZHWa3u/MWeFys0c5DRj9HPiX+xR8NPi74csNC+IWoeGPFFxFex3l7ri/DvwX4U1nUQgH+ivqGl+Arq9tLXzMTL9jvra7MoUS3ssY8uvnbxX/wRw/Y98VWcbJN4z8LapaRlUl8OfESymhu8MWi8638S+H2tInXIUIltFCFxuaVtzHJf2lT56ca8a6mo8sq8oJQa/uwipN97tq/maKnQVBVcPjIwr35XhZ4Z1ZNaLnjUj+7S02cb9LXdzgvCP7TH7JHj26ubH4b+IrrxD4lvbJJL3TNZ8C2Omanq8EilJbae/nGmw6jJBEQpXydXtbMEbdOkcvKPaPANj4Ynu2NloPgjRGvZWgttM0O4sTrksWIrYaWwhktVfVLiaMfbrtZjdWtshiK2vlOIPA/Bv8AwR18HfDnxD/bvg34pfHOzF3bXGm3lx4M8YfD23122sb/AMpbu1GtfYtDkfRZY4ljvre2tI7+5BAR2VRHXQ+MP+COXgbX7hLn4WfEP40+D/EM8USPBf6rJqulC7VNs+sa3fSa1a3kUkspM3/Eov1RiFSGzmQSuOrD+0jRarRo+0s7yppuNtHtJuz+du90Z/7dKMbToSnHS9V1qcOWNndezUnrrduKt100Pb774ea7rutJ/wASW98Q+HNWuXsXh8N6Ksen2Wr6fFJ5OiR63pOtHVbnTxNGwvJ7G9SS3u0kM9rIjTyR9JZ/s92fh+5udY0PwppGjanbQTxahqFjBMdR1rxDqjsJrEajfrDNJLYoVje4WCW8gAlTzWCMR7r8B/8Agnh4H+Fvw48L+GPGOueKfGnivS7Jl1fxLp3jDxl4ffUr2aRppZR9l8QrdRAO22BoZYJFiARiyFg3sVr+yV4SQIbPxb8bPDRhlle0t7T4zeO9SjgG8hZQmra9rNosksfJVULBWKljkrQnC6lJ2315VdrRK3W2nppdbGqxGZpPlwuGmlJW9nj66TemtnhEobW+J76+f54eOPhtD4V1H+yLu5Gl6bcW+m2C6gs3iPXdZn1K7Zp9St4NRg0a40K1lBxG0Gri2MiEpHNAPLWugh/Zu8J+FotYu9J0jVr5Be6fqKy3ep32rpdW148ct1BAmozmMujsMWSQWEEZARtSnjEqv92yfsjhI4hYfHX41wG3vH1C1jvtV8Ka9b216+/dcxQa74TvlWdvMcPLu8xtzEuSTn4z/bLtvip+zv4DhufBvjb4g/FjxX4jfUItJ0XXPCPgBfDIktLaN7iXxRrlvoNi9vHcRXJjsraNonvmgukidGgOVKdGKcnUVkrv3JK17LVxi9L79t79R08Tm9Ryh/ZdaTV3ajjsPU5nCPM3+/nSbslsmn27vkPG3grUNCs9SuINH/t2Cw3a1N/adn4QtNNsPD8ltJ/xMLq8ltA+oRWbgtLpmiQzzQxKouJnk+ZvmfQPh78KdR1KDxJ4j8T+DtR1NWkvX8KSjwBNof2RRJEdVul06DUNPg0hYh9oXw8ssuu3MiwyvJYSGS3X5J0/U/2jviJCus/EXw94o0jVora2ht9H0bwvC/h+1tPmmnt1g07VHttQsZpALiRr2xuYpJF3i3QJgdJqXxv+IHw00x9P8Ua/4X8NaPYzWjXMHiTwjpej26yS4mtYrxZdEtCfPwJY4WYrOqhgrqDXoYfBQxdKFZY7BQV/djUqOMlbl2tCXprvb5n5XnvjJhOHM1xGV1+CuO8YsOqSrY3AZTQrYSVWcVKVOHt8wo1Z+zk7Nxpyg3rCTWr+4W8E/BO4ImX4U/DrxOHVMa/H4e8CWEWp7UVTPDZ3Hh2Se3hBXyoY5naQRRoXJYmivjY/tpeJ58Sr4u+FdyrqpWeLwvE8cqhQA6PHprRsCAMFDtPbHQFdP9lVumIwVtLP20tvd/6d+v3I87/iYPh1Oz4U4+TTs0+H6WjXLo/9u6afc/n7jqnx117UZLfTtT0zXPEU0bI98l9cXmt2dteyhCEttPl1u8tzcRbwJ5Fty/yMVjK/Kvb6X8RtBkul0h5rnzJVHmW8ENtplvGrKA8SwxaVbTrKHPliK5l81h86lh8w1dL0m1mneWG21TVo2eQRQavdaabJJHO4AQ6LoWj3n7sfcifVZWQYG9lArqINHXSWa8hs9I0ZVczXlxaaVp9vesAMtJc6o0Mmr+TH8pAuL428eOAGJJ5Pr1CnFqDjVV9Eo2a2+J7P8NFfofr/APZte6UrRWl3KMrq7WyX5LtbyLumjQJ0hhj8NS/Y4Gbybtrctb25lVTPJ5rsrwvJtCSTdWUfM+zgfK/xo/bB+CPwc8YXvhmbwJqfizxnoMNm6T6bZ6ENLRrq3W6t0XxFNe3EyxKlwRJ9lsbvy5HdPKLbjXpPjH9oP4G+D5J/+En+JXh6bULdGkltLXUp/FGqKwU4R7Lw6ms3sUzkBUS4igwSPM8uMMy/md8ZvjX+zR408Z3fjiD4ceMvHWvT29jZsNY1UeD/AA7IdNt0trSb7PYT6rqV4BDGgkju4LMy4wVHNeZjOIMBhab9rXw9KolpGUoVJ9H8EZOX3pdGe7lvCWb46ovq+ExVam7WkqU6FNXtq6tRRh62k+nXQ9M8Tf8ABTT4wa0lxb/Df4c+G/D0ccbNJPfrq3jDU7aEDHnxLa/2Hp9vgkbjdWF7FnjB614H/wANhfHnxt4nsk8f/Fnxlo/htboJe2/gsW3hGS3tpFZfMjbw5Z2F9P5MrI0vmTz3IgSQQfvitZ1h+034v0Pz1+GHhXwH8Kbe8hayll8LeGrK91ea3c7W+16vry6n5sx6rPbWlm8TfPD5L/MfBfG3ifxd47voL/xV4u1TVru3DosurX1/dtHFI7MY7WFRJBbLuyzRp5CMWyCTkL8NnfFVPM8PPLsHmNfBVaycFjqaeGjS1V5Rai6l2rqNlr5H6twXwXS4ezJZrn+TUM0wUMPiqMsvpKjisdKpWoSpUa+H+s05YWNbDV5wrQnNVIwcLuMlofQWoeOPgVBq19fax4U8YeP9Ti+yrHfX/ja7Nlq+oJbKdR1G41HUITrQtbu/3z/Y302WeSElDdwYycb4h/F3wZ4j0E+GPBXwy8OeFbGK8gujqlhoksWuTssMqyw3GvX+v6jfXNrJLKzC2j06wijWOMBpAFVeAPg7wh4Zj0K98R+LrOVNc0mDV7Wx0lJtQ1GNbkyxrZ31hELWGGZWQGTOuxoUdSZUdWU8/qvjfwfpwFt4dsb+0e3hupn1DU7nT7W5lSONpZXh0+1gur+JYwHfcdTv9kTCOMxqAG8yOAdOjSliMXiMwq0Y06k3h8PQpSxGkUpVa1eE6rUnZvklSX8vU+/xHG2YSWEw2Tw/1fwtKnLDKOYZtUxUcTJUVSm55Zl9HB4CNR3c5QjSac20+eKil+j3/BOHXdK0XxV45svEep6doFrq+iaD/ZU2s3ttpdve3Vrd6l9ojt57+SGOaVYpYDsRmYqQ2DX7JardWsMBvE1HSm02CISHUf7TsEtPKCZMomkmRfLA/iICntmv5OPhz4yi8V6pqU5kY2VskUSXdxFJbQXEzli3kTXMvmTlVxvYxxBdwypzX0z4a0e+8S31rpWl67pOlKy3Mr3ev+IINL0i2jgtpJXnleWZWJWFHCfZonlZyqoCWxVvjSeAxssJiMsanyx5eXERk4qSjZy5Y2bd9Utn1tc+FXhhhc2yyOaYPPL0+ebqe0wfLBuMrS5HKqpRjzXUU4tbWsf0GS/EPwhpWl2+rXniTSBp93F5tpdxX0E8V7GeFaxMLyNf7jjYLMTM/SMMa8E1L4h+AzqOqf2bpmneItXtnnv5pfGmg6NY6RY2N7JLO9zPBbw6Tq2oojt/orayBcyJlFvMlGFT4DfsqeJPir+zz4M8RfDj4jeFPCPia6tJbWXX9Y8Ev45gYWLvbRNpa3es6dZQxPsMkdzLp93JGGTChkbPQ+BP+CZnimG71LUvi/458NfGuS+uLuQpDDdeD2NxO8yTNeahohs7q8TEo32DskcLxIqOWG+vt6ONp4nCRxFuR1YQkqKb5mpKLunyrS77a6edvyrEZZLL8fiMI63PGjVnRdSyiuaE3FOzkrbO2uz+ZcX4R6Vr3g7V/FniT4p/DLQPAes2Ru9R0bwjoOnaT4muLXcZH0pI5PC/iKRJI7i2Zms7LxNqF/Gnlh7KOa5jgXX+CXiOwuvDzwfs/fFTxfB4X8PXA0ue3vrXVX0uTUIbmCeby4fEvw70AzgWSNYI9rc3VjajOS06EDpPEHgn45/CiO20L4S/swQeJNKtoVtYr2PxnoWlf2dDEmxGgWP+29SuLAxpHuih1KK7nDBJrEusoXyT4wfswfGP476n4Q0fVrHSrWzv5GGq2E3xM1X4bar4XtY7l4ppLPQ5NBv7nxDbSsk32bWJ/BNxc3kUsaCzs/K80clXASr4iGPo4f2FSNNU4VZ1Kbn7NauMop/D1V9ddD0MNj5ww39l18dWWAlWWIq0Ixqyw/tdEqrpqajOaiktLvS6bSPqXxj8UPjrbaZc3XhDxf4KeXTLb7Tqlhr2gaDc3Ui29sjNb/2ifG/hqLSptSky1rPqmnLboriRzFaRyXA+aPAP7Qv7ZPxu1PS7X4U+EfBF9qEcdxb6/DrnhP4gadommXUNxIgbUPEuneG9T8NPHIEZLd7XxZEk4BaJpFBc/e/wF/Yn+Hnwcs9CjuPiT8QvFFr4ftpRYeG9S8SapF4fs764uftVxfy3FjZ6b4g1a8Z9sR/tDUjpKxpttNCsYpHtx9mwT6dp9vHZaPYWMWnxbikdglpBBGWJLhbdtIyHY7ixJJZiWfJJJ9PmjTUYJuc1ZTfKkul7eS+Z5E40JurzUm1rGlKMlBropNOM2019lSi+8r3OSsPBF9BpOnyanNnVDaWx1GOzt5pLdL3yk+0rah1ErQLPvEZLMxjClmJzVObwuqsR56IQOTOYoyMn+JGuPMBB7FAR0x2Hl/xb8WftCaXdW1z8I/AfhPxBptvaNLfad4h1fTdO1S6vFLkx2l4LjTNOitygT5p/JfcxJlCgY818Man+1z8VdGsdfvNX+GnwOMAu7Sfw3ZJbfESbV5xd3CxXd1rGn6lqenaZbxWgtsW1hqVxcXUqztK2n+YixaQc3e9WEU3ttLpr3t8/8jlqYWE4OUcP7XksnZN2bdtZLSPz/wCG941vT7PQbM6jqer6VZ2QdIzNPdYVWkyFViI2252nLMdgwSWArmYPEHg+7UNbeKvCl3JkJ5Vtr+lTSjd0BiW58xS3oyA9cgcY4u40L9rOwD/Z9f8Agn4wREO2bWrrxHoM03X5EtdP0K9SMsQMCTUnCj7xP369N8H+F/FWtW95F8RvDXhm0mVIfKl0yO0vbG7kdD56rDLe6hMsSt8qtcNBJICd1umMnpjGD09upNa9F28339Nuu/nOlGLUY0qkYuWt1dXjbXuvPTcVNOs7uPzFME0HDSSwPBcqsZPzOWgeUBQMknIAAJ7V0+pDStLitnt9SitzcBRa4lFtLOQm4eRiSN22gZ+QZAxz2PN33wr8FzyXFnpvhvwy1/GgM0yaLFFbWbtgxi4Nq1q8kjruPkwSiVcK8ojVkJwL74ReGb28jig0SO4msWRL2VfEPiG0gtkkDGSK2W0vG8u7BVGW18y2WOOQSNJIQELlQf8AO7XV/wAN+/4aG8JShzWtdpJc3TZP3dfT/gHYjXNTXPlatqHQHJvbh8492diB+GOnWrCeJdfjGY9Zu/ZS8VwD/vfaI229OgHp1OK8/j+D/hJbr7Na6d4piMQEk0kPivxO1tGWOEAlm1phLI5DErbmVoip85YtyAtPwx01ZJbXS/EHj20kgXMksXiK+vIYZCzZgeS7W8RZ1ADmBxuWN4yckkA9hp8fntp09f6t21FOpJ35/u07aWSSvqun56+knxl4pj5XUIpfQSWdqBjt8yogOQO5+vPNeJ/GnUvGPj3wvq3g/VPAFj4t8KavYtZ6hqEN9ZaLqWnTSt/x9WF9J4o0qa1nsyIriO6tbWZo5ogcOUKHzzxDN4h0DxfYeGNI8fa3qFuyu+uW+rLojrYROYkiaTUvscOoRSSecCixbYkKr5jqSAfz1/aZ8M/HXxh4m1vUIPDniPUfDNpemysUvfPutI03R7eURjVtLXSormD7bdJJLNPJqDMlwGWE3VouXXirVPZXtCVVLfkvfp0t59/Q7cPzKFapOVWbpxvCnCLnUn8OkY7yd9Lcyb6atX8F/aj/AGZvjj+zla+ELnwX8XviV8VdM8Yz6xFJpeleH/ECW3he0srSG5t/7R1uPxT4lsb+S7WaS2SP7DZvILSa62rECoi+FH7Onxo+L3wkj8f+JtT1bw1Bbaf4uu45td8b6jp73mn+G7zUZopZtEs/Dl9aD7RcxJAEkvorfUNMTc85L+SnrmjfED42/CnwxJp+l/EW7nhtLNn03T/F0L3MGlW2o25guNOhb7PeRRktsm803Ej6fas+UhiCFc+9/bB+Nni7wbqegX+veBZ9U1LRjoms6r4DureLUvDtjZv9uefTb6SFdH+0ypOILlQ11C0bzeV5h2pH5nsMZSqLGQq1Iwq05Kjh6kYRp83KlFSnyy5byS3V+utlb7L65kOYcKxyepw5l6x9HH0Z1c8eLxFPMp05OVb2bwSqwjywgvZ8zUoR5FCS55u/5w2Xwr1X7LCb1tSsbplLy2djr8otLbzGLpDBtMi7EjZRkOQTkgLnaCsbxH4+0x9d1Nm2Xrm6bfdyARvcyYUSTMkaIgaR9zHauDnOWJ3ErohXzDljesk7RulKVk7QulotLvTTt5ngPLcrvpTi1fRuFJtr3bNu+r7+j+X0D+0jfeKPCnizQfE3hnxBrugy6lp8tjNd6Jq1/pFwZ7KVnUyTafcW8h/cTRop39FI6Yr4s8YeI/Hfje71qTxP488R6+LGK1vLbS9X1zV9bu9RuLgiNF0/SXubhpDEiObm8jhIhxCsp3Toa/RD9qHREuvAq6kuTNoupW1yCSMLb3BNvOAeMbna3AxzxjvgfmV4tur2GCOJbm4Swvx/pFmt3cJZ3MsBBjkubUS+RLIilBG0kTMmAAcYr82zqrLC55ONWriJYXEU41J0qVd01JuFk1Z8qtUs9Vto0tz944Up0cbw7h5ww+GeLwk5Ufa1KEZ+7Gopq9kpawlZWkr6OztrwO63gSYzSLbqFbc0x8lVK4Y7y+0R4CkHO3BxnmuVvvHHh60ZIIrt765kdEig0+F7tpG3+V/rEHkhQ52sfMH0PAMvinWfhNG+nN4ls/E2r63aWqwT6DoUUGnaW8kzOYLnUtVvMB3njjjRfscsMxlYcEvtFXSviJrNzOLT4b/Dqw0C7lk2wXNnpNxr/iQiSIyLL/a+oRyhS5Jjn8iCdELqUcbSG+jy7gyhiKNHF4jHSnCtCFZQoxvLlkk+WTk27q9nZPW7fdfG514j4rB4nE4DA5Tarh6s8POtiaip006UnD2kEuVSi7XSvKy0bvc9E8NaX4x1+wmvrXQbjRLKIySLd66o02GSGM2BEyS3v2eIptnutxjMqxyWwLP8wU4PjGZNLsrg3DyMLW6SJzZtg3L5ZFVZ1eMMjv0bdsJIyMFa7jQNC+I/iTV7zTvGut6Vo7TaLqs02kajqkd/4iawjs336k3h+zmlvxa20z28sxGnWyxqEj84SOCaOs2Hiu51FLzwbFE01jNNBZ6lqOmJp9gsrx+T9ouRdSErGbOYTwiaSS4HymJGmyDtneRZVlUcsr4WlGLjiorESk3UqVISSspU7u6i4vZKyf38PC3EufcQ/wCstDH4j3VlU6mCjRtTo0qsVNNQqpRjzz54K176XufPza69lrmnQXN+li0zrLFoGmW8lzqd0wXci6jLILRrWPI8x2WKeOSNG2ylW8we1+ELTxn46163ttTsrTTPBSxLDceJtRvJtVv55B5Jl06yhNrc3FmFjklFwkYkgjWMeWkisFfp/Bfwo8M+HP3es67f+I9b1C5WS5sfDVq2l6dPPcMXmjfUL20l1XUVZ22OH0sSSLuMdwm2PH0Zo2i61ptyPD2i6dYeBF1a3iE8Zt7u1nu7JzgNqt9KLvU4rdmMIC6lJBbs0ikpErIG9PB4LM83xTp5ZllWtBUv3rlBxjGnBpqbXLZRt/O0rdj4uWcrK6NKea1sPg6NPFKpTqV8VH6zUrzgl7OjTTm5XcebWV97X0t9C+EvF3wC+HXhTTvCXiP9lr4S/GjQ4raS3n8cw/FDxjofxPnu/kk+0I9rpnhRrK0mZfLh06ezkttLLEwXl4jSQt4l8ZNQ+AnjC6X/AIU18J/ir8IbGKGKXWR4s1uz+I+hSXbRKFs9IudEt49Vhiicynz9QtpGcSJH85QvJFDoN14VulbV/wDhHdVz88TG5m1K0Ty3PKx2FzDFdeYByDHeW5XA3o27HaWHjbUZ5rq00aPTdLknkjeUxrbaZbxSICymG3LrHC7KwCKrZUbGAVlEg2xWTZZjKFelmkaKxVH93D2eHj9a5rRVo1YtwUYv+Ztvtud+G4kz/L6lGeT43F08DXTqSi8XL6pGEkrVPq9SEnKo024/u0oy97m6P9Cf2Vv209N+B/wu+H/wtgtRqaaTFI3iG78QaXNpqaYNRkN1CbS4W9tmaBRI5ZbiCLKDMZUrsb6ptP8AgoV8IdR1C3nufBlxcTWJ1KCK+8JeKruzFqNUWNdSvJrJo7DTbmeQxxS2zSy6nPDL++gkheSRm/DjXdNsr/UbeXWoI729eztmnljmSdJJZbePLSMocNITnkhnLNu8wZBNmytItMgktNLe701Zvnlgt7i6tY5AxBJdYp4wWfClj+9kOAQQOnFRwkMNCnRp1cTCFOKjFSlzO0VFR0ty7dfw1JrVXiebEONGtVqS551aj96cpWcnOVlebd5NtJyk2z+gLwP+1F+z/po1HULb4o/FawXXNPmtW0nX5oPFkegXtyZSmuW63On38VpPaSsX8uaWSzuAEW5tZ0Vgu14ru/2RvjbrPhrVPFniP4TeKtVsrBdNstX+JPhuzs9Z1C2Xc8sK6hLYWslpaNO891FbWjQWsFxK88SbZMt/P7oOhXl9OIbOa73newFqZJmVVBZmVJZQSAoLSyPIoRdztwDXo3hG2tNV1Pydd+JcvgayitbSWaHU/CXjPU9W1e0icW+oQ6PDpujzWj3tucSJ/bF3pmlXCsFTUfmLhYqo5yp4N5jOlWryi6UValVlyOMnyyhySsuXVdbWe9jOtUhiJRrV6MZvlVLmptOXLT5UrJJXSV7yfM3e8nff927b9mP4ITXl9qHwx8T3mhaPHoZuLRPhP+0X8RvDmpz64jTg2lvo9v4kPhe3050WJLacsm253rJYlFBPEeEfhN+0BdTapF4f+LP7T/w7u7PTLjU7RvFfiL4afGXwdqksRCw6bJqniTwLf6tYXUq7GjFtdHz3aQC5kMeB+RF7q7WXiOSy8DfEcwaIgSK08S+Pm0P4awzpGqNcQwxT+LDpFveSs7JpkN1rlrdXzKqPDau5Vei+IPxY8V+C9Ofw/wDDj9obxR4h8Pax4ftpfEGoaPa3/he20LVlnkmW1a+1ubWrbW5LK5WO7TU9M1a60yUmOKNxErIfQpwxSalLEUfZwVpWSc5NJbyvK7emz767o0oTy+nSxGHlln1vE4pQjhqk6uIhLCSv8dONGUYzcrq8akKidtLH6x+IdO/a08NeF4NZuP2gfBd/aa3plxYHw98UfgDfaTrUN5dxSwN9p1H4ceNNPntkt9wfzk0ht25W2p8oP5KJ/wAE5/22NK1W21T4eeNPgdqPhK81ia6t77RdV8R+H/EivfXYnvktz4j0WylN3C4nEENxrVxMQu0z7dxrzH4c/ta/G/SbcaX4L/aj+JWpJpOoC+8Y3uvz2nja4M8u6G1s7G51SJbDRtPby3SOy2XSTtvuZPtBjCH7i0n/AIKeeJPCc9tpfi/UvB7K80EaC50K4stQu3kKm7nuJdPkFkjyBzKZEjjjjZtrO5J281RV1XdbE04VMFyJU7QlGpzW1SqyqcklfZKCd3a73PTyh53gKjweT4mrHGYpqdfL6eHnWm40buMq9GdKakuVycd0k5JpM+Trj4Y/8FfPBmi+Lri38PfEiwm8PX1i2hw+FvjPqniW+1+1luGgY6NoNt401/w5LDDCq3V6mr29lPGrbIAzhkPL2v7bH/BSL4ZeN9S+GvijXNQ1jxD4ZNgdZ0m88KeBNW1uOO/t47mGO1ih03TfEOsTqsqCaK0t7icv8okO5Xb9idd/aai8b+A9f8XeDvij4es/Eej+H9S1fR/B+mNIt3q9zZWkt3DaJZC6/tK9N86R26fZobpw7nyolON34zeP/wBnvW/iiI/jF+0P4313wV8S/iDeTajcaRZfD/SvEvhmxiaSRNMtJ7228X6Pd6fcppyQtPBJaahdCUvGqyS/u28LPquJhhqE8lo15YuVWDcKWMlTUqTTvFRqSVNSbtbR9VdI/U/DnOMpx+b43K/EbG5FluWSwWI+q5jjuD8LmlPD5hCthkoYl4KnhseqVSl7eKcKyVKo4SasnF+p6d/wWL/ak8A6tB4b8feBPA11qlxPCFi8QeGfHfgXWfJuXVLeaeK41xLGFZVKMHGnMCp3IGBFfQfhD/gtDr1o01h4r/Zsmhgtbpkurrwv4u8hI5XxK7Q6PfeC3W7Mu/zGkGtxbtwaXhlc/m3d/s2SRPaTeFPj/wDCy+t7OyvjLN43PibwxpenW6RKJIbltd0DVvD9vbzQIzGee4+wW8VtJJdXVusavTLP9nn46aBYy3uheC/hl460pFjAfwH4u+HOoJqG6aGOz1DTofh/4m0vXNTgu1kjnj1YRTQXFkWmeXY2+vEoZ1xLhpN4nDZrRpq65406WMjFqKsmoc2ie12m+m91+94rwx8Bs7ownkvFHh1jMS4wc6E8yx/D1arKbScqdDEYqjTo3092al5yWz/abwH/AMFdP2f77TGgn8C/EHw7GZrhZUEngLU7qK6nkZppDbP8QINZeTzGaQM+jSK4HyqwAU+pz/8ABSn9nFdCGm6DruvweIbuxvP7Fs/EnhnxLprX19Ghfy21SXSrrR5JSd0mYb/7L+7MbSRK65/l5+MH7PnxgSCbxBf/ALO/jnwnf3Vx9ivNU8P+H/HMEFyiRo8cq3mq3+t2sNoEMcCXlvdCwldpFDB4pBHwXwJ+GvxGPii7vL3T/EGi6bYXVvBZW/iK6nlsm8zet7fXN9IHi+w6fBcLNdvGywI1vMZpreKCVk+tyHM80zag6s6ns4063srVqM6c58qTcuRNJaPZrTX0PwLxX4G4C4DzGhl9GFXH1sXl31ynWyLPMLmOAwdarKrTw9GvXtiFP3qSqy9nVU/ZNe6nKy/Y2z+KH7VuveLvEvjTw38Q/CVvo+r+IEv/AOz7vRdH1GeXSVlDPpZmezsLo2wzMYrqbULi6kuNsjGWCNVb1HxT+0N8ZvC3hrUtYuPCWna4dOjL39pqGmX914fvLZY5rqZLqPQ7xruO7RYo3iUeVbLExlkgYDeux4M/Zs0bR/gU3xF8d+OfAniLwt9h1nXNQ8e+FbzWYnsNElQRaWmgf2df3GhXbWRCRLNJb6rHqN25SKZhPCsfxd4p8efEfVvAI8P+Ef2lfiLqHhQ2TxeHv+E30mDxra6zpNm1oLeXw3ql9ozf8IpBZwIJItO1COe3JQqb7zHEVfRwwGI551I4icWrPlbbg3ZaWb2S06enQ/BKlfDJNRcKk6kXC0ZNuG0dZWVpdU7Lt6/OX7Rf7dl58R9G0u98K/DjQfBmv6fK8d3q9jqni1LyFi6zPbaXZT6lDoE6ymFJJpbrT7i8hhkjjV4gzGvlqw/aw8U6iLrS9eRLIahbi0eW3tre0lO7LySE223zTKOJGwpdUCuH6je+Kf7M3irQrOHUX8QaSy6jqFxeSiW5WBdVvVn3Xl5BHphuLI6fHZRwwXMtrcJAt5IRBjAQdfr/AOx18SvBfwW0j46eI774M6p4J1CTS1hsNF8ZjVfGumXWsLNLpkN/o8tvtiuJY7eV5IIb64ngEb+cilGA8+VDH4urKMsU4ezekYyfJf3VpHXW1vTTQ46dL6uopVZycvhdSacmu17K/ndPTqeYr4t1zYn2fULOWDYhikk0ywaR4yo2GRmiVi+MbiVXLZOBRXMoY9q/u16dlwB7AZ4x0x2or1Y4OajFOrdpRTfK9XaN38/18nfp9pU7v7vT/gff5n358ZP2tvAXi/Tr74eeBPC/jfx5rHiCKSxguNL0G8s7G1ninUCUfbIk1S5ktbmAMyWumNFJtCi4XcSPha/n8RagbXRZ45V1VtSttNt7S8hhtrhL68uI7KO3ka4EUcDPcSRxu1y6eVndMyKC1fol4a8bfAHxHqMmq2Wral8NfEuoQiK4vriztVgaRl2+YdSgUvayJJskS78+N4pUEyFXyx9J074SweGPDN7qHw60T4f/ABZ8V3dwt1Z+KfFNxf6/JHO11Jew6paXWkeJ/DWqaVrmmTfZxp2rWergQrDIl3bXiyK0X5xneDpZhjcDZVadV1Y0azlGMVSoylf2vvzhJ8tnflUraaH6pwpxW8jwuPw8sFHEUKkPa0ZKspS9tGKjGNuWyUuZX7/cfG/hX9iHxY2m634x8c+FG1LVtKsJdUt9Nm1qay01bKysXv1S6uo7eLzrxggNpHY3k1nIsqF5VTMlePXngjxjqlzfaZrXxU0T4V+EFkMdp4W+FmmE+IL+waOB7d9U12yj+12k92m5bm0uNccxqwLRKxZK92+Ifgn9q/xHfvL8ZfFXiPxHoNpcL9k0Sy1bX7ixuZgR9lk1K5u79JvEFzAscaxtqTavJFtCi9cDNeBeJdbh8PtPpeox6nazQpJOiNpQj2uqlpI4r64SO23Rqu945LwRRZ+cK5xX6PSrYPC5VSy3BvEVMRRqUoUMQpUfZRoWl7b2kXTnOrV55R9naUYRipXUm4pfmWKWZY3Pq+cY9YJYTExq1sXhHRrOpHESnR9hGhN1lTpUlBSVa9KrUlJxcZQs0/VPhr8FfBPgbUDr3w70i8n12701or7xt4rvba9nura9jilnWWPVGfS5ZpfKiaQLbPdSPGCS8i+Y3RWHhC78VXNxYT6/eW13FeP5TXdlK1teytCoZbCK0e4vp1RIWbyYdPM6RAkQlY3K+F/D/wCJl/4ltYzp+mavDbWlvc20epXbyzWUwS8nj8m2likWOGaOMDKpEu2Nl8qQE5Hep4t8XiLW9Hhgkt9M1q5tZrs2tlo06y+RbeT9ot9SuIW17RrlUH2eQ6RPC9/E0v2u6wzJJtgaGV4GnUrYt47N8znJNRx1SlSy7DU1q/Y0aChWqT1Vr4iMVb3oSu088bWzjMK8aOEqYHJsqp03JywSqTzLFVE1ZVK1dzw9GkrP3IYerKpdfvKfToptHj8H6ldfZPEVwb61LQifTPtFleMrgErKVungjt5P4Q2+aRQDLbxHKDrfD9v47+L2t6D8O9LuJtVu9YuzFp8WoXU8kTNZWcs0s93I0qebbWllazTyW8SCGURE+UZNrr5dbxC1SNf7PfYv745tycyHlpnMiFC7E5a4bfKx5djzXX+FPE954Z16217S7a0ur22SWO3hu7nXLWEGdQjvJeaFrmgarEQuVUWmq2iLk71dcKvn0sfWo1a9OhVq4fDVqjVSnSqzULae5KKk00lfR6dG7nXPA0KsKE68KNbEUqbVOdWlHns0lzqTjo9LNq2n4ez/ABj+EI+DE2j6bqHiW2vtWv4g50mWwj0uaG2FvFKtzaRPqd3Ld2kgkUpKkUcQQpyzMVXynTdYtYp7chRKRKhKMMp98ZG2T93yB91Y3z0L8mqF9a614p8S6hr+valfa5q2rSPIXutU1vW1sYC7PHpmnTa7farqMNlb7iYke/u5GO55biVyXPr3g34KeMfEbLJoXh66uQmH3kxKrBfmYRCaRGMigbtsaO6g7iNvNYzjQclKnJ8r629538n3f3ajjOagoy5HNOzikpQdkrdXdaa66eTKmmaTe+I9XistG094m2payXl/OkFpb+WqRlTNMscMagBjiSSWRRhEQgDH1BoH7NGr31st1FrOhXcixAyJbXs15FuIO4SXFilzs2527o7VQDwVHJFrw/8ACvxNaak91rWotoqw3CpHY6aEhvLqONAUaeHT1WOdpXXDSXEEhuRxNOSa+tvCvhe58RSQeHPDGj3Ova8IoHlttMsLaHULKdlXbeanqMKW2naJaMHEqrfymeZSz2onZBHXn4j6xzRhRcY09vayk5TTlZ6Q5bJJd5Ndlsehhlg4xUq3PKUtZUYwjClpa1nzt3v05Y366Hz14F/ZwlsdaOp+INPhh063uIJwkOsxKNRuEUosXl2s/wDapjVQAzGyYsCudu0vHvn9mXXT4vsobO28Gx+AXE015qOqax4guPHMU1wssrwxWsdjLYzQC4eNYnl1u38q2jw0cshwP09+G/7J1jZMur/FfxBea/dzx7YvDGkarqVhpOnZBx9r1e1ls9X1e8jDBDJFJp1hxkaexxIe/wBR/ZK8EziWfw14u8W+GZnbfFZXMlp4j0qAdT+7vLe11qRT3EniBiP4WxjGOFo0sLUnKdR1as951oyqQT0vKmqjl7P0g7emxhjJ08UowoqVCFOcJr2EnBy5GmlUcFdx25lb3ldaXufhz8cPAfw6+FNraW+veL57ea/ntmgsNN0/VtTvdgvYVSaS0tdP1AJFI3yRhrkTXDKxhhcK6rfvv2c9d1PRra8sYU1TSdUsor5Yry1ifzbdwLiDz7G5MdxE5URsYbmwilhkwrxoyCv1J8TfsbeMW1BddtP+FXfEDUtMCnS9Sv8ASf7B8UxqpLLFZHVLTXrS1lQsQhfxVaxsSWLQ52Di9d+H/wAXvC4Ca18N/FsaNGzG70PTYvE9mnljLedc+EbnW47UBcfPefZUc7jGzbTj0ZqjUhD2b5pL4nJppvTVLRr5vQmE5060ZRbTjy2kt1LTXmve6aTVrfdZn42eL/2Tv7QsTYa1oOpy6a9+L+w03T9VvtFgtLhVQXCabEgt7dI775xMJDPAZZpijwbiRY8OfBS2S+h0Twz8MdbmtL24uL7WpNZ1SDU7C1u3kJhSB9T1bV3sbdIVC3BtmZGuN8djbmJElk/TyPxannT6aLlRMj7L2zeRFuopG6pc2zkyQvnr5yxybgQRngtl1mXz5tlpYw5IDTPaRwvJjAXcLURLKQMhJLh3kHZhVKpU5XC/tEoqMY1JSlCCVrcsXJRVtNHcv2tqntozlRnKTlKrFThVlKWkpe0i+e7vq+bo3vt8Q/FH4yfC/wDZpjvfD+l/AfxZH9p0r7YniKHSz4ss9Bm1GSNljXxDbaZ8P5ms4rhGtlj1DUbmHTbeeL7ZcapdqMfL3hD9qv4tfGLxcPCXw38B+FdUtIZ5JtZn1fUPEcdhp+mrcCJJZ3gt9T8uZEkQyxWqayQrNMdkUcwj/XXUdUtr6K8tNU0u3vtKurV4riCfyLwT5JBt5LKW2e3kglHyt5rnAPKv1rlbbWfCWg6ZBFD4Uj0eJZBHHo+naXYRHylcKs0ceksY3jwQdqRJMqDJi+WodepaMalCnUa6tJJWtayha33dzoh9VlCV6+I55yV6ntbtyfxt83M23u2/Xdnxxql7am+tk8ZaEfBVhZiefUdWfUdL0q0ZYwIZ7iG8kTTPEc9gHdIotS0ZI5HaURSROjxseu8Nf8IH4o0y0uvC9yNUtZblrSGbS/Ek09y7gTNNczy6hdXMk8ichXuVlkmV1YKdkbp1vxW+GHwb+MniKzh8fy3sB07SimiWdt4gvNJt7sXM0j3vmact1G8syBoYklgS0vW2NC7yQqFOz8NvhP8ADPwLpd5pvwyj8N2ohuPs+qXiQWMF7HcFF8y31O9M8N41ztVUklur0yBAqhUCjHn5hi8bGFGGBymHNOa9tipSthqUL+9KUbqpKpbVRjGTbs20j0MNg8BTi61TMalRyi7UFQp87WiUfa7u7tZ8kVFX3uavg/XZfAdzJb2Oq67p+nyNEWskkgZUaLcrv5wjyftIZhcnId8qVZQu1uP0f4T+ANS1fXdQS88W6xqepS3GpRXFrqNoLjS7qQkrM0txrVtJLEszbgscEs0jMyl/uAel6h4Vi0tV1jXtT8LaVpoCiMjW4XNxg8zZnu5kZz1eOGQoB0QnOfLPiD4w+G/hSRdYufiB4TW0WC3KfYvC17rer6WYWt5nuLLUtG1SKzRrp4FjSTU9NvLaBppVUwzyLNHli8RmCwtWnlOIwWEzGdN/V6mLpSrYeNXRxdSjCdKc4NXi7Si29U+hjTjl/taccem6E6kVJc/JUlBySbjNxa5rPdRltbqfbXjf4hfCPX/gXP8AB3xB9r1LR30Sx8PeI9L1rRpp7e8s7AJNPHdxwPdLLuubSF/LT99K23yjvK4/LLxL4A+B2iajpifBkJp2nfZ1t9c0l7rVoLZILRzBb2tnY65smsIkCllhVVt2iGyNQzhhlfETxx4h8V/C3T9Y8K6tpNt4i8R65AEvbEacs8OlxBtQeG5tfEniOQ6rqcki20d1BpoR2zKGtwgKt8geIviX8V/Cs1joNzeLcWqWHm6t/wAJXpcWla0ftMszNeaVY3sxuLiySNRDaT25eCSVT5QCfMPTy2tm1fB0qmOnRniI04RrvCqdOhOrypTlShOUpKDldxUm5KL1k3qcOYYLKsFjMRQwtTno0q80pXVRfEuW0kk5baSjeLtzX1PpWD4DfFP9rTx9qXw++FWnReItV0nRLi2tLaHWbPSNI0zw7ZutmpuNWvhYW6XFzcXTT+TI8vn3Mlw8aSQWw8r5X+O3wL+MP7O/xAtPhh8cNK0yz1i3j0nWZLPTLvwTe6pc6DNtW2iPiHwut78s1okjWEGrxvLF5ouhbvFMGb6h/ZB/bP8AjP8Aso6hq+peDvBHwy8Q3vxJlS11O18XTan/AMJBp+n6THepbC38Q6Zq2lafpFhtkudTSW8S5AnuyY7h5f8ARYfjj49/HXV/2hvjvqfxN+IviTTtIutX8QWUmrfaG1RNO0zSNJTy9O0uC/ttL1Wea2tUtra2i823ka7h2xtcQLKbuD0sOqNO3tOdT5r3mpNtvl3a0dtddTx8ZlkfbYPH1sJh5vDy9rga050qjhKpFcyUeaTTlFcs6dSO3uyjuj7ag/Yj8XeIbSw13R/B/h3SdN1fTdM1C007xB490nTdZtUutPtpWj1CxS0VYLjzGdyFVA6ssuxN+0FfN/in9tnxZFrt7B4J1KwbwpbLZ2miyan4jeS+ltLSxtrYzz+fo93LGZ5opZo7Zrmf7JE6WyyMsINFdH17DrTmraaaU4W0ttd3t693209Z8VY9O39n5fvbTL8L/d7UkuvRW8tzovH/AOyn8R/h9dy2lvqng7xq8JkaVPB2tSalLDHGygm8intLZbWTcdpieXeGIX5jxXjOmeKfEng3UJIbbUNY8PalZTNHNBDc3FlLFKrYZZEDDOD2IKnOeQa9m1349WNvNBpNtr0+q6ndTLY2Oh+DzC5vWmcQW0VxrieTaxTXDFBt095XVz+8iONp8Gni8WeNPFF2U8Nf2OolC3EWo3txczwRxBEd7q/Ecs9xNyGcJbRqrMobaCpPnzjSrxl7ehDk0fvpPXSySlo326fM8106tKXNSnLm3fKmo9NUle/6d9D6U8N/tcePdFgFj4hutL1+DYzQjVbILd3CHZtt0uIrmBQzozH7TIs5Vgp8plYAeoWPxg+CnxEsGg8V+BXtbhYHF07QLf6WqStFvDm0gQ3K7hHIyT2ssRaFXkG+JCPmnVP2PfGfjnw9peuaJrGn6K3zXMFnr6XZiv0LiRY7fyjZTN88eEnCxhol8yWJcYbzOXTfFPw98X6b4Z17+zLXVore+W3fQLp72wuXbT7u3heK62pIwMzJgYG2UBTyDXLRVKdR06S9iqS0cZWi7Jbq+72W/lc1nPFQtKvH2kXazkpWs7bPlSvto9LJ6H6A6r8Ifg9qnh5dQ8NeJtDsLa2R5bWVLyOPM8ifLbySBrf7JbrII08lIVuIl3Y3McV51pXw60x7iOC1vJtdvTvMcUJxpAKZ3F5mMk9xCmA4upL21ttoKzsBkV8X6Dq9xfXlzBFcfv4EnEzxM/mRzojnHyzogd5ERXWYMjEKpXcwB6K3+KXifw/p0l0uoalfDe8Zt9PttP1HVBJEY2BezuHjWWGQboCPM88As9t+9RcrEYHGSjH6vWbi3q1UUZct9lJwk5WWijZN9NDrw2NwMP4+G5nG+tnNLbonG2t9b6bWPrjUvgxps+karMPEMk+oWstsw07S1afSNPad4GuJb+82Tmd4bFpJms7Ab0CxySXnlct4/qH/AAgeg3D6Naa3P4x8QweXJHpfg6K1vbd4TLtlFzqLsLKC5SM5aG0n1Rlc7bprVgVrI0f9qR30uPTvFFvod9p168TGHw3b6vpXim7DIwSwvvCfi26jVykQAa80zX9RMcseJkk8xIB6f8EviJ8KtQ13W7TU9KtPBOqaXdvdQWetX1re6pNYtPKBLviQ2MmoO0Zzame4l05FRVugwIXGvhcxw9P9ziaClKa5uagpVUrR5koqTU5Ss9bXene78zGZlDEVcPRwahSnOXs4yqVJe+170oqMtrR36W3Z9BfD/wCG/hjXrCDVVuNT0WxMcbNaS2LvezymMny0vEWNXG8FZGgeSLepTz422k/WPhLRX8JaPcmx/taHT/L/AH8GjWupa/4gvQw8siK0soro2yPuBmvJxHHYoGnuruC2SSVOa8B+MfhT4jjeLw/q1ne3scaSXcSybdRSNyUQ3EfyyJC7qQOTbuyHYHxxn/Gvx/4n+GXw/wBc8U/D3VZLHxR4eitbzSJYrW1v/KZ721hlFzavA1tLFLbSywsksCuqv5kDJMqyq41XQpupXnKpKEOeahTfO7JXUYNRfM1tFfjqexl+XYjHYrB4Km6FGrjK1HDwr4icaWFhUrTjCM61X3lClzO8pa2Wtm3Y998P6P8ADWOPTrr4i/E/wd4Tg1uDU9V0fwj4d8Q2Wq+Mdb0zThPPe/25q+nXd6NKisolc6i2nPbyW80Ery6v5ZlgrU+KP7RPxV+HfhP4Pa/+xh8M/CnjX4Ya34wbTfHereG9IHi/TIdFa70+B7lNe0zWtMjuNXlmfVI7tCJpYdQhignlad2jf8vNG/4KSv4ijk0z9oH4F+DvHkdxbvYT6zo0LaTrkFrcx/Zr3ZJqQvNWMs8DSKwsvFGjx7WMYCLgj7e/ZX/bU/ZG8AaXZ+FvAFwPBujWd1qtzovgfxlfX/hkaFFqcwvLm0sNU1e41rwreTy3hmeO61rxn9vkWZYxPDEuw4082yjEKMqGNi6rsvquKj9XrcztaLjOybXW0n/du3Y+tzrwr8QcltXxXD+KxWBj70cflEoZtg6iSvz82C9rUhF73q04WXTt+o83ww1rxzrfhX4kan4q8YJdadJBqtn4Vubq30GLTJpLRotiWUVjI0FzHHLKHt3v5LOR3LTxTsFI+k7PxAbdYYL+01SxJURedNZSX0TYAAeS804XdujOeS0zQZJyVXIFeM+CP2gfhp4u8M2viuXWIfD+nTx+Yz61eaLPbRxggeamt6DqmteG7q3YEP59nrNxGkZUymIkovtujeKdB17T7bVfCupad4j0+6Aa11PSNQtb/TpE5BkjuraWW3kVSCGKuW3cAZ6aVJynCEZwSgtU4pe96St0+/oz8/lRqUK0/aKpTqqVpwqRaaasrShJJp76NLp1ueb/ABB+Oei+BZbOysfDniPxZqN5PBBHHothf/YXeV13wpqsdjeaeLuOHfcOk0kFvFEm+e6hjJkT3fQLxdU0+21SL7TawXMSTpDcpJDOm4btrIyqWw3CSLujlA3xs0ZDHnrrTbHWMtqttaXrEFQs9uuYlJB/dyHLhshWDhsr/DinrpDWhVrDWdVsgpz9mlmXVbUg9A/29J7lU/upb3UO0fKu0ClNYaUIqnF05xes27t35dPIqNSop3cuaGlotL3Wuz/4b1Oi1vw34U8VQJH4s8L6F4jgiQiOPxDounay0akYzAb+CcwdeGiCMOxzzXz54h/ZO+BuuxTiy8Oaz4OnmkeSK/8ACviHUrRbUs25vsmlarLrXhyGNslfs50R7dQSY443AcekeLIPH15oFzY6J4k0XT9WuYpI7a/SxuReI3y7Bb2st7JHnG4PJ9ttyvBDKm9ZOF+EemeOPAA1S18f+J9V1kaheS6jtns7m+0yG4nVQU065hn1Y6Pp9uAGa0n1OSKe4eWaK3tIsRi6VGcacqlPFKMo7QWvMtOtt79Oy+RTrJuMfZvV/Ek7KTUXt89Xp32Pn7xH+wndMzT+Cfia7QopCaf4x0BJriWQg4aTxBoFzYRohOAAnhWVgO7cCvAvE37Jv7QWhvKLXw3o/iy3Cllu/C/iXTZWXZ1U2fiQ+GL7zWUZRbaC7UfdZlcqD+vNprmm30LPZXtncqCQxtbhJmUnkBxFIShx/CQpA7VwHjD4teBvAnmJ4j1k280CJLPbW1nd6ldRRSMF3vbWEE8zbA6yTJGryQwnzZUWIM40pYjFNqKpQqvdxcdXezSutbu39aM05l0uuXS7Vui67/f5dbn4p+IP2Zvjp4kiuNI1L4BeNLywnVJJJhqngm3SRw+xf3N54tjDleJjFPbNGxALI7YU29N/ZI+M2l6MmlWXwd8X26PK0tzcS6z4GW8uXY4aWea28W2jLIOFVofKVFARFUAKP3VsdUs9Ts4dS0ye3v7SZUMU1vKHDNIiuFOPuuEZWeNyJEzgqDwfJ/jd8YdG+EPhSbWL2a2l1+/E1r4d0q4naKK6vEiMk11dsGzbaLo8B+3azesyrDbqlvE5vbyxhnUswlZ0p0FG9m4qUk+mtvJX7o0pRnNxUW20uRO6vZ293Ra9LK3ofzufH39mn4gaj488N6N4lk1Twppmn6bY311pEl6s9/pyPdMkupT3Wg6prtjdajfxQPBYW+ovp03kx+ai3Sqsz4eufCG106PxTJrHjGfVra/vP7R8JW+laZB4e1Pw1Z6bAJI9Gb7RBrDatbzOGN1LM1vO8USrDsDOtereJPiZrPxTuvGfiW9bxW6aT4nvoo55LC7+1+J7oGK0m19baNFkK6hdRfZfD2kW8M6aboNtZQqYoIg7eQS6pquoveC11GYG0hmLrdSlnR3At5IZEEzrHIFnZXibBBEhIwoFTQhh60XUjGPtJ+8+ZJygla3K7XinbS1tex35z9aq08HhcbCEqGAbVB0oQUOecYzlzVabSrSSdp3dRppq6tp8FeEfCvxH0Px1qGs/FS51TxJ4c8M+EvGmr+EoL9TfW1zrN7BPaaNYC3lmZIVM11LO0eQY/s0KxoibNvzdffFGHQNNvrO48H6joF/eyFJZJraTmONm/fCaRVmJnByyzTTrGoCxsBkn7r+KXiq/tIG0o3itbWhLXUasBHJIQCkeE+/tPzMG/i9xkfBXiu/a+vZZnkRgzsCCpIHPHqMdu/bpXp0E6s0rOMY8r0929kk723vu9evoeLNwhTcYRSlNp30922zivPq9+nSxleDLxvHfiOy0nRL2W1u7g77m7S11O5/s6yUr9ovrmLSLW+1B4LZTvkW2gllIA2Rsag8e3Xibw9qmpaNpWq6d4hFndz20+oT2Et9Y3/l4hE9uviDTYL+FfLCqFuLe2aMYDRLgY5i5k0vSpFvUu4dN1GNH8m4tb2TTbv5gQUFxaMlysbnAkHzhh/Cwrz0ataWtz9quNbs5vtLszRSTX8ly43sz/bL77Ja2PkIWXyzJdyzOo3TRoxalmWNqYSC9jg3iJNNv4uVRXKt0neTe17dlvc8rEVa9LWMXVjLey2enxW1s/Ld/huDWteUBZfh94SmkAG6X7HLCZOOHMVtq8MCllwT5UUakncFGaKsJbaxdKLi3027uIJcvDNptmLixkiJOxreeN3jlQrjLoxUvuxgcAr5p55j7/wDIrp79pf3f8v6sjh+v4j/oEl98/L/gfh8v1X0D4S/s9fCPV9Xv7K4/tawsryV7e217XrbWdR0lHkwjX+oR2FtaXGpxv0s9C04RQvmJJ5kH2g2r749aT4fvbqL4VeD7OIXqLbfbdRmv4rRpSFiS4t9LRLO+uJpHG/ZcXSJHI2IpHjwteKWfww1u88Ov4r0QWeu24mMNxHayzT6jEUcx4itnVpXgSTMa/Z3kRTgNsZow9i/0nR/Ay2E/i+SBrvVYZ2sYU8+S3SaGNWNo9uib7i5KOo+eJ0UnDBdu8/L5txXVjNU6MLe84qMLSrScXaShq+VKz11a107f1fwz4bZFGhDHZni3mFRwjNYaKnRw0HLlnaonyzrWTSVlCL1u5LU0PHr/ABQjuLTSPHOpajbLgX6+GH1G0s7O0MzsUjv9H0+58y2vVJby4dZD6tDA+RtjZSavxB+IWtfFLxf4fW9srKaHw94e0zRtD0rU5p9T1C0TT4yLtob+SeGdbGVisxhihtkT5hKLjexPzh42tJ4Ht7zRrjXNHttb1+3t7eU3L+XCkzYSe30+IKkM8L3EkaOZzK0SIH2lVA63whoN54X1W615vEmr32t3ytDdz/aHMVwjIYwklswkhuHVTiJpt/lE/uUQjNbTquODlVpVq0MXXot0pVK7tCb5GlKCS5mpb79jOhgp5vmlTL6uVZXTy7IcXCEsHSwUlCrSrxk3OVRzlGMVSSeslzN8y2Z3Hwt8KeLPAnivxLofw+8SaNqPiXxzbWVpqHgzxL4W/ta01aK4uZZ4YtN1GOy1B4biNp5okkWwg8sOoaYmNHH6E+Df+CZvxI+Kem2N/wCLNL0n4BCKGV7i7ivZPGGseIL2T/j3Efhixk0nSPDunIQZTI2tXmoTiTZJZ2fl/P8AOvwJ+IV38N9R8Ra9beJtG8P6rf6fAllqviEt9kt9VtJZLizh1W7uLd4YYZm2BlM8exSiEBiqH9mPhD+0l8T9e0XTU8f6P4Nh11o2eG/8N+IbWLStY08RRm31CwPiC50WWS4nLIW0+OKSciaL7KJBIoP03Dc8yo4SEsdi3iZTS91wUYqd9ZJv3rbJXSfu3etj8o43wmQUM2xODyLC0Kbw9RLEOjiZVqdKpKEJOi4L2nJON7yip8utlFWZ+TnxX/4Jd/tCeEbW6bSdG0T4u6BGGkL+H5Ui1Zok+bzJvD2s+RO0yhcmHT7nU3Bxsd8A18IzfDK8+HGr3em6n4LufCeuh1lvtM8S+HEWVnilaSGSfS/E9hPDuhlLSWlxHCHhYk2rorHP9YMnx21Owvjpf9iy6nqE6SNY2thtmv7yUAZDJBLItvGjEI9zP/ocRI82ZQVB+av2hfiJruoeDtR1rxT8FfFfxIt9E1O1t9K8BeEfAv8AwlFxqWsF90d5rGv3umzR2Wi2c/lfbrzTYrKCy3SO1xqKx7U+jliqTabSU735ttbJ7bebXY+FeGqOzcIJ6WdrPW2l9N09l2dtj+dDXtF8T6Ne2vinRdN1Pwh4hvYzf6Jq+l6rr3hy3uIrhwZryOHUotaivLG4CyBE0mfTtOXcFS3MKGJvt34Kftha54L0a20H4ofC3w58V0msSNXuJNa1Dw3rGy3KmW602/v7e78HXUy2qG4eC6bw9dvOH2X8aldv6b/Dv45an8SNFbwz8Xf2X54PDkOmo6XfhjVfCnxT8INAkptp7C40mT+z9ftdV08REz6XpuiaxdQMEVQkjR57x/2UP+CXXxs0yXTfCvifx78OPiGkDT6unhuRtLubC5kXlNV+Gni2PUW0jT4nIxbHTNBuJox+7u8sCN6UYZimpSpUrRu6taXsrvtGdu2lmv1InUxOHpctLmaUk3GK9orO1k05KSv1s76a3R+ZXxh+Ov7BHifwqfEOp+DfG+k+JtRhVNP8D3vgG8i8XahduCirZ6vYXENlPZrIC0WrjxZqWnCDbIIm3COvDNR/Zf8AA3jLTINe+GWv67bW99pkWoWdnqdva63bPNcbStgbnTWh1SzeIuqSs+k3cce0n7QVDsPrz4qf8EevFFoL3VPgX8S/B3xW0yGGWebRjdS/CDxVKjuQwj0zxVdnwRqjmLDeYviOGZirCG2+5v8Ahfwlc+Iv2bPHsFo+kmPWvBeqqdS8E+Kr+6m0LUpraQmbT9Xl0K+X7bZTMdxa3vHtX2oVMkBeN/HzHIaL5Pb4bD4inL/l8pU6klF2V4zpNyvfW8mnpa3U+k4X414yyLH1Xlme4jK8DChCcKNDE4mVSriVNuSq4StCWC+rKGiTjUlKUmvcVr8dZeA/j/8AB3VJLvwhqvirQtQtW2zXfgfxDqFrdEHDeXcwaZdRXRicEF4bqBYpEOHjYE19B/Dn/go5+078KJRZapd6X4jto51N1Hq+mP4d1Z2Q4kMmo+GG0eG5u3HBudZ07WJt+GmSYAofW7v9qvwT42t/GifELSLXwyvjTXbHULO5tvhtaeJ9O8BabaxBJPD2g6p4Q1aa+ttKuGVDFq1t8PrPW4Nskl/e300huxzNz4TvviNp81z8NfEvwv8AjNZ20cqJpIv7a/8AEujxJ8sJW3uLi28f6XPEyhvKvrVGJUKjRjDV4NXIpYWUZZdmOMwiWvJdYig9VvSq2jprq356n63hfGCWbUo4fjXgzhrimi4yi8XLDUstzXS3vRx2Eptxk7K6hShfVNn3d8I/+C0HhOSSK0+JnhvxB4elZ0EhnsrXxHpsaNj5/wC3dCt9K1iEHO/YfBOpELwbhyd9fpJ8Nv28/gL8ULcN4X8WaNquqStutdE0PVLbVNaljPSR/DtxHpXiyAR8i5M3h1Y4MErLMvzV/JT4p8KfEfRZ9Th8UeGNI1R9Ot3muLXVtLOjXltEGKCO01iyufs1xNkiKKDUtU/tKVs+XbXAjkkSf4IfDb4e/F3UdZ03xR8UtD/Z41qygSbw5d/EK012+8Ja5qDOQlne+KdOsksfCUAwrG+1eSYqzrshcZZ+vEU8dg6Eqqr4PMlGMZezcZYLEzTtflcZVKM2t7OELs8DDU/DfiXGww9TL+IOCKtarKMcRRxVLiHJaF3yxlXpVYYbMqUPhv7OrX5VqoqzR/bP4d8ceHNf2tb6/o9/qZDyvaC4S3urVGYBo10+48q/jWMqI2kliDuy4cggAdq2oNw8ZAToWOGBH+62dv0/rX8ZknjX9qn4A+N7f4aeHfiJ/wALDmsoIbzR7HwF4gtfjN4O1HT5bcXayaRDaR6uIFNmDLNBBa6dfWkW7zI4QGNfTXhv/gp/8U9Ks7rwv4+0fW9GvUtJbH7d4Q1q/wBF1GxMsLQPLd+GPG0HimynniD+ZFHZ3Xh6NXRUia3yHj8qnn2DbtioY7LJqKusRQqTo30ty16aaa87K6aPoMX4E5/P97wrm3D/ABjhpR54LLMxo0cYoaazweJnGUZW15I1JzvpY/qFmstF1BjNe6dYzTI3y3DRolwp3DBjmGJlYkDBicEHB7HHAeI/gt8OPFd1Fql9pK/2raOJbS/nhtb2eCZHadHW7voLm8YRznzdguxH5nIUda/BX4T/ALeUBv7+Cw+L09ibdbKKytvGOrap4VvtUK2sMkn2pPHP/C1PhVpcMUzvDMtjrXhCW5ALw3VorIE/Qfwr+2/4hi0yyvvFOgaBrelTPGo8Q6fa6x4f8OtH08vT/EPhy9+LfhDXLtevny634VsZT8ziwXCDrw+f4FSkoY+NNx5Xz14SpU5J25bV5ReHta6/iuS+0kfEZv4a8XZbZ4vJMXNpyi1SipThyOzSo39vJXTbapPa92ffGu+IvB3wc8Aalrus3sej+GvC+ny319cu6yTTyHC7wp8k3Wp6jcSRWtrEo3z3M0FvEBvUD8Hfid8a/Ff7QPxE1XV9VT7BosskEFvpSSylvDfhWzumlsNHSUMYZNT1aY/a9aW4gj+2XyQl7eKHTYbOLP8A21/2pvEnxh8WeH/APhK0ey026voIfD2gwatoOsvqF/LmO98YazeeHdR1vSfs+mwNcW2i2sVzNJZbbq5vja3LXmmLwKW1n4Y0lfDkMjt5Fn/aHiPVy0cU1xIx+z+TbHz4ZS11LHNa2fkmZrWGJ5ZtrPHI/p4etTrupLnVWVop1I2lBuVrck1zJ+67t30T7Hl18gxuW4fA18Svqssc6jjSq80K9OhQ5VOrUpStOEZSUowco3k4tJJ6G54q8b30a2K6Xp97NpUlw+m6YHdLdra1jiliv/EMgmT/AEqKWRYtO0gwLtkhNxfRSskqony/4s8T6n4WudY8m1SO2vJLSaEmQWTROvm/bBHH9jnSdrlXSaKSV2VJwS6COQCvQ5dbutQvnuT5VrZ2Si4EK2e61GnW4KfZ7Qia3gg8iMKqb37M4STNfH/xh+I8WtahO9qTFbxh4LeLa8bMqFkMsu9QXZyMhlyjLja7JtrpwuH9lUkoTblVkm/NLVRs76b/AHvoefi8asRGFNLlo4enywXNpJpJObulq9Xdq/m3Y8X8U+KNSvftMV/qEt7LJdzztK3kxsqvIzLERbxRI3lqdoJU5xksa8auT9omYnO1c8kAfnjgkdcda19VvDK5O4ln5PXBLH69qxSg2kNnCgs56Dj3469OCPWvoKdJqEn13bS10t0S/rye3z0pSm7qSlG78n0vZXv+FvkePeL9DeW7UadcB7y6Y7LWURxqWC9EcBVUZ4JfHJAL5PPkdnJc21/Iklr9oktnkhntykc4LZ2uEOJE3g8KVUkHhSM5H0Gl9qGm65PqNorzie3Nt5CXNpC6hS7R7xqWja5Zzw+YVd43tkkcBkEq5Dr9LfCX4dac+iSalrljaXctwJr+4RLa1hIunPnxqkEMCxRmF1tpAkKRKhdWWLZtrDH1aWHwk5VP5bSWzlqtbPv+L/BUYyrVvZu7hbS2/wCul9PO+x8PT+I20mVtNtotXWOzCQn7LPIbdpgim5kgMkySeVLcmWVA6K4VwGGQaK+w7z4O+D57q4m/smUebK8hBurmI5ZiTlPNfacnoGI7jGcAr4R57gVJpe0snb4n0cfP+te+m39mw/mn/wCTf3fPz/LzP1y+Fn7HvxM1CWPTvAdp4l8UXuoSRWGqajp93a6N4f0W0kLyHUDNqLrYrNbSlcq94t7JbPK0Flc3EdvBX2nF/wAEitG1rw1cXvjv4q6z/wALDeHOnXVlYxah4R0V/L5WbT9QaG61MyMqG6ubW60TdszHbg4NeueIP+Cj/wAEfhJoln4W0jS4fFfxEtUS0Pw7+HV5pr6T4cmwgjTxV4oIj0Dw3jduuLAvqeu25DpNpfmA1+b/AMWf22P2hPitrHiK1+KWnRXnwbvLVrRPAXwm1nWtDsbWG6LvG3iPxPpF4viPW70rDFFJb38aeH5XkllGiwABW9unw/kGGdFVaNOtiKdN0246vmlJSbck1Pm1dnzfI+lqcbcXz9rPDYurhaFSvGveMFzKyilCKfPTVPS/s1FR07aH5/8A7c/gLT/gRr2i+DPDnxL8GeOtQ8O6kb641nwHqdzeTaTfWU0DWcOqRuJI9O1KCe3MhsU1DVTAx2STkgrXhNz8aNS8avotg81pqmoLFA2u+JNM0PRdD1e9SQp5olGmWcVk991ihlNuzM2Hn3sJDXI/FS48N6+NSTTL3TtNu9Fa7uptDi1KPUf7M02S5kSzsp9VjhsIp9SGALmEebKjRzM8MUgcjz/4F+F/iD4w8dWdn4AlW3kuoLtdYD6PHrEU2/atlaWNhPG1xJeyEH97bSWbJbtLL58agBvNWS4TD1PdpKKpSqSoOvUlVmnUmpSUZtt2206WsGE4yzOrmGKnWxmIqrMYYelivqqnQg/YU404yqU6copu0bSa1bu2fvF8Efg34N1fwRoUutW03gbw94uln8nStP1W2vPFfjNtNlaK6t/FvieH/iaRxxu7XFxoul21lp8MM0e+4RQVH1/c/DL4YfDua28f3t5FDLa2osNKuL3U7vVbiKEea1tY6ZFdzXsxkhWaWGG10tEZoAkRjkjiXb8G/CLwr+0H8GvC+jaB4wtfCOr2j6xNrejaZ4o0qS61K11y5QW9svhuztDdahE8ETynybOW5uJJJXVo4o97N6N8fPFXjZtU0a7m8EwaDq2saIttoWhJrug6b4t8T3cENxdzQafpOqXNvLFPI8byXq25mmsYGtormSG4eONvYxDy/CZa8RQdaWJhCPtMMqacq1TmSfspp/DrtLZdTgwFLN8zz6GCxawWGy/EYir7LMZV1Tp0MKoqUJYqDTnKq1eH7tycpW92zufT+l6ho/jfQdfutL1zX/AsutGTS59V0rXR4e1142/dWl0strcyR2V84KtaMWF2ikQ8b2jPjWr/ABG8feAL2b4LeKfiH4k8Q+HtO0PT9Vs9f11pNT8Ua1Z3Us8N2dYvbS2bV7y20/G25gsV+zywJ508DYO3458K6n4u0bRtQ+IXimK5udQec6Lpvwx8PT2Js4Ev5EvLTVvEDSxT/a7y1e0jabUIJT9g2E2mnSyzKZPW9e+Jllrfhv4d/G7xN43t4bjw3Zw2/ivw7pmmRPfpIdea3hgaac6bqmn2l/bmGNZNVtGSQxedJaR7GC+XgMbicXCUXQlRnyqSjOUJW20U7WvZPe1mfQ55lGXZXCFXA5jRzSlK1G1OlVhVjJOPNVnTkpqNPmTUOaSk1q4xW/6CfDvTtD17RE1X4beJdGu1iij+0XPg/U7W4iimGSYr7TpDNZtMGLeZBewrdK24MiNyMHx54f1vxP4a1C28UeCPC3j/AFK0ivn06XWIIdN1Cz1W0jl+xyQTTWd49rNDOkYaXTtQ0tkUEI0L7WHkPhv4W/sleIfFnhX4k+F4Pir8L/F17can4qt/Emi6jqtp4QuhJYD7ZL4h1zQri/0ywsr1Ea4S31KCwtrd7cyiKMMsM30JqHg3xF4cuvDXhvRPiJqniPxJb2gh1DRdNsbW8tPE1hqc/wDaD6vrhnnv49NupLW78o6/DeyTTFNwSKaJrRPToKvGUbPn2snZpWaune9+3W69T5af1eTqK/s5JXlzR5UrxjqtP1v620+QvhzrfxutfDVxpfjHxP4n8L2kl/d2lz4cl8YyeMAlqZWhhi03WNah1bxPpMcsYWKaytvF1/AqOFhSwLCGvnP4z/st/FfxxrF548+HHh2z8Q+GhDFp7Wmk6jbS6vBd6ZEbe/WeymkQyTJcRsjw27yXZkILwKfM2fsnZ/s1QXGnXVzrwt21LU5Jpp7Sz1HWNPtbWK6O57S1vtJ1TTtTt2VWG69tby3naVdxHlExV0ug+F/F3hDyg9rc+MlvpbTT5kn1e6uLHTdOgCRZS81S+vb+OKCDzPKRkv55HSOGWVTK9yvoOU6dRSlBtNq8Y8qittOW1r79O3e5we0i1KMJpqLVpSbXOlbRvfutfVH8r+raR4j8M3clhrmk6tol9AziW21KzuLKZGQ4OEmWM4z3BKnrzWHcXa3PltdIs0kJDQzkGK6tnU8Pb3kDRXMEgwNrxTqwIyDX9eXi34Q+BPH2nJp/ibwloGq6eQQtlrGkWeoLHuXG+D7RC5tpRztlgKyD+FsjNfCvxK/4JgfB3xRbXE3g6/1LwRqrmRlNrLJqGmMxLMqyWV7NJIsa5VQLe7t9oH1U9ThRqJXVnfW9tPn107fh15frEqaTtO+/NTbfborv8H28j+fTXPEOv+IjpsHiLxT4q8RWGkknTofEOt3mvCxG0KFt7vU5p79URBtgSa8mS3VmW3WIM+7p9N8dNYC18/TtI12CzmM0Wn+JtF03xFYtLJB9lLzQalp16Z9sWGijl8yGKVElWMOu6v0KP/BNzxh4G12+1Dxobnxj4PtTKlpD4PS6XV74/NGk91YKPtMEMXyyBNPl1CaQHIRlDI3hHiv9lfwzdXN5H8O/H7Wup21wtrc+GfHWmXukXNnNL5zJDJqt3p+l3MMoWCRUhuvD0bsYzunIO6uephaEpRVrtaQbimr6bOz1tqr33uejhcbNLSd3o7SklLWz2cd9f5l6anT/ALJf7Q3hP4M/GXwX41jni8AWWjXV9ea8lnZpe6Z4is7m1MVz4e/eabqF34etbyR4pzcadCpt2t1USQw4A/cn4h/tJ/sK/tEeEdV1fxn8N/CvxF1ax06a5g8OppvgXxVqmokKC0Gg+NIdR8O6zpF2LcTXCS6tYaVbL5RgfUjceTI38univwLrvw51lvD3iywhg1MRLKk1rqFlqUE9oXZVuLa6sp5k8pyrfJI0My4KyRIRisKBIPOW7tpPLuYdwimDYljzwQJCwcKRkEF9pHBGK86tgcRF2jXU6LWuHr0aVaj0u+a0ZxfdK68rH0mAzvC4blnWwWIhi6c+almWW43EYTGw0jZNwk4u1lZpczX2+/vXxt8OfAzxV8RdR1j9nPw78Qfhf8JLrUNLshb/ABBg1rWdS0zVLlVtr6wg0axtvEN6St+lylhbzeKruS6ggeeAxw7FHsM37GH7Vfwk0PRfiV4EvfGmm6fqljFq1prmk2fiTwbvsbgF7V/tljLeJGZ4QrT2msz6fJEHEU8K4YD59j8Ua3p2leHbe2vZZHmA1KdPNM/nXUWoTmwLwHfFPLAp/wBHaSKSSPzWSLAxn6f+B37VXxf+F9u3/CLeMfE2hW+kXdlONI07VJYNKkhle4VxPo1276VqdwixtF/xMrW9BSQiVXAiQebU4UynGYl1KkauHlOKu8JP2MXJSV21blvbbTre97n3uWeOXHuUYKGAp4nD5lhIVHOlRzrDUswkqL09nOrUiq1RO7n78rpydmj1f4TfCvxroWgSfGn4nQa9q3izxbJNp1p4h1O2u57K0gtz9nlgg1cR/wBmzX9w0OHW3kYwwRiPKsZQ3K/EDx7a3l5FpC30MOmW0xWeR1dPNuh/rPmO0Oq8pEVLBvnc7QyZ0dV+OnjPxloGsaNrnxX8f6/p2razeeJrTw94w8QfbLPR5NQ5nj0y3SCCwtLSFJWW0tLZVj0+FmS3htVlKN8++JLrQ9KgtnXUrXUpm3NLBHPHHPHIwJ3R7Reo6IwQ+YY4WKgou0nNejQweHwMI4fDc8aUFZe0vKcnonKcur+XT1Pz/OuIMx4gxuIzPNJUnia8m/Z0IulhqFPTko4WjdxpUoRtGNOKSW923d6fxL+I1tp/h/8AsTRpwVnjP2+a3AUrCF4hDEAtvAy21sBQBwCa+DNd1p7+eVwGChmADrt6HsOv59/qK7nxz4gmu5ZIlkZ97EyyB8nb2BJO3JBOf0x0rx+7l5KhgR1z79Ofp16n617WFopRU3q7Jq+lno/m+n57HzVed2oxfJzWcttnZadn3v8AeVmkLlmJwSDxyRnjnn8v/rVT1C5ENtsBG6XjJO0gDpyeoPfFWEUudxGFznqBgc9Omfy74615V40uLt7otCzpbN+7UZ+5gYIzjAz1z+eK7FKSi9Lb+b2OKS1XKtNLdm9tL7309T0rTV0mGMXXkxXl1kOMyOXikUbgohDLCygEFVkZjLgj0J9g8PeKNXZophOYAY0BWJBCnGVQBTGFA2qqtuwOAvmLxj5r8Gz+bDLc/ZIXktGRDJbt5EqoVUlnDDbKobDNgg9dq5Ix6Fa68kfnwRym/cNl7R5UguImQb08yRUEkancXQBo1mDLujl+Tb+UZ/LHTxdanUqVXyvmUXOThyytytLm7dNP0N8NpXSk3BR3asrNWa1s1r3+R79N8RNGSV1uLeXzwf3uWhUmTA3Ha8m4AnkA9sY4xRXg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</p>
</td>
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<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:242.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:220.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
</td>
</tr>
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<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:242.9pt">
<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">AGENCIA SUZUKI</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: La Paz, Baja California Sur</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Mercado Objetivo: B+</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fecha de Construcción: 2006</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Metros cuadrados rentables: 1,248</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
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<img 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" width="227" height="147" alt="Imagen que contiene exterior, carretera, edificio, calle

Descripción generada con confianza muy alta" 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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">PLAZA LA PILITA</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">Ubicación: Metepec, Estado de México</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Mercado Objetivo: C y C-</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">Fecha de Construcción: 2010</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">Principales Inquilinos: Coppel, Cinemex, Cash America y Calzado Andrea </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">Metros cuadrados rentables: 6,450</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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.</span>
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<img 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" width="227" height="157" alt="Imagen que contiene edificio, cielo, exterior, montaña

Descripción generada con confianza muy alta" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
</td>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">PORTAFOLIO OLAB</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: Estado y Ciudad de México</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Metros cuadrados rentables: 3,519</span>
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width="227" height="130" alt="Una señal de estacionamiento

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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">PORTAFOLIO BODEGA AURRERA EXPRESS</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: Estado y Ciudad de México</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Metros cuadrados rentables: 4,250</span>
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<br style="page-break-before:always; clear:both" /><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">SEGMENTO 2. PROPIEDADES INDUSTRIALES.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ENSAMBLES HYSON</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: Parque Nuevo Industrial Nogales, Sonora</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fecha de Construcción: 2003</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Descripción del Inquilino: Nave Industrial destinada a ensambles de partes para equipo de riego. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Metros cuadrados rentables: 6,733</span>
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width="227" height="120" alt="Imagen que contiene carretera

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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:'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">DAHER</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: Parque Nuevo Industrial Nogales, Sonora</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fecha de Construcción: 2007</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Descripción del Inquilino: 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; letter-spacing:-0.5pt">Metros cuadrados rentables: 6,141</span>
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<img 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" width="227" height="122" alt="Imagen que contiene circuito

Descripción generada con confianza muy alta" 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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ESQUIMAL</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> (CHICHIMECOS)</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: Aguascalientes, Aguascalientes</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fecha de Construcción: 2007</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">Descripción del Inquilino: Nave industrial destinada a la manufactura de colchas y edredones.</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">Metros cuadrados rentables: 12,786</span>
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<img 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" width="227" height="121" alt="Imagen que contiene cielo, exterior, suelo, hierba

Descripción generada con confianza alta" 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:'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"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">VERITIV</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">Ubicación: Parque Nuevo Industrial Nogales, Sonora</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">Fecha de Construcción: 2014</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">Descripción del Inquilino: Nave destinada a la logística para la distribución de empaques, cartón y papel.</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">Metros cuadrados rentables: 4,645</span>
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<img 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" width="227" height="121" alt="Imagen que contiene cielo, exterior, suelo, edificio

Descripción generada con confianza muy alta" 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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">SQM</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> (AGRICOLIMA)</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: Manzanillo, Colima </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fecha de Construcción: 2007</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Descripción del Inquilino: 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="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Metros cuadrados rentables: 11,255</span>
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<img 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" width="227" height="128" alt="Imagen que contiene carretera, camino, escena, edificio

Descripción generada con confianza muy alta" 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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">YAZAKI</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> (INDUSTRIAL DURANGO)</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: Durango, Durango </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fecha de Construcción: 2007</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Descripción del Inquilino: 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; letter-spacing:-0.5pt">Metros cuadrados rentables: 21,709</span>
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<img 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Db3cjOscsMsRebUbA+U8vnQz2cK/uYbma2Z2McY/ijjXJ8Q5ZlSzPCzpezlz4rEO3LUpxnBp1qTXs5xs4pxmnFp/DZywwfDeW46lGGEz3Dzpt1YqNPBYVXlTfs6ikqE1FThU0ktbSvFu90fL13of2+2GpRC3Kyp5zXF7oeoWMWyLKszR6f4ts0RAD88n2KFtrEgD929edajrmoaddafZ2OkeF9f0fVXe3l1ePUG0qeyihZS1xp5k1HXr3UZYQsvmbkXYitvV+FP6Rah8SPhdZajpek6noeqy3lxaRi4bTvA93qlj9pkVU3HUtDGq22nbJVkd7ae4uJUhkgDTB/nkvzW/wzuo5NQ1Tw3HHpsQgRY73TILm7uWuY42STTdMihub8ReZJJBcx6pb2F5C8R8+xVGVjhhvFrP6FRe3rLE0pK8KcqsY7tqM4ypeyk5Rmly20tvDodb8OoVG/ZZjhnKLXO3gI82qTkqjVXRSTW8W7PR6o+CNE+Hdx4wvpYfCvjLTr2XT08+8ttFvrjWLq3TbGZP7SsJ/DFrPYi2MkaBz5gPmF5d+QBoL8K/FPnNDa/ELRJpoJWa5M99eWrxw+WkSQvDbaRGtsfMV28xiZJT+8UBEZR9GfEr4U/s66hpEdxqOmajpT6qZ54rjwp4auBrTi1T7WySQeGtCmvkjzFHIFlSNXdEZZPlyni1j+y/4S8QaXbaxofxu8b+HzPbK2m2Or6rdeHbw3UURjKPb6u0mpQQqkQe3MdnIzW2A8bBFavo6Xi3jatDmeZ4nBTvGC9thaWMpN7tKdNwqWd5PVLls29CK3AeGpT5f7PweMfLFv2WJqYSVtOWyqKUVZXV3Pd2taxzcvwu+IPmyD/hOreECR1WOLW9bkjVVYqhDtpMpYsoDsfMI3MQAgARSpLj9mfXbGaS1H7WPiSEQkARJBr9wsYZQ4QTxXDxzbd2DIrDeQWKRklFK2XirX0/4yjD9P8AmW1/7n97y/LujD/U+HTh1W6f8KGF208vP8u+n29p2s+Ppx5LXLWYIUF5LOzURKfl3G3htdy4Iy3y84ww5cnoreXX4XLXXiO7KrgSE6LpxJbaCVSARtKQB0mdYwxOSEzz8h+Kvin8ZdL8WX0Ol+EvC2k+BhpjatL/AGzf3r+I9D04i5CLff2ZetZa4Fe28w3emmG3JnS0MMU6l5dr4QfE3S9Qa38f+MviFZa3b68dUs9G+F2j6W4t4rjTpmhN5/wlWp6PFLNCI4Wm8yC0uzvZhLEkYjC/xpyZnh4TrVMwjKhFU5RxDx1SVCXtJuFOlT9lJ/vZOMmoSi5KCU+XlkpP7bDVacZRhPEY2rJt2qV8RWpR5IcnNNQ54c0XeK1i3r3u19jQR+MbiNE0wicTciW70nSYpDuGd6l0YOTguBhjjcW+7kbtxp/iDw5p+mahqcmo6vea9q0GjaRY6Rp2pXdt/aErmMT6rdaPa6jb6Po8JLfbtSFpcpaLw8HmFI38tm+OWhbrLQr3wja6VZyWlxcLaT+KPKl1cW8kJJutQk8O21qsMDSrEUitJXt0BeNzIrOfadA+OeiWmn6I2m6N4UguNeZYNIhbxjdNJqe22e9Rre9/4RWaW5i+yJJIWdwnKiNXDhj7GDr1ac3HGZlj48sIVFCE8XTivd522nT5uXkTs26d1eSTilf2cK8JWk28bOna0XzVK85RfuJ2hzWjJ8yUXJ2d0uV3PStF8EeI7x3n1L7LpS3FilvJZ25F7bCWS2VZ5rC4uIrfVojbzZa2vZ5bf7QvzNpdof3a7uh/B7w1pemS2Etgb9J7i4urvUNRnuZ9Xvri6VEnea9iljfEyRpGwlkk3RxrG6tsFec337RS6WI2v/DWnCZ8Dbp/ik6iVw5GJok8MgI5GHVHAGR2JxV+3/aKudRVEtPBmqzxrC8o+y6gJ2cAKdpjXSI2Q/eZtobaqgFWzx7izbKpqPtMVKcmmoqdOu5Su4tr34tuz2u72afU+iprLIxUZzjWlZuTrc8nqlzXjrGO2tktL+Z39x8JfBMzyCW0mjwAZoxqOoM+0rnc9w0+VZ8gFVfaPY4ziX/wZ8PyafcW/h6OfTppiscN3LLdXNujAqXL24nge4bBIGZGZS2crjDcLp/7TOnz6f8Abbvwpc2jR3TwS2Ml6ZZoQkzxLNODp6bWBG6ZWXfG2EySCSsv7RMPjHwx4u1DwbcwaLZeDZ0svFHibULPUL2LR0kILQaVp8VjanVNXkjWT7LDa3E6RyAyXDxQRysKjUyHFQn7OlCd4yVRxoTpyjypc75uSHJKNlzSk1y6X3RilkU5Llp4T2k4NqEKajWlF6OytFrqvvbsnc838Z+A/DvhLT76y1nxFJqevwrBJvsrm102x8O2TEr9u1a3l/tSSR53Hl2NlHCtzd3BESbx5hThPA+jR+ILySCGLWdP8CWsMeoSzXMsNne65rNvMkbf2pc20q3c0T+ZO0di8i6daQRottE/mXMsnJ+Hba6+Ll3r2n2cuujwX9vmuW1e41SOy1WS9Y2SPLNLZWEVzqt7eB5dQjubm5jlsd62tuZoo4li9w8SOfDXhePTtDiS2NpDK1nBc7GW8kt0M00dzqF/JLHA85OPtUkN0lszoBbTQw7a9bhvK8N/teb14QwuRYKmnVqOanPHVk37PDQqVHzOpOVo2lLSPK3ZuLXi1qGFg4xwWEpRq1YvllTgpzcE1zOc2nLkSTd+a0uW2rOD+JnxVHhu+0Xwpoeh3upahrMV9p9tqltb3F3pekz20MTabb6vFZX8d+tq5k8jzNPghhWOMi5vIpwrycH4lstPg0jw/wCCdW0qPUL3UQdb1iTTJtQsrZrmANKssUNrez3xh/tEo0f2pri1UhRI0jKVHDfCzRPFXiPWdS8U+O57ua6t9X1STT9Ps/Ep1LRbO1nSFre1sHsdN0SymhtLbZEk11aXM8dzOJbaRWkbGLP4lXxZ498bX9hCNvgswaPf6hqOqTW6Wkdw4Oo2jQ3DtYy2RASVoGtPMkI8yFradredvPx2dYjMcfPEykoWfuOhJ+ypUKEoqhRg4yjHkh+7pL2dueSqSs9SYYecaVKMotyxE5xVOcFBqGjk3HW7aT5m0tOydzp9A8P+LNO8Wavp/wANfC2keLfD/izw7rmqeM7TVGhvpdIg067gXTbPTYbuKwiuryTVL60FhCsZaFfO8u5aW4acSwfCjxhZx5i8D+KImJLGGXQrllDOSSu6LzZNqk/KSzsdoz82Mdx+zd8S/A/w/wDHbeE/E2vx6Z4q+JCpHoFqnh+Gwg1m+bVftT3l1/Zj3FvEs0CWVpbX2rXL3F/KYnd1j2RQfojJeJa3L7pbVQPmPmTQFQc8b1klZDuyAP3fQ4GCc152KyqHEVDC1Mdj8XSdCFanCMKsIqrF1HL2jlO6k+b3bw0fKrpuLb8HNOBsr4lqKvXxdfDSws6lKNHD/V5Qgm072lByjzbr3nG7fKflunw48bgMG8E+K9pIYf8AEgvlQDJ+XDyqABnPzYBBz94gK5fhx4wIcv4U8VR4YqVPhnUpA3oQsTOMkE9R2P8ADkH9R4tbhjkLHUdLifoIxe2UJUYY9BI+B65O0nd0OQJH15fNUQ3lpNtzkfarGZd20nK/v0YjgdVJGBg5JryP9R8u5eVZji13bqUG+i3t872vfq9zyoeEmVRal/a2O0tJJwwyta1lpFa7/wBI/KWb4Z+JIijDwvr8+4ltknhvUHI3MfumYO0ZJJXkv5YACRBcBs5vh94hkZP+KW8Z2coYjC+H9cMDEEsNzppkW9do+TChWAG09Af1am1hnJkW4hnbbgiK4iCqd4yjFpJFGcYwSMc9RhRmXOoyMqB7K35V97o9nIZVySMbweOedqPGM5wCABwz4Cwcm3HOMW1dcsZSw/KlotneN7b6JpfeD8J8qd/+FXGqLt8Kw+l+W75na2qdvnZn5i23hjx/pT7rHSPGMUit5ivaaH4iinV0AwwcWEbIy4Klt3P3Q/GK0dak+JPiTRbnw/4h8Lar4o0+eI2/2fxf8PH8S29upi8hGthremXAiMcfCFXIUZBXYSp/RltQE/kQvb3UbDhZYpIRgEbdxjto2yEOCp2sOmQMbar3MV9axyyGO6uoUb5ELpBIy8tu3SWyFiRjaFYMSRhFyAPbynJsbk9WE8r4sznAVKXLKDw2LhTpxmrWappODaVvs62V79e/C+HGHwsHGlxFmsY8vK6co4evS5dNHTqScbb2sk7K17aH5Aaj+zr8OrmGx+0fBHWtP1K3j2Sat4QuPFvgyeaRo4EuLuXTbLT9U0I3Vw6GeT7LotlEZJPKRYLYCJPdvCDaR8JNR1Lx1pHiT9p/wqB4VtPC+peF9Fl18Qa5pdlGttZWFpaeEJItT1G5a2SGJn1kbXO94FsjLcb/ALxbW03BbmxkQR/KWa4hV2O3JUsbchcA5zk5APPeqja1Crv5ENwGYts2XcJcEnPCfZduAeeGO4Z6Z5/Wsi8T/EnIp0rcYVszp01yxjmEKE52aSk41KXJHnt8MpQk4TXPG00moq+GmQYyjUoY6vRx1OrbnjVy/D0Zy5dUpPD1Kfu7qUUvfi5RleM5J/NVvpngvxcllo2u/CPVV8N+KbKx1SFk8d6Zo/xUudQEguYn8YeFvEHhzQ7ywhk8p99vF4l1U3EckQuJZEecr8W/HnVfE/wz1vxdpfwl+FXxIj8D6b4Y0ew0bX/Gek6Fquj+FrzT5Hn1y+t7/wAO+ItPgOnSWe1LK0ur3TEju5LqTE7IEk/UXUbPS9UK3eq+HdP1KWGTfDdX+maZezo+VJaOW5tGlgOVXLRuGXaP9kHhJPCnh6CZrrR9P1jQrhk2SLpV9IbJQfN+RtJ1AalomxfOlYRrpwQNJI5Cs5aunH8b4DPatXEcTZVHMcVXlCWIxssSsXiK/KoQUqrxkpyqS5FGPNKpeMYqEEoxSXqYXhOOUYSngcjqZfg8JQpuGHw9HCUMNSowd3KNKjTj7CEZSlKfu001Uk58ym+Y/FnwV8Zf2iPFNtLL4Y8P6D47ht5pLW4bRvFej6VNb3IM0pt5Ani/xHH5yRoscS3FpBN53nRNGRE0reqw/GP4kaXoes6l4y8FfETQbrRBZrdWOgXvgPxzfOXNmZUl0mB9J1azYRTNMv2kEFDD5YImRh+iGt/DsXk17dRWGmahNfQpb6iup6bNps+o26qFW2nvNNmutKSFogI9q+EZlARWMZ5U/NPi/wDZz0vxBq5i1Hw58S9C8PmFHvbbw5qfhXxh4O1C5tkVNNhvtJ1OwuvEUunWEEFrCmmf8Iy2lrHaRk2qu1w8nl08HwDmFZzjTy/B09OSjiHjMJU5moKa9pTrPCatysoQ5XKyas3fz1l+e4NpTrzlBN+/TVKs3dx1ahFTSV2/j6WvsfOHgr9rH4T+MNIgnuPib4e8Ka04d3074jaDcaLcQ2zAlt13b6fqmjObp5I1/d6sqwRpI9ysCpM8O4fHPgr4jaR4c8QaT4m8HeMja6j9hsvBeh+JPDkl65vPtFtaxX3hq8ls7q7Sa0iSUW9iZZkjnhjWM+Y8TdF4a/ZN/Y50j7Zo/wAVvB/iHXL6W4Ww8N6vZfEDVPAd1qFo82oyywa94d1nwf4U03Tvs5nlmin0W8uIbqJYbSGG2kihgv8AC1f9jH4Y+Cvit4b8a+Cvgt8YtE8F+EZrS90/XvhB8Zfh14l1LUruC+gu7XVdc8MeP/DXhy/1O2KQva3MVv4m1VLOVrYW+ntapdpd/WYXgDg+vFVcsxlX2/LN0Xhc25ueXI06cJODlrG/M4U2023y2MY5jmnPClipxjhqcoKo/qrclC8UpaycZTivetKrFStZ8vMj3+68N/EKyne1vNB0a1uYRGsts/iqOJ4CY0YRNENZXymjVlUxFVaMjYwDKaK09U/Zx0XxbqF14kPjn9tPQ11iQXkWlW2h+ERDZwOqrbxp9lsr+3YtAscrvDe3SSO7OJpN26ivnpcAZTGUozxuOjOMnGcXmVZ8s00pJv8AsR3s9Hq766u6b9z+08mWn9qY5+ayugk9tl9edk7rS7tffS6+gPhH4C+E+oa74qjn/aMsbrXfDmmw2ieEbDwh42s7DUoTcWZm11/EHjzw74ZsdV1GGS0W3hudC1DWza2aST3NoSY4353wjeaDqmqukWq+GvEul2vijXPD2rTtJNa+IftllBduZbDXR4Y03TLS1KWUF5PeDSUtgsMpkI1BxKno2nN49u0gGs6DaXaWzOI2udHkneIM3DtBczQw3BILbSYFVAdqso6+lWNpd6jssNPuLXSiI2gngh0vS7VEOAdkdtbDcpzhjFJHgDoxAJP5nUzjJKmDw2HwGAqYLGUqkZVVV9lWhiIKUbRX1u0k0koy5atOmtW1raPZQw1eEVThKlHDSs5qrQhUry9yK92ensXzpz93m00bb1PN9M+HPw//AOEkhutSgtNaiFpqlvoqandzahLpthfzxzzWk09lZWtjNayDyPtM8h064vWXK3MUeYjvXfgHwI0lk1ppljetarPDp7aZp9hbvYblMEsFtdXEt1JAkabrciOZd0QKGMKCK6jXNJ121sNkOvWlxaQ/u7lLme1i4k2gr5UMKFRuyUCyLJ6BznHEf8JVY+GkjBnt7md0/fw2C3VwzO7cxzMzPbhgGEgzIjMo+Zwcg+Tj82wkakoYyE5VqkueVeSpyqRi1b2a5JShKKTcVFOEaatyxtFHdTodLU0k03eN3sldy5W27Jb9fmQW+laR4WDxrpqGWXfJtEETXx8weU8T3sFtBDh0JVz5khZeN3lnaOJ8QSDVJpbFbTyNKNu8F6loYr23jdyi/Z57Im5jklljY4EyKkgz+7xhh16eOLDV7qeCaGyt7IDJlms4xI/zfKkpLzRK685CsWz8wLbcVLF8KPhg+s2Pxr8ZeJJ/BnhXwxFeyT6ToFna6fe+PL1EIFrPf/Zxc3Nv5ixp9okkS3t2K+c7+Y8LcOGnQzGcsPRqyp0IU5yp+2UaEYNR5uedSCnaCcVd3g2/hXMaVKbhSVoOM5STUouGsVKLleUk9LXvzenQxNB+F3g7xL4bim1TUNa8GaDpGpW0tv4p05LXTmWC3eO8m0ax0280S4juNS1F4JbKSKe2TT1hneeZMRxiTivEjH406kukaP4o1zSNH0y/i0az+G+n+G7ix0oaNYT27T+INd8R39+0lzr84x8y6YUu1MckX2axgtIRxnj34iX/AO0Zq9jofhHS28PeFNF1CzttBsoZ7oLbQS+fcbr6wgsgl48i2shjlfUFlu72Rbq7t5oxiH608B+CdK8BaLDYWttGt80Ye+kRQpaaQIzW4K/xSMokuSEJ3L5aqiKUP1HDmVYnPMZTyrCwhTwFKEp4vFuFSKp0qk4v2nM5qUqk+SfsKdXmcpWqVU1FRjzVXh3TdSD5oqfJOcdHiHFNexg9EqcLp1JfDKN4uySvu6doGleFdIW209Bp+nWkUctxtH2h/LjRI2Z5iivK5CiKBpFEkpO8je64+S/iV4z8W6v4pk8MWGh+JdF8PXFt50fxM8P6/wCH7NrOcSosPhn7BLHfauVukTdd3kdjZR/vJRDfiRg6+xfE7xD4f1nRdX8IXGv21rqOqaXqVrHaLeG4mu52ikhW5ax0+/iE+l2rtsUTXdi81wjxo6kxJL8IfAj4c/EHSvGeoa54l+M2o/ETQriW6S30yXQm02HT7h51R0hLa/r0dmLCGI28dtp32EQhFjuFdo2Q+jxfn+DShkmT18PSy7LE8PRwzpVXLMcVOUISxFKdKk6bnSqRm+etONOT5pWnGVo1hMPUnOi5UqkpYiSlKtRnBKjThFXpyi3dKzjaEW3ZrtY+qYmi8DfD0BmupBDbXMVmhF5q14sJkYiUutw9289xcSbj50u6VVRR0CL5T4XvrHRvCHi+NWtJLzUBLqM+n6bax2NwkL7ZYlntdV1BZp9RldfLnb7TbGV1WIRW4Rqyvjr4+0PR9f0rw2/iLxVoLXunzxlNL0K41G1u7Vnht08i8Gn3dxLe2Z3+TFp8k4hMx+0wndCyzalp1zP8MJrXw94fuTcGyurrQX1C4vdD1K+s0Ms7S38eosb/AE64MxmEcl65d3bekdrbvBn4CdWu/wB9Gc6dCUaWGpzkuTnjzturHmhGM1UnzTbpTfLFvmklA9FRhLFqlSmnKhGalTV3OlJQUlzxWq5r3tLfTR6X/KDwJ4m+K/xz/bth03/hB73Qm0bXtP0Tw79h0W88OWy+HdFv5r9tZu11m7lS41GaFyLm906drC/jt08hV2RvH/QpcW4lZ430hPMtpChuRNKQzKQoG24lnZyTnpJ1POAQtfmf+z9+zf8AtHeJv2stK+NXjrWfAWl+BPA1nY6WdE0DWdbbxBYLYfab6ztrtbjTRDd6nOmp/ZtVu7TX54JXjFzEbqOR0H6pandXssrLbWoTIceYEtmRgGYlowudpI5wRxk7hnk/p6xGX5jDL44angoxw2XYGFT2E5YiiuagpOm+eNO9WU2qkpKLim2rtu589lGErRrZhKuq6lWxUpxlUp2lKLjpJpKyWrTTWjjayaOOMCrlDp6AE8r5cMa8twWEk/U8jJHy9sE7aptASQEtFTBK4hETABs8/u5vlG4gHON2OOla0rXbbtypvQYALhVyCctsFs+eowvfHAABFQk6nt80WynP3gs8aoAAQcAwRDP3mxgZGAMZIHT9QwDt+7oy72w0Ja+71d79lq7vTZI9n2cldcr7u8bdn1S1tbpexzcthMANtq8pJOSUkIYgjB2liMhsf3sDPOeaz5IZFODZS4Un7sDJGjknJbA+YnHGC57kZ6dFcf2lGXKybMj5kDHoeo+SUMvtgHk8cEisSQ6gwWRpmIVipjHmKBx2frjBOQO4yvvTweWpJPCUpO9m1QitLRt0fotfknoQ4u9lG3d8q8tdX/S+TMiWB/4bGMk/3kmPPBJ2goDg4+Y4B28tj7ufLDcgHfZRLGOnmiUJ82d3zfaXDZ4BViQDk7SBWtPHdplzIJGOfutcBcEMeDtCDA24yx5BK8VkSi9VlHlwzg7Ruk3xsDx91slGK8kb/vEjqoojgsv3jRhFLtRi2tmvP829Fr1XL5J/DtFKyTszPNtazrj7PDFg4d1WQcggDCqdr/eIKocpgYx3zp9JYMZYbcSKRhRFc3icHIy6PIck5U4XKAsFJ9dOSC9LEZ2glmby/sp3LjB8sC4iDEEAgsoORkk5JrMkjug4+z3dwV2vuMqwRS7yBg+XHNImWPYSDrkFiRjN5dgZz5lCjzd50lzL4dLyXn0W2t+pDhTu/dbvulBvtqtLbd9/kYM1jOGZRZYAyM7542bgArvKuGXdxyAQDnk1gtpU7EhLKUsGztWafueSPnjZnztP7sg4GRzmu6kutQEax3ksM4OTkqROu05CrIinbwCDuMh25HzHGcaa3e5jPl3qRPlmS3mihGApAXbO8ke7I9I13n7inkjL+y8HNtSwtBxS0aoxldaX1V99/Tfcy9hh5tc8XF/Z5qTfVfjbfb8zi30xXMka2NxvU/Mnm3zK7EYBKh8huOQ3GT0JAzlzaTcEbV064l2vn5LvUoQcEfKweZc4HZHDc4SuluItYtCX85EDHZkSxLkcn5k+0K5Bxy/lshJ6ZwTzVydSZwA7qW5Bimt4/n2tjCu5LIeCDgYyfkwcmv7Dwl044ehyLb3Er7NaXT06ap3vbpZ/UcI9bQlLS37rVt26JdLt3Wt+7My50vVmWSGOyvZLdxiSCa6vbq225Hy+RcXE0Z7ggqS2DkkggaOmzeIdK8qbTdKvtHuIUSBdU8O319oV80MRcpFObK4toLqFC0jIlzBdLHvbYgDFThXEGqneVvb4PuwUUoI954ILNKofBbGNqDOWY44rLntdY5ja+ucjABYR8YBG4lpXAI5zgFSyj5gMVP1KGHmq1PnoVY/DVoqrCpG9laM6U4yV07fEum9jop4bCqLi4NxbScVCSja8X2tJt730332PV4PiR8ZLGJLWx8eeM7W1i3CGA6d4SuTGGYuwM91ob3EpLszF5XZmLZyRiivFpJdUjco1/OxXAyUeQngY+fz13cY52j6UV1LM810X9t5r03xeO8t26rfV7369tc/7Oy9u/wBRg7u9/Zy1+H/g/j21/T1dS1mXzGuVnt8HLOqzRCYFiESHLkhDhiVEgBPLEBiKdb6/Hp8sl1Lp9us5IEV1cy77pQpXeIJmXMZbpxkYIWM8hWwNa8GfH3R/ijpvg268BeE4vAt3c2vm+Mta+LXg/QtVS0nt0ma7sPBuoXn9uTAy5itY5bOH7Rvjk3pEzOvW+LfAXxEfT9Q/4Qf4f6V8YNU0lbc/2G/jPwDYn7LJc+WZbjVJ9Vlt7WC1VmuTH++fBXKwu4Zvxx5Jmf1ylh6rl9dq/Bh6eJwlfE89lzRlSVdui4q8pe0jzwhaTiou5UG5QnOnRxLjCT9+dCqoy0TfLy026kL3SlC6bW+jOU8R+Jr/AFgRzxQGyEKsgW2aYRzu29SWZkjmtpXDfOQGD4UD+IHzi6hv5rx7I6dsieOOWTMRmMkkr5XBEiyKFiC5l+dipJzGBsr610b4BfGqbwpe6nceC/CVt4i04zG78GeG/GDazqi3NsqyQ2NvfnT7DR2v5reW2lgga4WNluYSrbGUmLXfA6fCfTo/G/x4in0zWb20R/B/wslntLrWte1C2k8uCTXZdLWW20fQ7dBCbiaeSW4uQDBbWzluFW4fzfDurUzGhVw1OnaVXFYmMaWEo0rvnlPEJuL91ctOlG9WpKSjCEm1zap04JTqScueDfs/ZVIPp0klJO7sly39djyDRPA+iaJoMHxH+I0j6T4G0SRp7WyEkdsfE93FCwks7GfUhGVt1KP9qurfYg2siPK6uU+TfjH8VNe/aC8T6Zomi6XdaTo8TLbeHvDwaSx08aEpQW9zeQG0iOmW6yKpUSyvJeS71IlkZGqp8afjD8UPiD4s02bW7W9GlS6sbHwl4UsrVYbGdrNjbyRabA9+i/2RZWZkL3KfY4mCDzJBclTX2L8Kfh1DoUM/iHWNPlutT1u687Sje3H2m6niikf7NcIkW2Gz0qBXKW8SEtc8STTSA7h6WVZdWzyWHynKKWIp0cVUjJ16kIqrXgoc8sTiFyVFRw0E08PS5oxXMnJyqtJcUq8cUqlLmnQwyh+8qzcnUbcoSVGlGUXypxT1lyyvZuOiF+Dnws07wLoMUsmmImu332a9u7idop5YZLeCaBbnckFuiKUnlFtbiIKgfzDlxvf0LxBe2mh6VffaQZJr+GRLJFD+ZbWsqyJe3skwmRpDGuBDs24cgqsm1iOqlurWGOe6vLjybayHmX1xt2NKxIAgjyCeT8ibMoAC+AB8vy38WPFmptd2rx3lpaNcotzcTQvcTwLp4ldbaxVovs/lMbY7RO1yhMxaRgV3Bv1PiHG4bgHh+jkWWTc80x0I/WsRe1X2clGNStOUlKUedKdPDxu3ShrHVO94ShDFT9pOPLRpLlpJpJapKLkvdTfVu2ttV1PivwRe/C7VBFd+D/Cdumuw3d5Ztr134duLC90+1aWd7qLTNR1CKZ7id7u7d3ktr1HQzzyLtZpAPszwvo9roehSXcXlPcNA/wA4SSQm4lDRsjId7tsmQFwAWKjqoDAeH6Z4atviT4itdY8VaLZ6p/YtzDd6AI5Zmgs77e8ds94YLiM3jxbXcoy3dqzqJI4GZUkX6S1h4dJsY7bCStHDHFFLBYm5mhYMqysgjaNFZgZBLNLGI7cESlk4cfg+Y4hQnUzD2lTno0p06Ua9WNXkrVLwUYydlPRyk0qcXCWnvbv2cPB01HllTUXZQ5IwjdW96TirK8rOzTdkk/M+LPD2h/8ACYfE/UdZ8V3XiC5Hh7XZJ9CuNW0rw1D4YktrW8ktptOsrD7fqmpyXIlKzQ30S2N80sAmdIkR4H9b+It+tzqmgWFtq9hYTWd7DNdohs9OtI47i6PlRavf3txYWVnZTIgMz3TRBI3L7DhhXqPh7RrCC41KXT4bedZ4Fa4up7oS3n2pVILAQxPCsW6WFRi5YlRuGDJtrxbx4Ll9Wl0y1KRzajeWML6k6TRJAVLO6OEjuGe3VAULfLI0cjFAhVWHymZ5tjsNg8HUnap7etTpxpQU4KnRTfPyOKa5pSUZOcKXuyvJtI5K6xOV4OpiKC9pXqV5c0ptv47cjaUvea92F27cqV9D2L4dahrnhPS/iN4o1zSb6TRJ9XN4viLTNQ0zU9AtNK07S9G+13dzrGl3FzYeVFObhnVrtWjgRXeNVG5t3wz8WfA3iTSk1PTPFXh65thd31sI5tUtW1APY2QvJ3uLCGaa7FolqPO8+O3MDESQrNvVlHt3wCg1MfCrSrq+jitrrUPEPiIl4JJJUZIL5LTKK8zny4zC0cfmSNkKDyE3V9S2GhaFK9la2ts95c31xbaVY+bdXZF9qt4RFBZxIkqxSS3FySsdvDHvcAKhYqTX9QcGcE5e8vyrNZ4jNac8wy7AVJYHDYuny83saekpTwlZVHK1+aNOk9dmtH5VKrjK9Fz+sRpVPZ+0nVqRpqFpfvF7t4Oy5rO8nddVe58Ft4r8NnSbrW7rXLG10m0v5LC71SDRfEF3pNpcrEkpju9Qg0GWyskxIn73UL23h3SRr5uXXH3v8Df2MtI+PHh2y8WeFPjl4SmsLm2ga/0638K3VxrOjTTxBxFd2C6jahpIwH8qcT/ZbpVZ4Lh1DMvxJ4j/AGnfjT+xN+0JPo37QPw88JfEf9mf4nzab4Z1O0s7RodAtdO1mHUIZvDnjvw7fat4nudM1tbe2vrrSNcmW103Wkjks5bFU863r6D+MdhoX7HGneDf2qf2LL3xVrH7MPje8gu/GOhaLH/wkNn8D5LmOGaUsY7y61SDwYblmsdS0DUdMuLbQLhMR3NtbSWsC/0FlPhvktehSali54zHQU8FGviYTws5wX73BTqwhh50cbHRKFWkozceSDjKcOf8/wA04uzjAYiretGrg8NL2eKnCny16cG17PF0ocs418HK7UpU6jlTveUbQnb7eT/gl3pg3fbfjRczkphZYfhw1sY/dWl8YXCEjsfLVQMAL1zft/8AgmD4IIxdfFXxNdBSSpt/DOnWoX13eZfTk9MkBlyeST0PqX7MP7cfw5+Pmi6Qk97pmn+I7+3RrV4rlrnR9d3A/wCk6RcC4BV5MFjYTSNMh/1LXKBin2f/AGxpZO03dgWI3YMXzgdSeX8wYJx0PQjvXJV4WyfCVZUMTl8aVWm+Vwr1Kylur6Op5Ndez2udVLPsxxNGNfDYt16NS3JOkqcotNJ6PlfW34dz88of+CY3wfijU3njj4jXIBBJtn8JaZGW6ZUz6PqjqDyWwwPbIPJup/wTW/Z/hAQ6149lkwPMkl1vRvn69Da6TaR7j/EQOcbjg1+gJ1HTmQGGUXDY+ZILRpc/eILMizNzg7flOQOOKat55hPkR3qZC5R7URBskYw0luqkj0HzLj5sVpDIcj3hgMLLZK659FZ6c0m+3zfqc1XM84td4quk+iSjpp/LFWf4o+GLX/gnl+zXaFFfTNY1Ebdsrah4n1KGdmKld6vZ30ESSYI+cQuMAYTrWfqf/BPP9nJjus/DGrKAd++z8UeIrif3QxTXMu5AAcfZyWPZTuxX3qznacxXXXd8xjK5OeCIl8zjvswVxnA5qtLdbQoQRxsAPu3c6kjvkYV0PGCSdvOMnqe6GT5U008twTWi1w1Nt7XV+W7228zk/tLMm7rGYhTt0q1La231/wCGPziuv+Cf37PSyMx0fxFbuDskQa5qsTqRjAPmXAZWYkcOAeueuRlz/sAfs9tgtY+JFIQqpTXrwEA5TgSXDqxGc5w3zDhSBiv0ZvLezvx/pMMMpzkSfbD50ecfMpYI7DOCVDsrEZZT0riNT8LzKzPZ3ZlifG2KO2tklj7HLXFq8Ux/i4lTknCnGA1kuTLm/wCEvBRu2mvq9JX2X8np31s73JeZ5hdKWNxMbbJVZtJfJp6+fM9PkfBEn7AH7PhVozD4uRd2Pl8QFcc/wFlLLnoUHyN1YcCsC7/4J5/s+SbT/wAVvhMghfFbRsQSzcILN1Yk4POTwM44r7nk069BePZqsZGSY2ttLiLFc7f3bxqw4YMrFVGHHPJzmyWl0mfMh1OQfMWXytGy2fl5Iwe/Ug5Aw2RkVrDJMnjdLK8GlvpQptO1tFeDWq6eZSzPMIzcljsReyX8Wb0dur2d776+p+U3xV/4Jo6De2kt78JPiFqmhakqYj0PxtYy61pE52Mvy65o9zpuoWWWxIRJo+rbmyoZQQy/mV8Qv2Tf2lPhet7f+K/hx4h1qx8yS2srr4eWdl4r0yUwhQ+rX+uS61pk+k6ZKGlmW11nRNNuIQkcX2ycvK8X9PNxp0ZHy2F4G6ljDopU8ZOFCg5GTn5iD2GRWVJZuuQLW8UY5U22jFSAQSCNwBBHrk9eecV5GI4MyTEV/brDyoyly81KnK9KVnd/uqnOo3ulemoSVlZxOuln2Y0ouE8ROvBwcWqlRqSbUbOE9GpRs+V39Y2Z/EzrHxX/ALK1O906/wBX8P6ReWk7Q3Gm638PvihY6paSAA+Xd20ukOysQQ8ciu8VxC0dxA7QSxsSv7Q7jwl4eupnnu/CukXVxJtaWe58PeGJppG2gZeR7VncqAFBLH5VAyQBRXJ/qXlCsvqODdrayninJ/Dq28Vdt9W9b/K/auJqun7ysttL0NPh6uh67+fz9t8WS+FdW8Q2HjvU/C3hG21HQllj0zxHqWk6bPqWnQzkLLHb6jc28l3BPcHaph09kkmZtqB2OK/K79rPxb4JufiT4Y1H4W+IfD3hDxGt7dR/EbwvpPhfRl13xvbLHb3dk66+Zt2jav5ls0FxpdxY3mr6jYXDq/8AY1xHZ3y+IfEr9qH4ofHDXovDHw+k1/TYb1RaWMGlWlouqu1wPLZYZLa6uE0dJl3I62DSahLEWhn1a6hlMcW8ulfBP9iDT7b4i/HPWR46+Nl7Ek3hjwl9kTVtO8A/aUUx3RtF22iavcNiWedpY7ieSMrZmfyVnH5N4g8eTz6pSwnBGFyXKcuw2NWKzrjXNMBh8RWw8KcYRlHKcNVhGVfMcbSj9WjicQ0oYaU3GE7U5HrcH5Pisjrzx2Y4nHfWXhZ0cPhaOLeGpKNeEoTdaWqhRpc7mqcIqUppLmhHV+1WfxI8ffs9eEvF/wAbvjL4ntJNU1DSI7vwB8Dk0fRreDw9ZiOM22t+KZrCPUvEQ+yMHeV4NRLmGIJcYlQQRfmL8TPjtefHS8PxL+IJt4dZ8WanDofgnStMszqiardpZxwW9xpmmeI9Yb+xrcK0yC+sLm2snUzyRWzzmc14B8SPjh43+O3jjW/HXiXxj4htNDGqyT6NKlultqetyr5ot/DNtp9jcSFrCJSnkw3NvdRWcco8+MyOS3rHwk+F/ibVdWl8WeLv7MsIopdPudMgtZLueHQtPggvYY7OON4NPRNXkhu0NxNBE1vcTSXSC2iXbj8sxmY4viivSyzBLE4nCQqXw9KrXlXrYjEyndYvFOzfNUu1DDwcKdGD5Ix9nGaf0NKnPRU3zRhyzqYipOdT2dOUlzyU+dzUWrqnG6c23L4Fr03ws+CmrDVo/GXxE1y91a50jYum239lPpSNcPKWj03SYRd3RhtrdCFuJkmj3/M0ryOdi/Z9tHdgh5RD/aFwiJ5QClNPswCsMEaFdiLsAxnG1Rk5kY4o2iHbFeyQ+Vb2iLHplmrIiQxr8vmbMshYgbpW43MNq8AGrevm20nw+1zLO66p4gdVtUE0kDGz35muZJA0apHIB5SO6PvXeAHRTX7TluVZdwJkmIx1dRnjZ0qbxE1o6lVpOng6G7jFTbcnH3pPmk1ZRs7vH4iNCikqUXFJW+JJpSqVHa/M999zy34hanqlq8FrZtP9htLpIjLFHCyX91KlwsrlEma4CqqbbZ9qh0VnXzN5z8hePNTXU7mHT9NtLyTVVuXk1ea4hkhjV0Bit7fMyqrE72BkLbYw43I5ZSvu3ivxLZ2ej6xJdW0OnWVnIJ4rqO5KA30QfbN9oUXLQea25PPjjErrLsIVDgeY+AIn1k6l4vFjZyRSzoLS1gmSdzOz4hlVjvmk3OqSJIgjghjDkNxtT+as+zTF5tm1fHSxCxVbEv3KfspeyoNO0mpWjJqCjyw9yLlBe9dnvLDqly4SlJXnZ2cfhiklOTunZt2cX2PQfAvh6Gz06PBg/dCGVIZGEiw3igPP5EEJ8rZAAu+X77yGRQFWIbfHv2hvEelWmg3OnaV4ng0jUWdL6Nm1WfQ9auLO1e1fUIQ5u/3VsSDbxXFs8Cyean2iaJmzF7VBbzWkMostUSz83zLZ7q7uBaQ7rgNJeMksjSm3yZTHFKQwCyRDefvH49+I3w78Naz4iu7TVrDX/EF3Z2smmrFea9qF7bgT30N00wRrjT7aURzRpLHc20q6jGixQLK8XTx8XGEfqOEk6nJSm6taUIKp7StzRcYpOUXeVpaScLqyjzPmOfGxlGhOjTqUk0uROtUnBRcrXtOC53O+13FJ7tanvXwn1c6z4V0r/SIrPXLvRWvtTbRoIdQeVk1Oyhgga+uXnjuWe2ISa9mnLTMHnE7ffrxrxVZ+IJvignh2OOK8j08y3iX1/JIEkme0MciXEsryGPaWMS+RLIFAVxvLMtfTfhTwXqOjaZYQ6fplp4fsI9HeO1aKa2jjwsUH2eOeOU208kknkHdHJv3x4/0hpMrXy/oF7d3fjbxXq9iZLi90W/urW4XUJns/OliuHURxRWMtzE6o9vJFIi3tvJEg2s0j8p89xDQqT/sWhXp4igvbTc5NTp8uDpqVZwjShKSb5EnzSTe27vfPFOH1LBYetOUq0qkZVZUpOPtY06cp1IfvE9XGzbdttGm9f0G/ZM1Lwr47+EupyeHta1i88U/CnxPqHg/xhplxLqK6DZ3euXp161Sys7omCa5+wXNm6apFJcO1sPKlWNmG6T4i/tPan+zj8cvAl+PB/gLx78PLXTjqfjrT9Zke58VaPALhVmvW0++0afQU0sQ3T3FrqOmal/wktvPbxlNNnsftbpP+wuPhtq3wR+Llx8P28RWPjXw54+0uL4xQStu0DxH4v1vS9MubC/SS/uNRvZJNL8OxadYxrbXGk2cTRfvLK6mZ76X8+v2kP20vGOj/ABdtfhj4m/ZN+O8Ohv4ht/Cdj4qvPGM+l/DbxLY6jemxPiHU9BsvCviPwrr+jQt9ku0ttQ1eQm3JttTgtJJXji/vvhKhDC5bkaoYGWMo4HIcv5qFbEU8O9cFSvXTqe/KMbOcIQjGpblclufGuMpYSeFeOjhVVr+zhXjh51mqcZR5ado8qVSStB1Zc0E224vc/r++Kn7NXwe/aR+C1z4W8T/DbTPDUHjDQYLmTT7nw1Yrd2Ut9ZhPsXiKy0+N7bU7eITvBcpNNL5Q/wBKsrm1uIoLmL8bPgZ8Bfit/wAE+NK+KHhvwjqlz8UPCNgNTvYfgj4g0u4kkn8B3FwVutS8O3t7eajp/wATdN02OS9Bs7mw0LxNFp5K3EuryR3McP1D+xv4i8TeH/grbJqOtarfrpujXcthp2q6teNpkcrSItoE8+9eG3WJC0caC22KzhUUfdX6m/ZK8d6H+198MdX8QSI5Wwn1Dw82pWt0HtL7SZ77U7S2tbdkE0sD29tp6R3CI4glKxTRBN5SP2sk4jlWr18K7OjKUZxowT5KjpNS5ZSbvCfLpTqrlnpbm05TmzfIa1HCwrU23ODcHUmo/unUShHRrlmtPepvmg7XtK6kfj38RPhN8L/iXofhf40fsQapo/wY8W6NeRv8RvhDaeHLix+FbWlxbSX95rPiHTPD2mS6t4GmtQk32TxRoWiT2El04s9Z02KXfPa/R/7Mn7eus6Nrdl8L/wBoWx8QeEdeSIy2F/rFnfWtzdaBLczW9h4ltJLq1srrXvB+opB5una9BbR3EluQ93bmfMUXwT+1v8OfGn/BLD4/aj8QNAvNa+I3wa8dfbtTsLvTIE1Dxh8LNa1+RI7vR/Elrd3MSeL/AANqcVnvH2yymuLXD288l25TzvsDXf2XPj78fdH+GPxs0L4H+BtN1Gx8CQRaXPN4d+Gnh+LxL4b8R2kV182q2M2ma3ov9oadKsmkXiW10PDlxKJpNA1BJpY7f7VY3C5nB0MwUsTh4J/VcbWkvr2GqWuqFavGV6kIv3W6l2otWkoqz+Vll2Iy6MMTg5wp1puHt8NQX+x4iD5VUqwo2XsZ8t3F03FOalzJu9v2zsdUttX0611vRruy1vTr6Fbq21DTNbjuIby3cERyxzRyXKurBWIKuC2CMjBAmi1SFtysY4iPvI4naQE8ZzNB5Z56HcAfUgDH8+PgjSv2qf2QvHf9neGrF/GPhbxax1q+/Z0n+IXhTUvF+j3N/f2dveal4NujrhsorFdRvLpYtP1LWrHUNRsoUcx6peCVLT9X/hx8X/C/jq0uWslTTta0iZdO8R6VrGoabY6joGtskTPpWr6fcQGW2v1M0JitftjmVHSS3lniYSHw8XhfqVSDoYiNWnK/LGM1JpJpWcU3JPeza5JNPllo0vVw9VYqm/bUXSlGyknFJNtR+Go9Hvey95acyTPsCK8gIDqLSVjxudY3Ix1O1PLizjOCRtIB5zwHSTWx3HKqWwNyoNmcDhUjvpSCB0CwqD9c159YXV9CY55rbEbHlnhJgxwASvPy4IYEK3IVlPr0H2+Pa5+0255KuA2pJ5e4BsAXLJGo29BGO4IAQhq1o1uZJu6fa6tpbdtPW+uq9NTz6+HdOo7O6tsk9u9vn8kbJvtj4jmVgcgFFK5yANuJIS5J6bcEem7PDmujwrpOoxkeRCivknknFrDnjr8zHPJBGRXPNqQWIo16GRj8vlmKeb0OYZJVkG0AYJ5KndnjFVZdSj2YaWUIq5DjTYYpVK9Mta+fMC2Svyhjxya6U4z/ALtn3te9tdI9tdbdTzqtrtO976X6bX2/A2b+G11BWhu4pZ4T8qRz5RkYjJMcgkjZHzggxtGQejdq4298NxKrvZwx3MK4L28stvFKqgnJEwaQOVBCxiaOMYA3XAO5jztn8V/Bc/jdPh9qfiOXw14kuIY7jSIvEzar4fsfEXmoxeDw/q2o6UmmardW5wLi0t7lrlGdAIpCSB7JceENWYOZbq3bCHaXmurpx2xv22wUcfMyxt8xxt5yOht01FyTScU4uXP7yls43tdN6JpdLdGYRneLUJ/C9UpaqWmkkndNO2+rPFJdO0yVzBJYOkoI/cukDHeVYHyzseKUAKQWgaRNqnDnrWdNoFgmT/ZbZIIbFvaqSDy2cQDg9s7uB0xmvZLrwXI8fl3IsbmIgGRJYbjAfI2lMu6lgRkMQOcMADgjnpPh60Tlo9Rk8lth+zOGmVFBAKxTPsnDMeR58k+DnjBONY1qTjZvl77u707bWtfZmbVTmvzN+XNypbdOvrdd+h5M3hu0YlhovB5GbJScHpyLcA/gKK9YPw/hJz9ouxn/AGoz/NAfzHHSilz0P5v/ACV//Iev9PSuert6f8vF/c/vef4I/Euew8C/sI+CLq00RofG3x+1PSZtQ1rxLfOusWngqylDBobOJESa5uII08qGFLeKW5aNri8MET+VJ+Pfj34pn4l2nizxv8QbTU9aJuRLbvcaw2m/23qs1zIYmuzJqENxNYWwjiUJIkxiYJBHK4X7OvuXi/xlqGu6jrmran4f1O5uJbdoku7vUY7n+2r6+mac2sUBmkWW/wBxRGnEL7o5ZCZCm9qxPhP8LNc1PU5/FXjvRtD3sEsvDHg5II7y20G0yhRn82zt91+4+VgkbPGWlJd23Kn8J47E18biqWEwtKeGy2jBU6GEou0aVNtRlWd7PFYiq06bsnKW13TufuTo1OdUaUG6k1JVa8oqVGMZRvzzlJtc0doxW91fa6439nH4d+IfF2pQ+JvE2naXYactqg8N6ZZ2k9vaaRZod7aojyzsu7Y7qJWP2p5B5uWkO8/ovp1tarHEkIMWi2ChYi21ZLy4zg3cvHzSTMCIl3BYk5XLE7sfTNOhWNdG0xI4bSJUOoyxxoqSGNARaRsihms7Z84UswdjgZBFejaPo/2+eCzt8RohLGZgWWCNQwknZ24jO0t8xG1FIUAj5T+5cGcKU8gwax+Ojy46tDnhGrGKeDouPvKemlaaSlOb+FP2a0Tv4+IrpWwOGlOdKE71JuV5Yitorys0nFW5YLZR0S6FvTLjSvss+t6vIo0mzCEDBVL2UkrBYW7E4cs2N5G4cPuxlmPgPxN+JOj6XfJrXivxDp3h+21e6XTdAj1MAW8hWNm+xW5ADNIlujZjRlWRVlk+VAzDvviV4gsxaiw0qSC70rQ7a5O17iOBr67C7S9vczMLU3UzLshaTCRLjMy87vzdlXV9J8JalJ4ttLiOXxp4g1GePw1qHi658Y6nY6fbNIba4iOlXt1bWKurBxsZzIojRgGby1/MOPuJ5Znia0YVG8uwMlDC0Iz5ZYupLSeL5o68sdY02oO0VC6Tq+77mGpTy2j7WVO9WpDmb5W1BWTUXZ63k+WytfbueteMPGNtqniHR/A9mbS4j1SSLNxFd2drFqUgSS6aKHT5Zrl2iS3gLsymRka3kLLGoyO902CbSbiKxkjNvbW8SnCNBCsszcRLH9nbaz2sQaTaqfMWX5cnJ8Q+Ffgnw/cXl34n/wCEetoJ4Qv2Od7UW08oEXlRxwyyN5qRqrLH5iLbyuv7re6syn6N8Oab9qu1tbcrJHbzS3U88i+eYridzJ9n2pujkSH5YkZ3xi3YsQWBr8pw6WIrfWOX2dHDw5qiqyi+aq037OmlFqNlF3cmpK3vKzSl6OEc66nipfDJcyjNfDGKp2hqk7upour3T0O68M6dYXC3biWS1MUUZ3C0kfy8J5l2sRdwGilmmZJGEUpRrePBQB43+a5Ynl+Juo/abW6nt9OvJHE+o3D2elRTAb1ubgQpHlbVIn+xpBMEdzm6hkDYPvQPjvR/Eem2ksWm6Z8P7nS7yaJb+2nTxFqepb5mjuNOe9ilsZrZmMSI1qFkUFy8pDxmuY0fwVoj6trWqQWMun3V8k7XN3FNPDPNK83mmSOL7fi3mZ/3jvDBaSMzbznOKWOqzn9T+rycMX7eUnCnTqUqsYOMatqkZ817QmuWc6Xs58+ko7rlxWEqVor2cnf6wnJXlGXu3b5dLTXPJO8tLXtbQ7/VHv7TwnZ6/dhZNOhsJr+GaNfLhezihDxyrMLqKJrd0YeUstvPvLKP3cbMa+H/AAFrl0LTXtfTw54h0+x1a5WLULkafezWTXh8+a6lh1T7L5c8Vr9p2lbe4TyFkI/1mI1++9R8MLf+GJWvNVfU9NtrB7a+sL+ea6mkSa3dJW81UZBaLyZDKEhBcosu5hv8H+HfjHxj4Y0Dxjp/h/xnqljpME+p6hYJClpcQMFtw2yRr63uZrlGW3ihAwXkRsR7h5RF59haGLxmUxx8sbQTopUpYWGHxNWNXkp06lSUatbDQVJwjOLjGfNGXutNM3q4epKnTaj7ScWnNNR9zmp2c+feFlK1o6SvyvufWn7IHw7svh18MvF2u+FNXW60r4w6tpPirxlp76hpGvpF4h07Q9GsLF9PuLG1s9R0SNLCztRcaRqX22dp3kn+0Krqg+jPAXiWXw3r8N5C8PlXLzWVxDdQpLbyw3CFSs0UishXzCrEOrcjO3jFfnj/AME7P+Fk+Gl/aGtPix8P/EvhHUfHnxgu/Gnh/UtYtdUNt4o0TUPD+miDWbG+mS60+axcRKwhtL6BLCe4exWws0ijs4fvKzfTodRlS8hd0eTKYcrsG8/MFAC7lypyyfMBg+tf2Dha2CnCjg8NiK+MeX4bBYPEzxFCrQUZxwlGoqVNyhGnWhTw9SlHnw861KMk6ftFOMkvlKdDEUqMa1ahDDxxEp18PGnOPNUp87p+0nFTlOE5VKdVuFVQmtJcqhKLfvi+M9Bj1dL6WGXRLbyzaXdjok1rZ6TLbGNOIYLaG2ksGVohO0im5DkyKQokDR+KfB/9q74T+E9Z+NPhj9mfxVa6FovgjUbO58VeG/C0/haTS7zxhfLIklvbXumDUnhmL2eqHV2voLW/tNQK+ZY3RM09UvjT4Lh1rwDr3hjwV8RtY+H/AI21ayU6L4v8OafpWvXGg3K5mgkltPEkB0ySO5AFveQGBrhLeWRoXgmWKQfyl6p+0x+0n+zN+1fL4A/aa1bXGiGoXCp4h1HT/CrW3i/RrjzbbQvElpq+meE9KvbrS2V1d7eLUZJNPn86xuoEmiliH1eUcLVeIHRwuS5tlWVZhTzDAVp08ZhPb1cRgIYilLHYelGMsM3LE4ZVMPRqPF/7LWnGt9XqpKEvOzLNamV0sRjMfgsyxeFlgsRCn7CqnSp11Tf1etKFSVWClTq8spKOH9rWhF01Whoz+/b4X+Gvgr+2Z4CvNQ1jWPEeuX32P+xPGfhbxJdaLeX9k9zHJmO5K6NFHfadcr5v9n3sUEdvJGro0UVxHPEv0F4U/ZO8BeEtC0zw9a6j4m1Gw0i1isbFtX1WC7uYbKCNYre185LCHdDbxqEgUj90gEaERqir+GH/AATC+J+qeJ/jd4IufCmpn7Fr1hqEOvRwSCe01LRo9Ma8ZJkVlRwJIEubeX5jDOqSAMFKn+mc3b5XAGCOeOQc4P4Z47/pz9Nm2VSyjG1sHCnCEVJTdOUfehLRe85fE7q6k73jZ6yTt8rgcyo5hhaOKniKsnKKalGbtJSd9LbWbtJacrWlkfC/jj/gm5+y18RviN4X+K/izwdrt5488IWb6fpOuaf488beH0ewaVphaarpmga3puk6zDFK8rW41OyujAJ7hISiTyq/feNv2KvgZ481q88U6zoOqW/i28jgjm8T6V4o8S6bqMxtdv2N7u3g1JdJ1NrYJGkY1TTb2MQxRQ7DFHGg+pvtU/zcrx6KPX0ye1VJZ7negWbYhBLALHycjbyVJ/vd+o54xnhUsS5wm5pSpw5ISerhBtNwi2m1F2+FaPXyHKvgIxmnHESU2pTjzO0nF8qb99arZP8AzufmP8RdN1b9lpJtT8f3S+IPhPAkko8dTWrG+0C2gieXy9ajhuIA7QxISZi22VVZ7c7z9jTvvhz4++HnxW0q21r4Z+JfD3jTT7jS9O1hJtDlu52XTtUt1uLCS4iR3jtmuUcskVwI5YwrRuiOsiji/wDgrP4+n8EfsM/GaKNY9S1bxza6N8OfD+mSiIy3uqeM9Xs9DX7KshjX7RbQ3c16j7kEItjKzxqhYcL/AMEzfAq+Hf2fLLxFJpZ0ubxENMsoLF5FdrbS/D1iLGzjMkcs8LsWnl3tb3E0JZPkdgNx6XCclCq4R1lKE6kLpSdlL4Nk+Xdxsnfufc5VkHDGK8POIuJcVmuZ0M/wOZ5fhMkyaOGp1MLicNialOnisRjMXKEnBQftlQpRqKpN0JuUXS5pR+tv7Ev88aZdZBbmNdORSwX7pje3STyzwSTPkjgFeRS/2DqrDYtsY1BDEube3K5GP9ZBczS7SBkqihsjJAwK9cjgdgWXI3EnBOeCRgYA4JA6H1pGs5CrHYWBY4J3fwkLwMdOv5+uaaVvwWr+W21/RH5pJSb27L3Ut7La34Hyhffs4fDm/bxdNe+B9AmuvHUsF14quZ3mvrnVbuzjEdlc3E97FcGKeyUk2ctq0Elq5aSB0kZnPkPim9+Kf7Kuhxax4c8aWPjX4dte2+mp8P8A4iyalqetaQ9zJL5beFPGkMj6jLa26bD/AGNrlvcxx20Mpiv1ZUjH3zNZSlmOxjxtxhwTtBJYYK55znGenvivyp/4KB+P0sV0bwtFHJqEekIdQ1aytrq4gc39+UtNPtmntlaW1nEE1xMduJVWWGQDJQ1NfM8LlmExePzGtyZdgMLXxeNbpzrOGHw1KVWpKnSpqVWVRQjaEaUfaSlyxjq0iI4R1pxhCnJTbSi4Jxd3ayk9Pddtea6stUdfrX7cWs3VkI7HQ9D0++wrlrmz1K7t0ON2ySLzoXLKcj5ZVGVJDgL83nV1+3f4wsI0GoP4KtwQIjPLaPZQyTjnJOoa8ojcghvJLlQvIXjJ/PKx8efCjTvHHiH4UajpXinVvF3hnwbaeJPE1roUXiIWfgy81uCC70XSdd1rW47VNUkuxqttPK+nT+VZWqtbRMxt41h8A0/4w+ItB8T+DvB+q+E/DOsS+JfEV3/aFp4G0T4jeIoZorOwuri+tNW1bRZL238LXEtlBAtrea1Y3AlaAwb5ZWidbjnfDVOhhK+JqzwSzBUHgaWNpvC1sQ8RFVKUadGrJ1ZVHTTqez5VVUE20pRko9cMlzCvVhSoUpV5zmqcIUZRqSnUdkoRUUpTk5NRUYXbk+XqfrrJ+3Z403ttu/CBXsYV0yWIjA5SSPVpEdT/AHldgfWivhOfxTbPKzp8C9SnV9rLN/wjfxPu/NDKCJPtEWlW0cm/O4bIVVM+WGkC+Y5XR/amSdMDjJL+ZU21Lb3k0vtbr1Xz9tcCcUWV8txUdvdk5Jr4dGr6NbNd7+dvzx8KeH/EHje98GeOPFE72UN9o6y+G/C1kk0I026TU9QtIr69W1e3t/tFzZ29rIts1qJC0+65Zl2lvtXQNCHh+FrG2iSTW9R2z6ldKv7y1WVApQucn7ZJHhXIbEUeFPz5JwPAugf8IxoGkxvZ2yXtubkeG9N+zvjRra7EKyXISZ5TCFWIC1SLZGiOwgVYSPM9RsbVNLQzz3KieRWeaaZ0X5pOWleRgpRs5VfmOQSMciv574L4XpV50uIsZTrOnOnRll+HxSkqk5xpwX1urB2fJdKWGhNc2ntmo80EfXY3GqhT+p4acpNczr4h/HK721SSuvi6a2jojRsQthGtpZyeXJK32ZpUSRi8sg8to22YLJ82JATsYbg+AKr+NPFMWgafceA9Iv7u28X6uIk1C/W3RPs0UsIuDZWL3sU1tPMbcm4nt4WeRIg5VCY5Wj37JoNA0O58VwtaC3XdBpVtMB9m1G9kkO+YZ2ELC++aSaDzA5O50lGRXmEkE3iR9RvpLiHUrvMVxJcSgmC3lZybdWk23EsU7OEFrIRCuVDh4grMOjj/AIknh4LKMJNrE1UpYt01+8p0bXjRUXZe0rON5WtalF8zUZFZTgPaKWJqOMIQuoub3dumur3cXr0ZyF9pf9jaBquleItS0q4eOd1ju3ii0y9hu7iecLIHuLwLIYiY44Xt/JkQQbi2XV1+CdZtNWtfFNtpovXv7a9u7O0jurm71u4uC+xUWS2up7y4mnmMUUD+asC7plcPcSshI+oviF4suRK8moSWt9eLKlze2F5DJbBRDLl40CIjywvjzJGSGYSbjGsyyKSnCfD5rK/v9Y8QvNZwW1tAs8OxLa2njuPMeRWggh1WRbSzwoEcSWSPcN+9+0yAqg/nDM8bQxcq1OHJCd+VQqfxHCUnKDcEvZxqXd3HXlkrOS6e7iZXdLDqs4S5I/DaaVOMVdWno3e13q0mn6eseHNK/s3S4tEEyNKqpdSSlCEhLti3tlmkQFpfOwzsJANquxRTGc9HBbXWiWSyw35W5mngezgV4RLeJIJUkVmlDlNsW6WOKOCcu1y5EsCo27ndG+03OkJe3ivHqN7NNcvDKxJtoSrgtJGkjEKtoHfdg482Nw+eD1lvpeo6npOnao89u9pJPc+XLdm38q0MUIi2EEl0zFnY8jKoZzEI8sHrJ0VQy7DYWir4irFzrNxUo0Kb5XUqyjGS5akeanGKbcIy5nJPld+6FSnCnRpJpqUFVkpXbjBKMY81rRUm3e7ejepw/jHW1tZbDUtX87TmWNbe4eCWEXDuXEdlHHCkkTOWUptSJEEs5Z3Rhg1e0DW5V0y0ksr1nsJbi5lkn1KR1mgx80JZCFlV5SihgglZmwpK8kYvjbwVq/i/WNAGlaU94tndxQRXsOp3VnbC9mdUWcGG0aS4gtoDNPbrJGYd6oslzEmyRtxtNhsrdbSa+tNTaymSwdYtJuXe3muMQmJrgWESrbNI7LK8ckqhsyTyDmQeOsjzGNXFZtKM17SoqVLEVJKCkkoyclJ8karahJVHGGj1aaOCMv8AaK06c4Kb0hztuy/d7O3K27tNSj71mnK7RtzXGvW2gardW8EVzLNa+VBCssNmLjzmkcqZCgDW+GbysxSum4l42OS3yXB4q8RaBoXjwLYz2kmjWOo3TWL2sEwlRY2i8lp4riPzn81I3ieO3C+XcQKYg5kx9dTLdwaDcvcRobezjWB9iDbtAZSm2ZJvuRkMvltIVIycqMH5Y1ZbdtF8Xa5aWFne6jHKmmx2iuUF4988FvDD5saKZovMcSywRRPwW2bQdpnPcPi6LytRp1sXVlClKc5y9nGEOZTny3cYJNS5W7r3Yq+p249V3gq3slJ1HSleo7/uoqPvVIxp6N/Coxb6n1OP2mPjP4A8W+EIfibovhnwn8CNP0PSdGs9S8OX0Xi/xh468U+IYdJ0fwtaL4eRV1rw9DDf3RXUGWFrEzrE39oykpar9qzTsswuSuXB3MCpxlfbpkEAeucg9gPh/wAYeDPDs2naJ4oX4feD/F/j3w0hXQ9c1P7Na6xZLE8cqWlrrU1jq11o9uspLEOs8LXAWXyAdrr9N/DHXNS8SeB7HUdZ1P8AtTxFbzTw+JN7WiyW11Pc3M9omLEvA6fYvLgW5V2a4ntLidyplVa/WvCHxbwudZ1jeBM6xdD+38JCdXAuVWiquIpU+adXBqnHEYmpWrYalFVZ4hVFRmnKjRgo0Ly+NdaThCnOSVSnCKhzp+0mkle7UI0nKDco2hKXuKGrtd+5W8c/iNZLmBrVGt4RJfy3Vxb2kVvGiqv2gyzSRL5bDapx/qzgNwyg+EfGr9jv4H/tU+HtN0b4v6X4I8SWFsXvfDeux+Jriy1bSDdIEkvND8RaC32u3hlXYZrcXklhebIvPtrgRoB3lpcGzuI1uIba+0m6RobuyukLJcQyZWaCXcZY3jdCyCNo1ILB/NXAr3GXWbPwHYeHNa8MFdKt5bK6fRRowlhuYzdxmw1Kxv1jlAkkO+dbiG5iWyKTLNAJB++r+lKftcPVhiKFarQrQknCpQVqsHa14tOLuvK2l7o1li61Sl7CcKNaElyNVldSi2tGkullbtY5P/gml+yR4N/YN8dalrmo/GeTxf4Gj0i5svB/h7xDJptz4h8PT6uoCINfhksG1HTGsWnFus+gWd7F8kpubmN2K/r1qH7en7N1h4xg+H58XC78YSaKfEEmk2Njqt0LbSTNcQQ3NxfR6ebFBdz2l5Har5586S2mCn5MH8UtV8X6vJPd3z2yyFVF0LdLhftk7QRiKCGziaW0s0MUY8qKJp4IYlARZVUV4b4x+KOsXGnXU3wy8PaPrPj5bKXTtB/4TAR6PpllfPd25GleIb2HUjqGmWtzIDNvtZJLHzrUNfXVoxjetMy4ypPM8Dhc8zrD08zzKCo4GWPq0sJ9blQ9lBRjWqRjRqVkpRi4cyrTbVlPd+NSy3KMHGs/qcoYflrVVRw0uVQrVE3BxjKnWvSjWalKnFRc4q0ZQb5l++PxI/4KB/CHwB8K9W+LMOm6/wCKNI0u1164fRfD1obrxHK/h+8nsb2AWF21hFFIZoDIqtcswt2WV0T50X5Bs/8AgrP4P+K3hTSLzRfhJ8bvB41HUNNuIfP01fDur3htXt9Ug0yzudS8i01C08RLDJpZFhci6uLaW58o28nk7vyq+GH7SXxF1ZtS8G/FD4KeJ/hb8WNJuZ9J12ykg8QeI/h9YeI7SaSP+zT410TwpqdpqNnrkEKalo/ifwrJ4q8Nxxz21hqepQ3AvJ9P+d/jn+17+2F4L8feBvBnws/ZP1bxtB4nX+177xBZaZ4o8XeHbTSyb+2l0XV/FPhi3t/DXgrxdazWcd5Pb6rqer6dLYTxNDeAuJG9320cLGt9ZnhKjglOVs1oSqUqbjZtUsLKrVkm03f2UuSPxNNXPFrwwVWNoxrJJSVRQy+u+d80dpclk7NWtKMm72sfph+13+2zN+074I0fwbrn7F/jvXtE0zV9C8eaNF4k8Xx+GI4tX03V7vSZV1OysHjvWudMtWmvn0e6ZLm7t54rm1tpnhCDP8Eft2/tZ/Dr4Sal4Q8Hfs9/DXw1qPhrTNWtvh7ok/jm21PRH+y6hHPpttdXqxfbo/7Q06adUnu0U/2lGguYNPs8KPgvSfiB+3r8RPDPiHS734V+Bvgj4rSxi13wf4316yu/iP4C1W185Y28OeI9F0TWNC8T+FNeyxe51SaTVdItoElktv7SkaNK4P4P6V/wUu8PeJ5JfjR42/Zn8VeFr19TmfS9LuIF+xLM6Lb2bX1ro2hahBaBWlm0G9s7pb+3aCC28RLqiSXTy8uIxmFquVJYvBUPZzTlKhjcZinfSWiw068HGSiqc/ZxUo6ydo7e7g69dYCpgnXrPCRi8XSwNfDU8PTqVqcJxtH2lGKVaEatWdL29SEG6tSMJKc7P7l1r/gpL/wU51KLTJNP+D/we8MzR3a/2ug8TPqbyaey2dxGNP2XsVm1zhNQ068+0RxCO5a1uLR57ZpJIfV7r9uP9sfXPDMFq+o+B/C3iG415rubVdPttcuY9O8N3WmvbNpi6De32rwvqunamqalA6+Jbq0uo5JLKS/2oryfEfhzQPjJ4a8earoHjb46+HfGXw48RWlqPDuqa74V0rwb8StA1C9WCzm06a48GveeCL21guZJ7iDVpb221CKGO3M+kiBri7i/J79qb4g/EH4IfFeHT/AX7cnirS9f8F6ni8b4ueDviamm6U+vwqJvBPjS00bwHbeF7mG483TtQ8GeJ9Q8KRoRPJHNr1/YTLJBUKrxLVKGFTw9Om6n1qll2YV41XJuKvPEqEOaM0otucVBNOTcXzmWEwlLHKvHD4hQzGlSnUo5diK9LDVsVKnBTdKi6fND280pKhSk71atqaWt1+7d/wDH79tLVLxLvUv2hIQFubC7Nppfw/XTrNRDZtp+pWMaS+ILu4Npfbv7Xtpbq9vJrDVAY3W7shDDB5HoniL9oseO5dR8V/tS+NfFWinw42m6j4Ul8P8AhW2uU1b7Yktl4iivNKn0u5MbW4kgl03UEvTI8jNHqvlCO3h+NNc8TeLvEafDHxj4X/aA8ZRfE/V/DGgH4kfBzw14J8R2cnxt1C80hL/UNS8Lw674sk8C+B/DttHAdE1nxT4eceEJ2lGr3lraXF3PNF83+FPgbq+reNfFPx/0Twv8dvA/xcsPEFokPh97xPhC2i6Lp0tvLY6Z4d1+08Z+NG+KtlHbJPBJrd58QDd6eYrTTNPutOWNJYccThaNbDrL8VSr+yxNKdJxpYPB0f3VV8kpRxNbGYRRalFL2iqxnB+9Sm9b3LDYn2FfHZfh5V1g6OHq46GJxUcLi8NiXKMalB4Cc61etClVkoe1o0KlOUZL2ih76j9+xWfiX4e+Ata8DfF745vqMHi7xH4u1Lw7q2q/2D4DvLe38VXX2p7TSLK71PUotT1RLtmvprpnvVnv5A1tY2sCR2w8Y/ZGv/2Yv2a9Z8deFLH4geN/G/xJ+IDXllJqXxD8X3vg+W4mm86XVLrw7aXfhDTdC1/xFcfaFa/1mxW/1GXKLdSSvITL4T+0j8PP2mv2otJ8M+EfF817o+jeDNYj1jTrzUdU8FeLfDPjAzwldLu/F/hO/wBL0rxHp11a77iPxdBpWsXUVxPOuriPxXqwkvrj5a+Hv7Hnxflu/FPjG/8Ah34Q8K/EbRGstIm8A+Otf8T6x8AfG+jteXbG/wDhzrXgj4hy/EfwRrenW/k32k6rqCQXOk3hitbWz04xRXsNyyzD16lOOPhh6n1dYetRliMVg5ywtWlKnCDUqc8YpVacLuEqU5NxheT5nZ8tXG4fEYWhiIYLHxzejiH7tOjGnl8qM6dpTg/9jq0asXFczqYetCrKbk6tFw5pfsxqH/BQr9lLwbdy+FNV1LQdFvvDwi0mbS9VvPGzX1mllDHDbpLK/gofaY2tlhktrxDJDe2rw3cE08E0czlfA+gfsRfDc6PYSeKNK+Ka+Ipojc62PD/7TfiYaR/aVzI9xdmzOu/CrW9XkBlkYzTX2rX009wZpvPZJFAK9l4jGKT5c1y/lTfK3mda9rq17ZZa9lrbTe32Tw0nZX4eqN2V39Zgrv3ejw8mumjlJrS7dm3+tmn2t2039qXrb7idz5kb5Q4IOxYwQdscQGAoCcDIf70cmvp+n2Pi3UBaSiOWw0uUXmr3s63UFtaragyDyZyYIJ5EOFYJJKkTcSASbQ0E8sclza2aSJBcajKbW0KBJJt+zcCkP+snbCBSEVzgAuVjViHfGO01Twl4Fs9G0WU2lzrbtJrN1HbZE8cCRlrZmDBbdZpJ1VmVmZtrHOMOvw2d5vTyPKsXmEoWeHo/7PFe5FVFyxgrq9oX5YtpNxj3atL6yhB4iahpUTadVtXdtHa+93u9NfPcxvF3izT/ABJepp2mpI2k6IGtIrUDFqkULMm8PHwzzjDFo2XYWIx8hrxPxJ451jT7p/DunS6dZR6l5ptrI3JWfU5bVAq+TBdNZxyLaOw2tG9yI3wZPJyrjlNIvptNYG98tbkKMwzJPCl7E0rMZEZpFFwjhCInhwQEG8mQlRY8Ta7oVxJFe3GnLYzQQFIrhUEs8bj5UMJwJ0RxtACuDIXYMNoy38oZjn08w+t4nE4iSxdeTnXlFuDkpKzjGc4ThZKy5XFXjJra6PsKM28PCnSp037rXI1ppb3vdTtJatPz06nzh4o8Qwx6ncaah1GTUIZPs1zLcXMVxOXLu7TLbm1jS4dJN8Tbp3wq4Dh/Nkb1bR7KwHhzR9K0zVIdQbWLuDVdYv7K3tbKSS0tpgxg2SrcyuklxGlnN9mlVDummjlK/MeN8H6et1qOqa34it9MmtjdzXVu9ysC34hEg8l0WRphDMU2jzkuGDDeybFNezeFpV1PULzxDFZqkbulppdra2scMAYIkVsQluoiDSODPIy9cSOVDE18/go0MViZ1qbpVZUnCUI8snOrqoWi7PVzbjNXV7SStbXkweJ55OpVUacKcJU4UpqSrRip61G3J7xWrk72krpM7cw6dFbPb/JJeSSxW8xJaWMWsWJtUnjuEPkFklWK1icORtR48ANx4/4/1q/8UXdtpPh3xj4j8A6Fp0kf9uRaXPb2lprNsrFjHqcN3bXoa3LxtOoWFfMliGCYyqnrNS1KwuINYu5tQ1nRX0iOO30S3stDtdTTVZ0lcXT3N1eajpv2W3lus75bbzlwcMkkkbRv8neLEt/F2oI1wLDSfE8Cv/Y+s2U8pvbGYKFuB5dyZrK6tnk2EWd3B9mkmQ7baSXElePneZYihiKbw01QgoypOrQ5cROpGM5pyrRdWNaEatRyUnKLbpJOEWo8suHE169VSVGlUtVcZqUWuSUYvlUeenKUoNNKThJRUo8zXup2+/YPHEl3YRf2Tq1hqtlBawxXZ0qC5t7+ztbe3h3xSrc2MNrJeSfI6y2lvLEpL/PkAmTQ9b07T9KF9bWbXi3X2uKUeINS/tkSMZp1hEVqbCxjtZVfjzIyAqgHBVQT8k/DjxJr/g/Ry/xC8V6JqZvJ4YdP1iCKJdsWP+PfWbeyEVrpbp5pRL1Yo9PKq80z2shEA9h8O6ubiE+VNaFzLqDvDHexPMU+33iCTyiwdY2AHlsRtkBQqx3HH0GXZriffq4nGqtF+zjH2alKhCdR8ntKFTEJyipWk5U3yS1ipQio8q+kwFKheFSUoy0UZJX0nyQ5l7zaav00236HX+J/FOn6J4Our7VtSiVHl2z29zPaW9nbeYBGD9ouJYgqDzEXaVM/H7qKZwFb5V+HeteC9QcW0Emo31zL4s0uJr/Sbz7fYy239rWmJtavY/PiuLC++xyRCe4gi82Hz0hNpLCBB9FeJvFfhyTQ4bDU7qyRyxjistPghuboyIruyXqWdvcNLIrjOx1Zs7Uhw5SvljTbCy0bU9Ki8KW1ro17rfjzSrGZNMhuLO1v7DUCbS4s9SsLG2MAN08hgF9dWqz2TzI0cqGY7+iWY4LE51klKnKVWWGx+Hp0506S5ajqTpU3RmmqknKo5XXI+X3VZR3HmmJ9jgcZyN8ywtSDg0ua8mlFO1rPqr9L77n3x8FNV8FfGn9ojWv2adT1TxH4M8fReDdd8d2eo22k2esaHqOmaPNp0KwRSrfWxhdUuS82+0jiQhVEzSSCMdF4L0bX/hV40mi1aQX1hq96+leJI9OtBOVtol3R3RLSq6vbFhc2KxhY3kcqUHny5+gvhb8Lfi7Z3F14r8F/DrxRY+IpodQ07+3LHTtNdbeMm2S5tNK8QX2nSyCG9Vbaa5itZvIuBHILyEyRFj6xp/7KfxJ8VeTd/EG5n0K/vZ7Sa81O71Pwre6zf7mijurnS/C1g1nbSxRQhjctqOqaTGqqZY5p5so30GfeCGVwq8PcQeHGQV+H+N8DmVLMsdneOxs8Jg69F1IOrQxHtZ3pwsk44f2Em4yrwrTbkkvz+lR9lWnWrYtYunzSeDoUXJ1YKTT5Z04N889oqV0kr3ucZF4L1q3v43S/trrR76MXMMeoW4jkj81Fltms5bJiHD5y8c5O4fKr5HPregeDYrnSJ7DWr77JBcuRYYt4Nlrek7RdoDeBDE0a/vYFkSZ4sOU3xbK+ivE+oeFfBFnY6H4V8O+GLuw0u2Ftay3mkwX91vgIAd7u6ln89gqB5Yn3Dc7iPyYxHEvHwfFTV57EwQw6HboJLZpI4NFgRXFsoDRIEY/Z45QoWcW/lpMuEaJowoX+qKHNisDQqVXFYn2NNV/YUqns5VVGPtJUVU5JuDlzcjnaUlZuxrzVKdVxlGNr35J1k+W+tpOMZq62la9rbanzA3w98XeIfFVp4B0C1/tPxRKjR2Oktd2lq9+IftN2PsFzqc9rbljCTPFCk6eYp4TzHda4Hxz8C/F/w08Yabc+O9IvfBernyrsG2TRtdS4lBZrf7V5Gtw2NrcskRJaa9WQwxhvszAeYfTfi54U+J3xC+OfwX+NnhH4sWnhe0+FF81zL8N57Gx0zQ9VMkT/APExs7vSNDimOoxz/Zz9l1mO6sB5KSQyWckTSS+w/tAXGgfH74PeI/gP8QvjPr934p1/wjriXXiXQx4BtviBp8usXCJFrGhaD4Ug0VbWHSbUNp8d3aaTDdXNsPNuLsyqZJPPzvhbhziLLqGCzmUcZ7PEUMVCNWlWw1XA4qlUjyVqVeE41qdSnFt+0o1IqcXyu+wo4rGKrJLCRVJXtUozVfmfKnp7sbXdo2lFO/U+GoviW+k3OteG/Efje28RPr+r20/ge71zVNI0nxhpciXl8NR0mO4064K+KrLUDe29tbW9/b3d9YvZWrJqN47z73Xeo6vdP5kzyzy8KHmeW5lVhwhUyNMeowFyyqB+5EYAx5d8IP8Aglh+zZ8GfiTo/wAR9D+MXx51G+s4NJF7plzb6OmmalLpFxe3KHUEuNGuvMS5e+uPPjtMeX5VlKkwu4pLmvvrxD8NfgVqVhdWsl/48sXuJhK95YeJ20HUkYMZM215p+nRXNoU3Fd0MkcjBcDYXbb7OLjh6NetHDVZYjD0UqVLEvDul9YSS5ZxpUo1a2tlGTrRjNyvJpo5MHPGypSlisueEqNqUaPt4zspRTkpTnNLm57xXLeGl02j47kuZ2mQXBkVcNKskMDP5SxKQzbpZFj5IyzyyiQBR5bKFqnEmpXkpUO4jjKyTOdh8qGTaBK+xXfBDqEky0gDLh2Y8/Y+m+Hvgj4fs7XS7Hw7PqltZwvbpceIPEniHXNQkjkZnY32oXOvG5vJcsyeZMu94ztP8KpYPiD4Y6a88WneAfDNq8qKkkjaUZpLqNFRUjZrxbwSbViQHjnapYY3E5RqPlUlDEN2Wiw1dK+ml6kKemukrL5N2Ol1LpXhBXtvVpS5dFfWEp338vM+G76wuJo5o9QmgW2lkeOZbho/so5PmpIrbYlRUzvJADDO8kbq47SrPwL8RZdR1PRtR8L+M7kWKaVqV3pa6f4juG0+QRumlXc1r9pd7Z08qaOxkdrd4ljkWMqAa/RWTx5oLRmOy8I6FHEzFjGuhaOI5XyfmkB0wGRgWfjdnDbiWOCPP3/aJsNI8Vw+BLKJbLXL6xutUgs9M0iK2toNNtCPNnvptOEMNlCszHyJrtY4ZpiiQyvcNsJ7SryxlavTvNQjF+yjeUrKMda799ysn7r6+phOraUHFYba0pNz501y25bUtOm8nvofLP8AwrrxA32aw0nw9rU7oLaDToLbw3qrW8MLW26DYIrUxW0MEAWNUUx7Y2CxKUBz8ofEIft26F43n0PwH+xJ4l8e+ELI2V3J4ut/FWlaEdQ029e1inis7PxPPoUMGsWEiajvtJryUSwmyuGNtDIxX9WNR+M+pzaFqHiXSr64160tLK9ugmhavHdi8+yiTzbWFheSWc00k0bwhHk2rMPndShK/M3wE/a28cfHS98YWeo/C/xB8OJfC+p3VjaNr9xo9ymqW1pdvZtJDNZujGZZY3WaG3E8du0TpNNHJsWXVZpRy3GUMLi8JTrYjGxq08Nh8VPlUqkad3PmoqXLy8yklP3W7KzuYYmdSsoxWKqUZTcf3tGNSs9Gm03UXLFSWnM2k29DL8D/AAX+MnjLw7a6x4l+Fmr/AAw1Ocxre+GvFvjTwHLqNmrZ80w33h/xFqVncqGx5EjfZLllUtLZ27YQ+Zyfsi/th3/izx+03xh+CmjeEZ7nQZfh+s1nd6xq9pBbShtf0jxGbWNIJGuYt62t5ZTS3NxHJFDv0aW0a7u/tfWPEXiu3s7q6hnnuZ44iYbCxvore4vZTnZbwyXVzb2QklfCL580aZbBwDXj/gL4p+JfH4vLXVfC3j/4dazaXNzayaT420W0jkuxA7I13p2p6Ne6vo+o2svls8MtrqTyNEFeWOIuEHXRpYq060MNhJqMtfaVnW5eZqS5aaoQ7cqajKKjpdNIlySp06NTE1G5K3tI0Y05TaSu3LnklJ/E9Vd376flR4+/4JH/ALZviPxn4k13Sv8AgoGdO03VdVubyy06LR/ihp0On20zAxWEFlo09xp0EFkuLaAQXNyzQxJJcXNxdPNM5X6MeIvANzJreoy3niH4vS3Ms/myvpb3x0/MqJIq2mzS5lEMaMsaoJH2bShOVIBVPGZtd2w2VWvpegr2uv8Ap3vv/Vzn+rUlp9bxWlv+X8F26c67a6d/I+g/hd4WMYu/EuoWkaXmqNEbaFthaOKBWWJzLtBaRldl3FmVF3eXhSS/oWveH7XxLYz6b4h02SW2cs0MsKf6VbSn5ftEDMjglVO3aVKPz6KRmyeI4LJFt1YW628ewBJETyo4kJJbyyCgCKQu5l29W4DV4P48/a5+F3w+luNO1XVbu71K0aOO5sdOV7h7YyqrItzdSmGwhykiS7HvPMMZLBegHkZi8tp4SvLPauC+oYiKozp4trkcZWtTtK/NJvRKPv3tbXb0o1HBQ9jzwnB3c4veWm77J6a+XQzPE/7OOoX08s2hamt3JHHssZLu/uLC5iB3DyHiuIri3CLH9xY7lYlOfLjiQ7V8kv8A9l34s6gI7GdNO/s6QSBrlNa06AWwbgBLf7cz3MiAl182Rgsij5wDgfRXw4+Ovw++KUT3XhXxTo0qw2Y1C6jvrhtOlgtGjWV55DfSwRNFEhbzJoWmiXazCTYpavVZvFvhOyEMl5468Gwwme3tDt8R6TJIjTvECxhW5lYRxeasszDOyI52ngH8vr+HPhxi3LHUM1qYfD1XzThSzTCrDOKkrpe2U7JNNNt8yStdM7o5pi1DkcITvdP3ZPn5rJqUYvlm3fTTS+iPkLRv2ONTggtIr3WtKsxGJm1LUJdYDySwNGQ0MUFro2p+VMxKsZPPnjUf8smk2l/RNL/Zhm1DRNOh0b4iabo8+jyW9y8i6Z4huLe6mnR5BFcIJrUgw27RTtD+4Vlvk85DmSMfSup+NPhg1i1ta/EHw/cwtOqXs9vNNfAwqjTPGZbeB4TNcRp5KLE7YllXbt4rh7f9ov4L6Xpzxr4jv9UvCsst6NL0aSMRXkjhWtVOoz6b5jx5WGBY97vFGjEDBWphwl4T5XeU8zw0XKNnP+2Ywc7Ws06E4tu6XNKCi5Xs202hU6+M5o+yoUqbdlZUnFTStJc13a2jvqtN7HzDbfsXeMdT1OS48X/HDRDZLJrckieFfh1La3GotfTGWye4Opa+8dmLYPIHih+07lCATOxMo6jS/wBhbwbbxy/avinrkjyzzStJZeBtNiuEV0Xy1Vr7xNqEXmxNyJWgdJflzANo3fQOj/Hj4YavBbPayeL1a6fZsl0S1iWNi5QLJdPqq2292wqoszPvJQqGVsZPib9ov4beHL2fTruHXTe2t01hfQzyaTEbG4jYl45lg1S8YOj4jdQmFOC+MqDlLhvwhhD61Vp4arCokvaSxuPnCSk7x2qRg78zcbLpptp2Uf7ZhBOnBqOi55QozStFLSU5SVrPTrrK2rlfy+w/YW+Fe+6XUfiF8S9Ws3mV7W1aHQdO+zyI0Yy0tlGrzxswctE+AFfaDxk9fo/7EnwQ0uzgtEn8cXUMKyCMG/soTGktxJeSeW72V5KnmzSs0itIyMW4QDpn3/7VumR6i0Wj+Go7/RoYQiT3OuTWeoPeowNwJVh0u7soLfyHVreR7oh5W+YqoBPk+vf8FA7TTL290XSPCugSa1YQRzXEcvjObUoYIXGSt0tjZwCO4TKg23m+fkkvGqqc8WIXg1gqFV1MBRlh6fL7Rxo5tiIWpaKbac7qPNpUv8T+O5Eqea4eHtZSjRTfNzuVCDvPRNaNu+y5bvp2Po29/ZN+BpIkOkeNpp2TyVlfxNAGjXOTtVNDETKMAbHR1GBgA12Phj4G/Bnw4lmNO+GWlz3Nk6y/b9V8u9vpruM71u7p2tIovtAbMgZIYiXy4xk18hN+3P4t1eztLrRPA3h9lWMvfST3usXaqo3tL9lEf2NJGTZuKGUyRq0e+Ih1c854D/bq8Z+J/wBoD4L/AAzuPB3h640f4i/EXR/CniW2tBqGnahZaG1x5uu3+l31xd31r/aNtpEN1dQm6hNun2cyOkkeRV5FnfhLWzHBYLJ8ohPE4rExo4Sr/ZeK5I1pQSjP22KtypK7c91uk2tMMViMdSowq4jFR9lUlFQX7tc8pJJJJQvJtL4b21d+p+ttr42vbK3FpZaZYWsCqQIlW4kXn7xPmSbVY99oAx154rH1Tx7qe399NboNuUEaFpAdo2n/AFrnjqA4CjsOtek+OF+CH/CfWPgPwRqehjWV02wu9a8Paxr17f8AinThqj3S6XfT2FrFYg2GrS24stOljAa5uiRbibcoOlPYaB8NXlj1Dw34I8XTay0cGkDxbpmpXFtpN3A7faLNYotWuU82+gmFzFdalaXUNu1lIiwN80bfsvs8Dhmp1KEY81nGcqU5c6T0cXKnJfE1FNu92opptI4ozqzUuSd7JJpTjCy916xTjJ97K9j4w8QfEPU5JZIpHupIxuUXIEZhiLFjvuzEDHbIvQsFMZ+8zJzXL3WoeKrCxvdYsLC/1eOxsZr42mkxJLeXoRTN5NoCYYZJZthWFfOVHcDLAHdX1B8RPFms6Pq1/p914Y8EaZp6GxOkTaL4N8OWyGwWRWa9uprPR7e8g1KSR3tLjbeXOnlIobpLOJ94H5D/ALVPxo+O/wAKPiPZeLPBvxMig+FeuadeW93b6d/ZllN8P9dthPLHqFwWnA1DRNXbzrELLpou7DU3glicxyyPGsVnuEweFq4qNOpUjQpOtOioxp1JxppSmoKo4qMrXcU5fvFblvdAqFWfLzONOMrfvJS92mpWSloruKnbTkdvlde3J42+IXx5+H3iH/hXmk/EP4aeJLKFrO8bxt4I1PSda0e7kt90kaaZdjT7mW5jRy1leW15BaySKk8dxd2qSI3vnhHwZ8QNE0CzvPFOm6n4i8T6fosEepa1aeH5LfW9UNraAyxw2tqZpbiSSXz5EgtHEckkrrFCmdtfi1rX7c3x/wBXkeC08b+KLofbEmvEsrtIfPuInU2rOtlF5+x44oXaOO5aF1DB4ydoFZ/2jP2pfEGoTahH4i8ZWk+oTpLc3EmvanaRGMAhFKyzW7Lujd4/LhRvLb/UxmQ7T+P1vHDhmeN9thcqz2fNCNJUnPDqMIcynovbfFf7fs09bWSTR1YbK5V4zlRxdOvVgnD/AGbD4utz8sovRRhCGrXxKUVo7NqzP3n0KxuNc0+G/v7S/wDDbywz3Eum+LM+H9XtYYXaM3F9p2ouk9rG+0PC04TzY3XaN+5BqQaLoU4lf/hIvDYjt3WO6eXV7ZUtnKsQk+Zk2u4R2jRlBbY5GQCR/Ppq958V9SZ7zxd4/urG71OQuyzXt7dz3arI6w+f9pvrd2k2mQgu32eN87lR5M1nS6L4s1Nb3yfG9y12bVpoZvsd3L+8knbzd9t5UUcpk/eGKUak4ZWLBiGJrNeNWIqYhUcLwjjuWTfs3jMdHDJxk1yNznRUVFL7Wqbbtex34fh3H1037HFpJLmqfVqUIabvlnjOdp6a8t1pdJav9/rjXfhJpszw6h8XPhzYyxSm3ME3iDSY3NyFZzAoe6LOyoCS6q6blMZbf8tebJ+0R+y95dxJcfF7Q5Y7XUJtNnWHSNSaU3EM5hlKQrpksskBkGEuI4GgkRvM3iNlZvxO0nRrE2kFpq9za3uolbiK7vLe4uEs/NJdVlZI9QuGtSXJys7JGTuEgGHrKvdE8L2bxyrc2xG10ZpbuzYLIhcZnjW0mTe8YjnikVnDLKmChwq8lXxc4km2o5PkOEUWrrEZnVrNLTVqnOCTTX95PmXoe1h+ClOl7SviqtNyipct6NN0nvyyfJWUm10T6/f+sXjf9pj9k86jZ3iePfiZdXuhTXot4/C1prWnWN+6wyFLa+Vvs1lqOnzyxpLbG9E1qs0KuQkDs7eb3X7d37N0a291cfDr4k6hdjT57a/lvbXRIrMLLKm+C9u/tf2e63SQR5O0F1kk+zpJENz/AJ6Wj+HLK3L3OoaXb28lvLky37zROk8boIp2W8VYivmOkaGONVR0nDRtxHwd1qfwpawuYta1nSmh8zy4bQMt8l2CjfLPEgnyQn3riN1u1JcyAkFK4J+KnEtZLnzXhjBxhe0MNh8RjaqvaSa56c3zW5ndO1uqKhwjltPmlUxjm2lZVMZGCcmrJXp+ztq0mkrrpFtH0/4L/ah/ZU+EHiPxL4k+Ev7NM/hrWvEtzLceJEt/iDf2thevc3DX9wy6IzyadYotw7zQwRWcESRTFY4ljdIR6FY/8FE7m3tltvA37OXhmw8t9QkFq2qzajFEJ5v7RubpDp+n2giDSzz3d0JIhEXkWbfIu8P+euqeO/hZoVp5tnd6RDZW6WlsUs44TqcKCP5HitXittRltoIY0jlnRrl0kCCXG7y2z7H4qeEbhjcafFLqMVs0E8MjC5tL6KYLHiaGZ761j3ZGUlSISYXdGxFefj/EviWvBV6/F1RvkUY1aGS025NKKjFVa0Fy6xS26XSujop8N8M4aKhWq4eM5Wfso168nJzkr7V3zap7RWlro+4tf/b/AP2i7+1tLzS9I+Gvg22tzI8kdroj6lKzuJQsFxHcX99dRtAMTRz20USthWZZIxIK4m5/by/aou0kRde0GCOaBJhd2WgaaYIIZUYtPI1xp0c0GBIpMoEu3bvmSIbgPlO4+KGn3kWrHTNH865CmSSC6vrNJ0kOAZofPtZCBvx5sazzCTBYt1A8m1D9oG+sp2jOl+GrS4tYTFNqL3kswa3PCCRbWeISyrgRmMqT8gVkZuG+blx1xNi/3cM9z3EVIuMqns6qwTs+Vx/h4hStKTtpGMXt1sdLyrhnCy/eYOU1L3KcFQpzfMpR29tHmelruztvc+4ov2wf2uDGjRfEC0mjcb0eW38CxSYf5trpdTxzq0efLIkQfdyuUKklfBz/ABx8cBiNP0tLuy4NvcQeHZpoZEIB/cyPblzGhJRAxyiqEIG3AKx/1s4r6Y/OOlr5qr/Y3vXvfbfra/U2/s/hp7ZXiWns1gcO1Z21T+r6rXfrY/V39tf9oPUdb+FfirwP+zte60/jC5tZzqPiC1htbV5rOCF5JtI0aPWpLUyvqoC2X2+Exz2xlWRB82+vw3+H/wAX9d8UaRHBqujeItL+IXhuQwa/Fqdpdav4gtLwxahNuubeOK4viJEMDRRyYs1XyYIrpYo44h96anO1nJFcOjW19a3CW0ksQZXg8q3j+1C8tZLiFltI7BLWSOchTBFIjpM4chr+nReALO/n8TzaXpVzrMlk1vbXJsLe7nliVXd7iUCV7dgFVJTK0EEirJCollRVjP1/EHGOaVJOjmGUVs9pVpxq4OOFSpYjC4ido+zlGK9lPCVI6uM05Qtz3k9vjcbk2KdSk8DTovDKDjVhr7ZSWvtedtKV9I8rUbK9k3dnEfCbVbuDQLjxJPp01jeXon09tP1Cy1PSLe7IdZRdPpGoPZNBI0w2faIrdbhop0YwvgvH7n4M8Rn+1UvNYt737BqZktGsbfULi0mSSQKtoYmtbaaVokkIkUrZP9pDBA4LiUecefceKLu3v9S0iKysdOWeCJbC0trWS4kVCzzXkvnLctezlIZGOZeHaIvBsQN9QfAPwfdeKtQnuxpFsbiOeDSvDh3wkLf3W1J5JrUzTFxZWhkmiZI43hYrIzSkvt/MKOXZrm+fpYiNPCaupisKn9ahgqVNK2GhzRn7So9KXvtL2s0/ddornWXVHOjQ9tdYedKtVVONO06+kpwUuWTUIR0knK3xOOr5l7nDqt1onhKLQrBbKW01jGpXV/JDcy6jHp+ltMLhUmmhgiS3vLvKk23mpKtrteRJFKj561N9AfXok0y6aQ3D/bLq4+3K0KJG0TPaW8ZwsjBN5HmsGUpti5LV7hr9jd6rZ3di800ULw3OjRyb2e607RNGlkhWOCGTAgs7q6eSRVHl5aOVNoJY188eHtPVrfxHJPYtbxaVKRLMlqzgpChcZZlldt4UT3CREIifMxCOWq88qrCYrDYeeGjVhSw6p06ThJqLUI1LQUXZRtKDnK6ScuXWzO7GwxDq4eGHoQnSm+SnOUndujFSnDkpxXLFq95yatf4Wbt74x1VNTub/wAK6/rk3hvTbER/2Bb3vk2r6ucO93Jpnnujy2sqNcxXBRSGw6Rt5SMeZtNV1/4lyxaxrV7uvreUyyyajcSnUJiHiRBPIZLi51ORoEVGjm8p4Y4UZHRl8xbvwk8HR6zp2r64L5Jo77UJYYpGWSzsfLaRoQ6QEq0s8ka7mZT5LtIQrOq4PWeL9G0/wwkyWs4hlUKiuHjaDCgwebCEXGQsjzFjtVyIstt2kcsMbnGNcZVqXssBTSk6KfKmqevuwnpJJ+7GyfJrb4mb4epWVKGKx9oUIxnF4Sik3UlJw5Jqo2nGMFFppys+Z3Wmuwq6pcahceHtFsLzUbm/SWKLTjHcnUFe7kM6rauZFtyAqo+2e5Us5k87ZGI5D4M3w4uvCGs6/rVzmyub+6eC+tWtLIJYys0aSvJqEYEks1wA4ljM8qQ+Y4cbRG49dg8Q+L/DnhaeOO5EVrqnkCW9t7PTZ9Ue2VvOWRZ7iCGS1fEayFLK4ijlRNkw8sla674efEbWbfQvEGgS6joFjoWr6XcPdN4i0KXU57uaNGBtLG8SKb+zpb5Vb7PNLH9nVpoS8qgec29PDUMW1QeKxeHnWo1nKooYd04qUeeGG5Z14uUZTUOeu60VG9lSbScvVnhP7Si6nL/BUZ0FLRqD5NlDn26O3LfW63PNdN8YppGmzacj6fDPaKYLJVtJporhrj5jIrxEPbTIhKyK88IkKgv55A28Z4D8aaX4R/a6/Ze8R+IZYIbS28c+J7/V4bxF0+FrbT/hv4wuIIGuNVMFvObk2rShpgto6mJPMCsxXvtWtfDH22xPh9Luzlto2l1qec2yW8FzHEY1tQBGPs0S5hEjyw5jkkTDEkA/F8/iKTV/2h/BWg/2zD4ks7W0+IPiK0kgit9B1Pw7PY/CDxncfY9PuLdrmO6SRrSNb61dILm+spGiEEP26OSuzg6liMFneCxDdHFTyWjjMSoxm7VFRwdbEJP3XJuM+WMkqVrKSi5S5Yy8XPsM54ONNzXPRnTVNTinOdRST5KcVFtybaSk0rpv0f8ATn4o/bn/AGWwbLV9V+IGh6FqWl6Y1pd3GizOLq2spGXUNLis5LATz3Go6bdWiSLHYSzxHdMsYkYDd41rn/BSD9k+90u9h0jxZ4h1rxPetHqFuo8N30mqX91psoFvPNM0KRSWpjle3824ninWJlZv9X838+lv4VudbkSG/wBMeKJZrgWFibk27RTyDzXvlkeYCzUkyyrcswmLyyK/mhgX9Y+HnhiGw8QRTQaQmp+UwJFtEILCNZiifaZZLt7bUNXSAqTOLRYoLUrKzvKrfvv0LCeKHHmY0atHB5LlGDw84yj7fFKpONKNSMeVpOv7zjq240U+Z8q2Rw4HhrNcZVo18TKlhcLzxcL067xMlF/apOdPkclZLVx5XrB9f0e+NP7c3xM+Jq6R4c+H/h+98GWkNpPa3mvaxFZtq15bzRlY/sT297dmJFURSyT+RBKMeXsfe7D5TufAsPiUWl346lufFOq2lrvuLy9iNuL15H83fLawXkVnKvnKWSO6u5WR/wB5HbIVdq63U9W8PeH9GvdQ1jU7XS0gib7J/ZrWbyG9JijiMyE+XNCjnbKqvJLtjysgA214Rrfx4itpotO8NyaLJdy3EULa5qd0WgEN0jmJ473dNvWO4AWVLnyI4gJgXUooHiZ3nrxEoSz3MaudYukvewmAh9RyzDy92MlONJyc3U0vKUo81k3pZL7bD5flGXJ0ptSc1Z/XHGrKXM4+77PSCUnoueLV3bmu9fa4LDT9L02487RbbTII5VlQyJHZWyxoUjjvJ/JS0SV0IBMZS5Xa0ZMkMkbsPOta+J+i6Q9zpsTRXRndnjubNNNt9KuFXy5YhbCykL3PnP5SKZNPV2k+bG1gx8C8T+MfHHimO7XUNTRVLJZSXMTvGklswZ0nspYPtkcYfzothjtp7S4QQF3YEvXMeE9P1G6UaTb6Pd6ldrHunv7W3meaJItjRxMruG2LtBc2iW7TMNzqv7wt8muIqnvQwWHweCVuSnGjQUsRq170pKUZ8yb5eZy6NqL1NqWOUqsqVLDSpQjJLmnT57PmSvCioqCpta3u02vhdkfRGofFnzJFFn4UjTUiIAftLwQWUjzYWVDJMsCiTc5PkthRMjMGliZUHCan4+8Wajq4sLg29hYqiRzv4bhhv5AAFLfK0tvCBFvxmMzwhwFHmIzsmDbeBdW1C1mg1KWDSFlnLx3EtxayyWhXeXeb/SZpkeYohaJ7aNAQuWDqAWalHpuhLcR6D4p0aWS1uLZL2S3SPWghC7XiB0xQEmaQMNk6PgDYylgWHz1fMcwrKtzfW6laN5KVevP2MGra8qUYtXtu5PvdWMalbGQlK6rzi37ntKtKEYrm1VKFJU5cq0b52pctkmrEPiuTxS+oRtaeKIrLT5bOL7NZLpNhpl8tvulfZeSWVrDHfymZ5LjLuGCytDFIildlHSNA1FnuzFfS30NxDEoKDU5nBZiDLNClxGcqQ0bD7O0RAH7ppFGy3qXibQpvJuopr6a/t9iXVncRiwsr9WCkTWhWEyQ4RWUxTLIzMxBdWTbXU2+sXl9avp+lzxaTb4jZ4LZYoYUhuV86CW5eKWFsjcVYqqMpw+AwwPFeKxmJrxWJqype6nfkfK5rl9zm/d2tZWd5La0jm+oxxWJ9q+ZczU4KM5eyu4q6cZTlTk730ldq+mljI1L4W2eqT2h07T9XXzJ1GoXUkun/AGFWaWYiSKOYv+6EJcK1y1s8cYXKSZVovNPE/wCz7cWlxPdDWY5LR52vrWy0jX9NfUIJBG8dwr2zHdPbHaiypCkkkKPMqzL5ikdvHpV9barLYarPquovOjCPzdRuBYu4y6OrMsigsyqoIPzggKAd1Y+vQxaakV3qEYthaCTyW2PPPAxJ8x4Zkij2bXByP+WiErJGVr0KeMxGExFOMYe0hCCg1TcP3t9U1HklLm01bcuttDtVJ0nKpLD0XGm0pRcqcU+XX4adKLalZN+9Jt2adjxTT/CfhSW6mtJ9V8R3D2NsUW3+yWdzIoDxq/mzExTXMMgDZZ5XkBBIDjYrdSvw78LWWnC9srDXtXgJmd49OW4W0ijhWLa8joBEgG4Rsj4jUs3krgKVIvEvhe+vft8fmXtwq+XNLqFs88spU7iUTzSH+fcQ4EiqG2kMhK1RufH8mgSrFZwWsemXMp3NBB9lMJdvNZ2tUl8pTvRQy4556j5T2VsdUr1FKOAxtFKznHng4VErSknGpBa3+GVrtWSu9Dml9WrVJ4ipgoc2lqsacKzhqlrzJ7qWlrtPe25zNvp6pBqWoz6GqPYxK2jXU+r3bBozwU1K0gtJHjf+DKlYwhMjCQjFcvquqRXMan/hDtC1S+cwxTgQtqW0bFdYLme+gjmViFRkmxBGzFRPgEsfbbHV9EYNJA8ci31tPKwtZYSolufLaW1KPdRu0BlTzEilk8uFnljEqx+VGmdpekRw3Nw6Qw2t7PHKFS1uBbRskeYbceUbxvs8oiAV1RZY5FGCzx4x6ss0wSwiq06UZVoyjenPmw9WEY8toy0hom7tqTV3dXurdKoUvZwWHUOaLg6jqUoObk1H3kpX5WrWUlqujRk6J8YBo+k2GmR+BfDdsllbrAIJdHhaSHaSSjmW4V9ykkYKhV+6mUCmioLnwrq3nyebbwSPkZdtQtQxG0bc5dTwuACVBIAOBnFFcyxuXuzdaim7Nq9N2el1du7tbd6/haJKvzO1aolfRaKyutLcmnp5/f8AU9nd3V3dwSXFxNK6xNtLSONnzQ52BSAm7cd4QDeTl8nFcv4isrVfFN1bCFfJsrGOezQlmNpKzM7PbOxMkBdmJfymUPwGBCqAUV+14fXHpPVfVYadPiXQWI0wsmtH+81/7eRveCCyJc3KvIJcEj95IY1JtomJWEsYUYsxLMsYLEkkk19a+H4kh8NaTZxb1t4tDvbuOPzJCVubvyRcTeYzGQySCeUAlzsDkR7ABgor4rLm3jc/bbbVRJPqv3nR/JfcjystSf1htJv2lXVq70lZfctF5Hr2nWNqpihEX7tLWytkRpJWCQRQ+aiLuc7cSEuWHzsSdzNk18h/GrxT4h8LaTf6P4e1a80nTNb1V01WytJAsN6J4oopvNDKx3SxM0bujKzRsULbSRRRXk567YmjL7TrVouXVx9pSXLfe1tLbW0PQof7nHT7OKfztv6+ZY8Pyv4X8C+HrHw9t0e0uNc3Tw2MccIlJV3O9lXeQGxhd21QAqgKAK8S1bxX4iPx98CaU2rXcmm6wt82o2MrLNbXJTTLmRR5UqOkSeZHG5jgESF0VypYZoor3OHoQqVc3VSEZqHDGIqwU4qShV9th17SKkny1LNrnVpWbV9TxMdpRyu2l8bTTtpdckHZ91fWz66n0jrNhaz6tb2ksbSW0j3waFppigAt4HAT95mMbnfiMqMMyn5SRXvXhDRtLHw+8Rz/AGG3aWPTcRO6eYYtssmPLEm4RnMaHcgViVBJJzRRXjZNCEszqc0IythsU1zRTs/qzd1daO+vrqe1S0o07aXqNO2l/ehufLHivVtRHh5yLuUGS9ksW27VH2QTv/o6gKAkZLMzKgXcx3NlgDXx1c6LpVv8W/gZrUWn2y6texeK9PudQaMSXUllLpeo2z24kl3mOMwXVxGBFsKiVthU4IKK48gnNZw2pSTeWZkm+Z3aeDs031TWjXUyrxU61Hmipctahy8yUrf7RT2ve3yPuWPSNNurqJbi0jkCR2rDO5TuZbdyzFWUsd0jkFiSu9guASKPGmqX/hzwVb3eiT/2ddRTTxpcQxwmYRx3JRE8yWORioUlSrEhgTuByclFVmlWpHAz5ak4/vEvdlJactPTR7eR9Bi5OODxDTacaa5Wm01Z6Wa2t0tsfJd/qF5qU5ur+4e8nmnErvcbZRvV7ZgyI4McfLvxGqqVYqRtOK2NW0uwm8S2avax7QLYhE3RIPOkaKQKkZRQjoQCgATKo4UPGjKUV8jWlJYSvZtaS2bX2kcGESqYfDOolNzjSc3NKXO7Qd5XvzO+ut9dT6tu9E0mTwzaWb2Fu9rE3lpbsm6Hy1klARoySsiYVcrIGBwMgkVwSn+y9SbStP8A9EsI5nljt4flVJGtLliUfmVQCibVDhE2jYqgUUV7FBL2GBdldwpXdtXtu+p0S0tb+VHI6lpGnXWvPe3Fss13/YsJM7vKZGO2ZQXO/wDeEB2wX3YJyOea5/RtB0iwntdStLKOK81aLW11GXdLIt0Le7WODfBLI9uvloSqmOJDyc5JJoor3M1hCLw3LCMb043tFK/vUt7LXd7nm13fFUk9V7OGj13i7/f17nE6tiwvruO0SKBIb6FIlSKLCpK6iRMMh3I3mP8AK2VGeAMDHomm2tsyWc3kRLK0nkO0aLFviKqvluIwquoUkKHB2D7uOKKK/Ps5bvU1fwv/ANOROrC6UpeXJby9CbxLBGdW8IKN6h9a0yB/LlljLwyGQSRu0bqzq44IYnIrlriR7n+0lnYyi3n1aCEP82yKC5aOJcnklEJXexMjZO5mNFFdmDS+o4GpZc7x9CLnb3+VyScebezWlr2PRrfDS9Inz5qsEUmpyM6ZKPEFILKcGJ8glSM5wOuf1NZxsbR45ZnhDSShzJuZyjGPcEJiLeVuUdGCA+poor3pylKVfmbdpPdt7KFtzwaj/eTXROVl0Wnb5I6fw+3l2NjLGqI5IyVjRQdkoVDtC7chSVzjJBYEkE56TR7G21P4h6Lp97G01ndeYs8CyzQo4a3nJwYJImRsxxkMjKwKggiiiubDe9USkuZOpFNPVP3qW6ejFRb9pV1f8WK+XJDQwdP1bUTbEG8mYR3N9ChYhmEcF9cQxKWYFmKxoi7mJZsZYliSSiivDxEIfWK/uR/jVfsr+eXkd7lK796W76vv/wABfcf/2Q==" width="227" height="163" alt="Imagen que contiene hierba, exterior, carretera, camino

Descripción generada con confianza muy alta" 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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ELEKTRA</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> (INDUSTRIAL VILLAHERMOSA)</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: Villahermosa, Tabasco </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fecha de Construcción: 2003</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Descripción del Inquilino: 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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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Metros cuadrados rentables: 17,895</span>
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<img 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" width="227" height="147" alt="Imagen que contiene cielo, exterior, suelo, carretera

Descripción generada con confianza muy alta" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
</td>
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<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">HEINEKEN</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: Chimalhuacán, Estado de México </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Descripción del Inquilino: CEDIS de Heineken</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Metros cuadrados rentables: 5,942</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>
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<p style="margin:0pt; text-align:justify">
<img 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" width="227" height="135" alt="Imagen que contiene cielo, exterior, carretera, persona

Descripción generada con confianza muy alta" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
</td>
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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>
</p>
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<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
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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">TERNIUM</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: Naucalpan, Estado de México</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Descripción del Inquilino: Nave Industrial de reciente remodelación </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Metros cuadrados rentables: 7,395</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>
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<p style="margin:0pt; text-align:justify">
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width="227" height="143" alt="Imagen que contiene exterior, edificio

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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">[Sección de página intencionalmente en blanco]</span>
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<br style="page-break-before:always; clear:both" /><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">SEGMENTO 3. INSTITUCIONES EDUCATIVAS</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ANDARES </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">MOTUS</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">CAMPUS</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> NOGALES</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">(ANTES UVM)</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: Nogales, Sonora</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fecha de Construcción: 2006</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Metros cuadrados rentables: 3,995</span>
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width="227" height="121" alt="Imagen que contiene hierba, automóvil, camión, exterior

Descripción generada con confianza alta" style="margin:0pt 9pt; -aw-left-pos:24.35pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:tight; float:left" />
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">COLEGIO CELTA INTERNACIONAL</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">Ubicación: Corregidora, Querétaro</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fecha de Construcción: 2004</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Descripción del Inquilino: 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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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Metros cuadrados rentables: 13,168</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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">COLEGIO MÉXICO NUEVO CAMPUS LA CALMA</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">Ubicación: Zapopan, Jalisco</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">Fecha de Construcción: 2003</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">Descripción del Inquilino: 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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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Metros cuadrados rentables: 10,280</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
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width="227" height="134" alt="Imagen que contiene circuito, electrónica

Descripción generada con confianza muy alta" style="margin:0pt 9pt; -aw-left-pos:26.4pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0.45pt; -aw-wrap-type:tight; float:left" />
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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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">IPETH</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: Puebla, Puebla</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fecha de Construcción: 2012</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Descripción del Inquilino: IPETH, Institución líder en la formación de fisioterapeutas a nivel nacional y más de 3 mil estudiantes.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Metros cuadrados rentables: 3,890</span>
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<img 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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:'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">COLEGIO TECNICO QUERÉTARO</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">Ubicación: Corregidora, Querétaro</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fecha de Construcción: 2005</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Descripción del Inquilino: 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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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Metros cuadrados rentables: 4,076</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
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<img 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width="227" height="138" alt="Imagen que contiene hierba, suelo, edificio, exterior

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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">[Sección de página intencionalmente en blanco]</span>
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<br style="page-break-before:always; clear:both" /><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">SEGMENTO 4.- PROPIEDADES DE OFICINA</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">CORPORATIVO GARZA SADA</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: Aguascalientes, Aguascalientes </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fecha de Construcción: 2014</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Descripción del Inmueble: Muy cerca de las zonas residenciales que albergan a los ejecutivos de las empresas más importantes de la región. Muy bien comunicada con parques industriales, zonas de servicios financieros y administración pública. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Metros cuadrados rentables: 1,8</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">36.</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>
</td>
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<p style="margin:0pt; text-align:justify">
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" width="227" height="163" alt="Imagen que contiene cielo, exterior, valla, edificio

Descripción generada con confianza alta" 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:'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"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">SKY CUMBRES</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: Cancún, Quintana Roo </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">Fecha de Construcción: 2015</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Descripción del Inmueble: Ubicada en una de las zonas residenciales con mayor poder adquisitivo</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Metros cuadrados rentables: 1,</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">659</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
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<img 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width="227" height="125" alt="Imagen que contiene edificio, exterior, árbol

Descripción generada con confianza alta" 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:'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"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">CORPORATIVO BOSQUE REAL</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: Huixquilucan, Estado de México </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fecha de Construcción: 2017</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Descripción del Inmueble: Inmueble está 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 que se está generando en la zona.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Metros cuadrados rentables: </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">3,060</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
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<img 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" width="227" height="147" alt="Imagen que contiene hierba, tarta, árbol

Descripción generada con confianza alta" 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:'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"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">CORPORATIVO BOSQUES DE LAS LOMAS</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: CDMX </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Descripción del inmueble: Inmueble está destinado para el uso corporativo. Importante potencial de plusvalía dada su ubicación y la demanda de la zona. </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">Metros cuadrados rentables: 3,</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">397.</span>
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<img 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" width="227" height="147" alt="Imagen que contiene edificio, exterior, ciudad, árbol

Descripción generada con confianza muy alta" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">CORPORATIVO PERIFÉRICO SUR</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: CDMX </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fecha de Remodelación: 2016</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Descripción del inmueble: Inmueble está destinado para el uso corporativo de distintos grupos. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Metros cuadrados rentables: </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">3,938</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
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<img 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width="227" height="147" alt="Imagen que contiene tarta, edificio, mesa, árbol

Descripción generada con confianza alta" 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:'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"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">CORPORATIVO PERIFÉRICO NORTE</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: Estado de México </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">Descripción del inmueble: Edificio de oficinas, con 4 niveles, ubicado sobre la lateral de periférico, ubicación estratégica.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Metros cuadrados rentables: 3,1</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">74</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"> </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"> </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"> </span>
</p>
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<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"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">CORPORATIVO DOWNTOWN SANTA FE</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ubicación: Ciudad de México </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Descripción: piso de oficinas, ubicación estratégica dentro de una torre de corporativos en Sant fe.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Metros cuadrados rentables: 26</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">0</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"> </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"> </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"> </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"> </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>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:justify">
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" width="227" height="143" alt="Imagen que contiene varios, gente, grande, estacionado

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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Dentro del periodo que compone entre el 1ro de enero 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"> 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"> el fideicomiso no contó con inmuebles en desarrollo.</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">Durante 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">, las oficinas corporativas de FHD que se consideraban como activo fijo pasaron al portafolio de propiedades de inversión por ser arrendadas a un tercero.</span>
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<p style='font-family:Arial;font-size: 8pt'><html>
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<meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" />
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:106.6pt">
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<span style="font-family:'Times New Roman'; font-size:10pt">2023</span>
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<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:106.65pt">
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<span style="font-family:'Times New Roman'; font-size:10pt">2024</span>
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<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:106.65pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">2025</span>
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</tr>
<tr>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:106.6pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Ingresos</span><span style="font-family:'Times New Roman'; font-size:10pt"> (miles de pesos)</span>
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<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:106.6pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">547,952</span>
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</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:106.65pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt">01,177</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:106.65pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">613,281</span>
</p>
</td>
</tr>
<tr>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:106.6pt">
<p style="margin:0pt">
<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>
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</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:106.6pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">306,295</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:106.65pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">306,070</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:106.65pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">291,345</span>
</p>
</td>
</tr>
<tr>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:106.6pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Ocupación</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:106.6pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">94.70%</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:106.65pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">94.10%</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:106.65pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">94.9%</span>
</p>
</td>
</tr>
<tr>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:106.6pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Vencimiento de los contratos (años)</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:106.6pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">4.15</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:106.65pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">4.02</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:106.65pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">4.03</span>
</p>
</td>
</tr>
</table>
<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:10pt">Por parte de los inmuebles que se encuentran gravados hacia alguna entidad financiera por concepto de garantía hipotecaria</span><span style="font-family:'Times New Roman'; font-size:10pt">,</span><span style="font-family:'Times New Roman'; font-size:10pt"> para el ejercicio 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><span style="font-family:'Times New Roman'; font-size:10pt"> los siguientes, los cuales están gravados única y exclusivamente para atender el aforo del crédito sindicado que mantiene en </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">acreditamiento</span><span style="font-family:'Times New Roman'; font-size:10pt"> con FPLUS F/1110</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:358.45pt">
<tr style="height:11.35pt">
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:146.6pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Agricolima</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:95.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Bosque Real</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:95.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Port. Burger King</span>
</p>
</td>
</tr>
<tr style="height:11.35pt">
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:146.6pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Casa Grande</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:95.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Cataviña</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:95.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">CELTIC</span>
</p>
</td>
</tr>
<tr style="height:11.35pt">
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:146.6pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Chichimecos</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:95.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Corp Periférico Sur</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:95.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">CTQ</span>
</p>
</td>
</tr>
<tr style="height:11.35pt">
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:146.6pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Daher</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:95.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Duraznos</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:95.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Hyson</span>
</p>
</td>
</tr>
<tr style="height:11.35pt">
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:146.6pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Industrial Durango</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:95.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Industrial Villahermosa</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:95.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">IPETH</span>
</p>
</td>
</tr>
<tr style="height:11.35pt">
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:146.6pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">La Calma</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:95.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Las Ramblas</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:95.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Los Corales</span>
</p>
</td>
</tr>
<tr style="height:11.35pt">
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:146.6pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Los Mochis</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:95.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Península</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:95.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Periférico Norte</span>
</p>
</td>
</tr>
<tr style="height:11.35pt">
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:146.6pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Chimalhuacán</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:95.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Sky Cumbres</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:95.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">UVM</span>
</p>
</td>
</tr>
<tr style="height:11.35pt">
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:146.6pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Veritiv</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:95.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Vía San </span><span style="font-family:'Times New Roman'; font-size:9pt">Juán</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:95.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
</tr>
</table>
<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>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<img 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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Características generales de la Cartera 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">:</span>
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<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">, el portafolio de Fibra HD estuvo integrado por </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> propiedades estabilizadas que se adquirieron con los recursos de la Oferta Pública Inicial, de la suscripción de derechos preferentes, de las líneas de crédito, y de las Ofertas Públicas de Certificados Bursátiles Fiduciarios</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, todas operando</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> bajo la </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Administración interna de Fibra HD Servicios.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Es una cartera diversificada compuesta por propiedades destinadas al comercio, actividades industriales, educativas y de oficina. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Las</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> propiedades provienen de propietarios que no son parte relacionada de la FIBRA, por lo que ha pasado de una administración </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">semi-profesional</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> a una administración profesional.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El Área Bruta Rentable (ABR) total es de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">291,345</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">m2, registrando un 9</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">89</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% de ocupación sobre la superficie adquirida y pagada.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Las propiedades se encuentran ubicadas en 24 ciudades y 19 estados de la república, predominantemente en el centro, occidente, sureste y norte del territorio nacional. Destacan el Estado de México y la Ciudad de México, que concentran en conjunto un 3</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">% de la ABR.</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>
<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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El componente comercial de la cartera se integra por 1</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> propiedades, con un total de </span><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">44,111</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> m2 de ABR; registrando un 9</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4.4</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% de ocupación sobre la superficie adquirida y pagada.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El componente industrial se integra por 9 propiedades con un total de 94,50</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"> m2 de ABR, registrando un 100% de ocupación.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El componente de instituciones educativas de la cartera se integra por </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> propiedades, con un total de 3</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">5,409</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> m2 de ABR; registrando un 100% de ocupación.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El componente de oficinas de nuestra cartera se integra por </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">7</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> propiedades, con un total de 1</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">7,322</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> m2 de ABR, registrando un </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">60.3</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% de ocupación.</span>
</li>
</ol>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<a name="_Hlk112414100" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Desempeño operativo de la cartera de propiedades</span></a>
</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">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:0.6pt">Tabla 1. Indicadores De Nuestra Cartera</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:0.6pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:0.6pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:0.6pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:451.5pt">
<tr style="height:26.6pt">
<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:0.7pt; padding-top:0.2pt; vertical-align:middle; width:59.6pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; 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:0.7pt; padding-top:0.2pt; vertical-align:middle; width:67.2pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold; color:#1f3763">ABR (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:0.7pt; padding-top:0.2pt; vertical-align:middle; width:74.45pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold; color:#1f3763">Ocupación</span><span style="font-family:'Times New Roman'; font-size:9pt; 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:0.7pt; padding-right:0.7pt; padding-top:0.2pt; vertical-align:middle; width:93.6pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold; color:#1f3763">4T2</span><span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold; color:#1f3763">5</span><span style="font-family:'Times New Roman'; font-size:9pt; 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:0.7pt; padding-right:0.7pt; padding-top:0.2pt; vertical-align:middle; width:90.3pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold; color:#1f3763">4T2</span><span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold; color:#1f3763">4</span><span style="font-family:'Times New Roman'; font-size:9pt; 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:0.7pt; padding-right:0.7pt; padding-top:0.2pt; vertical-align:middle; width:57.8pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold; color:#1f3763">Δ (%)</span>
</p>
</td>
</tr>
<tr style="height:8pt">
<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:0.7pt; padding-top:0.2pt; vertical-align:middle; width:59.6pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; 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:0.2pt; vertical-align:middle; width:67.15pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">144,111</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:0.2pt; vertical-align:middle; width:74.4pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">9</span><span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">4.43</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:0.2pt; vertical-align:middle; width:93.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">204.4</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:0.2pt; vertical-align:middle; width:90.2pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">1</span><span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">96.8</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:0.2pt; vertical-align:middle; width:57.7pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">3.85</span>
</p>
</td>
</tr>
<tr style="height:8.4pt">
<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:0.7pt; vertical-align:middle; width:59.6pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; 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:67.15pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">94,50</span><span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">2</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:74.4pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">100.0</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:93.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">6.0</span><span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763"> 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:90.2pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">5.</span><span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">5</span><span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763"> 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:57.7pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">10.00</span>
</p>
</td>
</tr>
<tr style="height:8.4pt">
<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:0.7pt; vertical-align:middle; width:59.6pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; 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:67.15pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">1</span><span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">7,322</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:74.4pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">60.31</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:93.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">3</span><span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">12</span><span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">.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:90.2pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">323.0</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:57.7pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">-3.41</span>
</p>
</td>
</tr>
<tr style="height:8.4pt">
<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:0.7pt; vertical-align:middle; width:59.6pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; 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:67.15pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">3</span><span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">5,409</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:74.4pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">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:93.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">215.6</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:90.2pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">1</span><span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">96.5</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:57.7pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763">9.73</span>
</p>
</td>
</tr>
<tr style="height:8.4pt">
<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:0.7pt; vertical-align:middle; width:59.6pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; 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:67.15pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold; color:#1f3763">291,345</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:74.4pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold; color:#1f3763">94.</span><span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold; color:#1f3763">89</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:93.5pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; 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:90.2pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; 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:57.7pt">
<p style="margin:0pt 6pt 0pt 0pt; text-align:center; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:9pt; color:#1f3763"> </span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt 5.95pt 0pt 0pt; text-align:justify; line-height:107%; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; letter-spacing:0.6pt; color:#92d050"> </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; letter-spacing:0.6pt">Ocupación y absorción de las propiedades</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:107%; font-size:8pt">
<span style="font-family:'Times New Roman'; font-size:8pt; letter-spacing:-0.05pt; color:#ff0000"> </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; letter-spacing:-0.05pt; color:#262626">El sector comercial e industrial continúan siendo los impulsores de crecimiento de Fibra HD, los cuales generaron el 56.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">90</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">% y el 20.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">81</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">% </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">de los ingresos totales </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">respectivamente.</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; letter-spacing:-0.05pt; color:#262626"> </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; letter-spacing:-0.05pt; color:#262626">La ocupación global del portafolio fue de 94.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">89</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">%, con vencimiento promedio de 4.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">0</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">3</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626"> años. Cerca del </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">39.38</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">% del ABR vence en </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">3</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626"> años o más</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">. </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">5</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">, los activos totales sumaron </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">8,018</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626"> millones de pesos, con un nivel de endeudamiento neto del </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">3</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">6.8</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">%. </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; letter-spacing:-0.05pt; color:#262626"> </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; letter-spacing:-0.05pt; color:#262626">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">5</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">, la renta promedio ponderada en el sector comercial incrementó </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">3.85</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">%, a un precio de Ps.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">204.4</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626"> /m</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">2 ,</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626"> mientras que para el sector industrial se presentó un </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">in</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">cremento </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">del </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">10</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">% en comparación con el 4T2</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">4</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626"> a $</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">6.0</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626"> dólares /m2 esto principalmente por la ponderación de los ingresos del segmento en pesos mexicanos convertidos a dólares a un tipo de cambio promedio del trimestre. El segmento escolar incrementó </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">9.73</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">% con relación al 4T2</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">4</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">, mientras que el sector de oficinas mostró un </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">decremento</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626"> en rentas del </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">-3.41</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.05pt; color:#262626">% comparado contra el mismo periodo del año anterior.</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; letter-spacing:-0.05pt; color:#262626"> </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; letter-spacing:-0.05pt; color:#262626">Al momento, se tienen en comercialización 14,616 m2, principalmente de Punto Chapultepec, Casa Grande, Duraznos y Periférico Norte.</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">
<a name="_Hlk163492832" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Principales indicadores operativos y financieros</span></a>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; float:left; margin:0pt 7.05pt; width:505.5pt">
<tr style="height:19.7pt">
<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:105.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">DE RESULTADOS </span>
</p>
<p style="margin:0pt">
<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:70pt">
<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">D</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:70pt">
<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">D</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:56.5pt">
<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; 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:59pt">
<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><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff"> </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">Dictaminado</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff"> Acumulado</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:56.8pt">
<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">4</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff"> </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">Dictaminado</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff"> Acumulado</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:37.3pt">
<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:16.4pt">
<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:middle; width:105.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Ingresos netos (rentas)</span>
</p>
</td>
<td style="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:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">$153,058</span>
</p>
</td>
<td style="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:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">$155,122</span>
</p>
</td>
<td style="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:56.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">-1.33%</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:59pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">$613,281</span>
</p>
</td>
<td style="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:56.8pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">$601,177</span>
</p>
</td>
<td style="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:37.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">2.01%</span>
</p>
</td>
</tr>
<tr style="height:16.4pt">
<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:middle; width:105.9pt">
<p style="margin:0pt">
<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:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">$110,532</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:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">$142,898</span>
</p>
</td>
<td style="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:56.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">-22.65%</span>
</p>
</td>
<td style="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:59pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">$523,233</span>
</p>
</td>
<td style="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:56.8pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">$553,372</span>
</p>
</td>
<td style="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:37.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">-5.45%</span>
</p>
</td>
</tr>
<tr style="height:16.4pt">
<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:middle; width:105.9pt">
<p style="margin:0pt">
<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:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">72.22%</span>
</p>
</td>
<td style="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:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">92.12%</span>
</p>
</td>
<td style="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:56.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">></span><span style="font-family:'Roboto Light'; font-size:9pt">(</span><span style="font-family:'Roboto Light'; font-size:9pt">100pb</span><span style="font-family:'Roboto Light'; font-size:9pt">)</span>
</p>
</td>
<td style="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:59pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">85.32%</span>
</p>
</td>
<td style="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:56.8pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">92.05%</span>
</p>
</td>
<td style="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:37.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">></span><span style="font-family:'Roboto Light'; font-size:9pt">(</span><span style="font-family:'Roboto Light'; font-size:9pt">100pb</span><span style="font-family:'Roboto Light'; font-size:9pt">)</span>
</p>
</td>
</tr>
<tr style="height:16.4pt">
<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:middle; width:105.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">FFO</span>
</p>
</td>
<td style="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:bottom; width:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt"> </span><span style="font-family:'Roboto Light'; font-size:9pt">-</span><span style="font-family:'Roboto Light'; font-size:9pt">$</span><span style="font-family:'Roboto Light'; font-size:9pt">24,158</span><span style="font-family:'Roboto Light'; font-size:9pt"> </span>
</p>
</td>
<td style="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:bottom; width:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt"> $</span><span style="font-family:'Roboto Light'; font-size:9pt">37,428</span><span style="font-family:'Roboto Light'; font-size:9pt"> </span>
</p>
</td>
<td style="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:bottom; width:56.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">>(</span><span style="font-family:'Roboto Light'; font-size:9pt">100 pb)</span>
</p>
</td>
<td style="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:bottom; width:59pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">115,163</span>
</p>
</td>
<td style="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:bottom; width:56.8pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">1</span><span style="font-family:'Roboto Light'; font-size:9pt">61,703</span>
</p>
</td>
<td style="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:bottom; width:37.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">-</span><span style="font-family:'Roboto Light'; font-size:9pt">28.78</span><span style="font-family:'Roboto Light'; font-size:9pt">%</span>
</p>
</td>
</tr>
<tr style="height:16.4pt">
<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:middle; width:105.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Margen FFO</span>
</p>
</td>
<td style="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:bottom; width:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">-</span><span style="font-family:'Roboto Light'; font-size:9pt">15.8</span><span style="font-family:'Roboto Light'; font-size:9pt">%</span>
</p>
</td>
<td style="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:bottom; width:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">24.13</span><span style="font-family:'Roboto Light'; font-size:9pt">%</span>
</p>
</td>
<td style="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:bottom; width:56.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">>(</span><span style="font-family:'Roboto Light'; font-size:9pt">100</span><span style="font-family:'Roboto Light'; font-size:9pt"> pb</span><span style="font-family:'Roboto Light'; font-size:9pt">)</span>
</p>
</td>
<td style="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:bottom; width:59pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">1</span><span style="font-family:'Roboto Light'; font-size:9pt">8.78</span><span style="font-family:'Roboto Light'; font-size:9pt">%</span>
</p>
</td>
<td style="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:bottom; width:56.8pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">2</span><span style="font-family:'Roboto Light'; font-size:9pt">6.9</span><span style="font-family:'Roboto Light'; font-size:9pt">%</span>
</p>
</td>
<td style="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:bottom; width:37.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">-</span><span style="font-family:'Roboto Light'; font-size:9pt">30</span><span style="font-family:'Roboto Light'; font-size:9pt">.</span><span style="font-family:'Roboto Light'; font-size:9pt">19</span><span style="font-family:'Roboto Light'; font-size:9pt">%</span>
</p>
</td>
</tr>
<tr style="height:16.4pt">
<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:middle; width:105.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">EBITDA</span>
</p>
</td>
<td style="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:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">$97,0</span><span style="font-family:'Roboto Light'; font-size:9pt">30</span>
</p>
</td>
<td style="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:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">$94,012</span>
</p>
</td>
<td style="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:56.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">3.21%</span>
</p>
</td>
<td style="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:59pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">$404,493</span>
</p>
</td>
<td style="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:56.8pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">$395,276</span>
</p>
</td>
<td style="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:37.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">2.33</span><span style="font-family:'Roboto Light'; font-size:9pt">%</span>
</p>
</td>
</tr>
<tr style="height:16.4pt">
<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:middle; width:105.9pt">
<p style="margin:0pt">
<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:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">$1</span><span style="font-family:'Roboto Light'; font-size:9pt">84</span><span style="font-family:'Roboto Light'; font-size:9pt">,</span><span style="font-family:'Roboto Light'; font-size:9pt">345</span>
</p>
</td>
<td style="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:70pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">$385,</span><span style="font-family:'Roboto Light'; font-size:9pt">247</span>
</p>
</td>
<td style="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:56.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">-</span><span style="font-family:'Roboto Light'; font-size:9pt">52.15</span><span style="font-family:'Roboto Light'; font-size:9pt">%</span>
</p>
</td>
<td style="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:59pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">$3</span><span style="font-family:'Roboto Light'; font-size:9pt">92,254</span>
</p>
</td>
<td style="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:56.8pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">$412,982</span>
</p>
</td>
<td style="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:37.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">-5.02%</span>
</p>
</td>
</tr>
</table>
<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>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; float:left; margin:0pt 7.05pt; width:107.66%">
<tr style="height:14.65pt">
<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:37.8%">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">DE BALANCE </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:12.62%">
<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">D</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:14.02%">
<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">D</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:11.24%">
<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-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:14.02%">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">3T2</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-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:10.3%">
<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: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; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8%">
<p style="margin:0pt">
<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:12.62%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">8,0</span><span style="font-family:'Roboto Light'; font-size:9pt">40,248</span>
</p>
</td>
<td style="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:14.02%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">7,</span><span style="font-family:'Roboto Light'; font-size:9pt">584,042</span>
</p>
</td>
<td style="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:11.24%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">6.02</span><span style="font-family:'Roboto Light'; font-size:9pt">%</span>
</p>
</td>
<td style="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:14.02%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">7,758,651</span>
</p>
</td>
<td style="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:10.3%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">3.</span><span style="font-family:'Roboto Light'; font-size:9pt">63</span><span style="font-family:'Roboto Light'; font-size:9pt">%</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; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8%">
<p style="margin:0pt">
<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:12.62%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">6,</span><span style="font-family:'Roboto Light'; font-size:9pt">374</span><span style="font-family:'Roboto Light'; font-size:9pt">,</span><span style="font-family:'Roboto Light'; font-size:9pt">215</span>
</p>
</td>
<td style="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:14.02%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">6,</span><span style="font-family:'Roboto Light'; font-size:9pt">491,266</span>
</p>
</td>
<td style="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:11.24%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">-</span><span style="font-family:'Roboto Light'; font-size:9pt">1.</span><span style="font-family:'Roboto Light'; font-size:9pt">8</span><span style="font-family:'Roboto Light'; font-size:9pt">0</span><span style="font-family:'Roboto Light'; font-size:9pt">%</span>
</p>
</td>
<td style="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:14.02%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">6,326,591</span>
</p>
</td>
<td style="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:10.3%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">0.8</span><span style="font-family:'Roboto Light'; font-size:9pt">%</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; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8%">
<p style="margin:0pt">
<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:12.62%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">2,948,112</span>
</p>
</td>
<td style="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:14.02%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">2,9</span><span style="font-family:'Roboto Light'; font-size:9pt">58,050</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:11.24%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">-0.</span><span style="font-family:'Roboto Light'; font-size:9pt">34</span><span style="font-family:'Roboto Light'; font-size:9pt">%</span>
</p>
</td>
<td style="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:14.02%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">2,954,286</span>
</p>
</td>
<td style="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:10.3%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">-0.21%</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; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8%">
<p style="margin:0pt">
<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:12.62%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">4,7</span><span style="font-family:'Roboto Light'; font-size:9pt">24,500</span>
</p>
</td>
<td style="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:14.02%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">4,</span><span style="font-family:'Roboto Light'; font-size:9pt">332,248</span>
</p>
</td>
<td style="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:11.24%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">9.05</span><span style="font-family:'Roboto Light'; font-size:9pt">%</span>
</p>
</td>
<td style="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:14.02%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">4,540,155</span>
</p>
</td>
<td style="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:10.3%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">4.06</span><span style="font-family:'Roboto Light'; font-size:9pt">%</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; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8%">
<p style="margin:0pt">
<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="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:12.62%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">10.</span><span style="font-family:'Roboto Light'; font-size:9pt">93</span>
</p>
</td>
<td style="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:14.02%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">10.02</span>
</p>
</td>
<td style="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:11.24%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">9.05</span><span style="font-family:'Roboto Light'; font-size:9pt">%</span>
</p>
</td>
<td style="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:14.02%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">10.</span><span style="font-family:'Roboto Light'; font-size:9pt">51</span>
</p>
</td>
<td style="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:10.3%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">4.00</span><span style="font-family:'Roboto Light'; font-size:9pt">%</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; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8%">
<p style="margin:0pt">
<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:12.62%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">3,7</span><span style="font-family:'Roboto Light'; font-size:9pt">15</span><span style="font-family:'Roboto Light'; font-size:9pt">,</span><span style="font-family:'Roboto Light'; font-size:9pt">612</span>
</p>
</td>
<td style="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:14.02%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">3,887,866</span>
</p>
</td>
<td style="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:11.24%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">-</span><span style="font-family:'Roboto Light'; font-size:9pt">4.43</span><span style="font-family:'Roboto Light'; font-size:9pt">%</span>
</p>
</td>
<td style="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:14.02%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">3,630,282</span>
</p>
</td>
<td style="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:10.3%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">2.35</span><span style="font-family:'Roboto Light'; font-size:9pt">%</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; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8%">
<p style="margin:0pt">
<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:12.62%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">8.</span><span style="font-family:'Roboto Light'; font-size:9pt">60</span>
</p>
</td>
<td style="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:14.02%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">9</span><span style="font-family:'Roboto Light'; font-size:9pt">.00</span>
</p>
</td>
<td style="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:11.24%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">-</span><span style="font-family:'Roboto Light'; font-size:9pt">4.43</span><span style="font-family:'Roboto Light'; font-size:9pt">%</span>
</p>
</td>
<td style="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:14.02%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">8.</span><span style="font-family:'Roboto Light'; font-size:9pt">40</span>
</p>
</td>
<td style="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:10.3%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">2.38</span><span style="font-family:'Roboto Light'; font-size:9pt">%</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; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8%">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">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:12.62%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">36.</span><span style="font-family:'Roboto Light'; font-size:9pt">67</span><span style="font-family:'Roboto Light'; font-size:9pt">%</span>
</p>
</td>
<td style="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:14.02%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">39.00</span><span style="font-family:'Roboto Light'; font-size:9pt">%</span>
</p>
</td>
<td style="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:11.24%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">-233pb</span>
</p>
</td>
<td style="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:14.02%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">38.08%</span>
</p>
</td>
<td style="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:10.3%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">-</span><span style="font-family:'Roboto Light'; font-size:9pt">141pb</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; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8%">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Apalancamiento (Activos / Patrimonio)</span>
</p>
</td>
<td style="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:12.62%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">1.70x</span>
</p>
</td>
<td style="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:14.02%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">1.7</span><span style="font-family:'Roboto Light'; font-size:9pt">5</span><span style="font-family:'Roboto Light'; font-size:9pt">x</span>
</p>
</td>
<td style="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:11.24%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">-</span><span style="font-family:'Roboto Light'; font-size:9pt">2.79</span><span style="font-family:'Roboto Light'; font-size:9pt">%</span>
</p>
</td>
<td style="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:14.02%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">1.71x</span>
</p>
</td>
<td style="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:10.3%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">-0.</span><span style="font-family:'Roboto Light'; font-size:9pt">58</span><span style="font-family:'Roboto Light'; font-size:9pt">%</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; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8%">
<p style="margin:0pt">
<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:12.62%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">432,155,640</span>
</p>
</td>
<td style="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:14.02%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">432,</span><span style="font-family:'Roboto Light'; font-size:9pt">155,640 </span>
</p>
</td>
<td style="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:11.24%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">0.0</span><span style="font-family:'Roboto Light'; font-size:9pt">%</span>
</p>
</td>
<td style="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:14.02%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">432,155,640</span>
</p>
</td>
<td style="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:10.3%">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">0.</span><span style="font-family:'Roboto Light'; font-size:9pt">0</span><span style="font-family:'Roboto Light'; font-size:9pt">%</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt">
<span style="font-family:'Roboto Light'; font-size:8pt">*</span><span style="font-family:'Roboto Light'; font-size:8pt">El LTV incluye el pasivo por la prima financiada en la contratación del collar para cubrir la tasa de interés. </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>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; float:left; margin:0pt 7.05pt; width:507.15pt">
<tr style="height:17.9pt">
<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:178.85pt">
<p style="margin:0pt">
<a name="_Hlk148948099" href="#" ><span style="font-family:'Times New Roman'; font-size:12pt; color:#ffffff">OPERATIVOS</span></a>
</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:59.7pt">
<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">5D</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:67.1pt">
<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">4D</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:44.9pt">
<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-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:67.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">3T2</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-right-color:#bfbfbf; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:46.5pt">
<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:14.9pt">
<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:middle; width:178.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">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:59.7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt"> 3</span><span style="font-family:'Roboto Light'; font-size:9pt">6</span><span style="font-family:'Roboto Light'; font-size:9pt"> </span>
</p>
</td>
<td style="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:67.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt"> 41 </span>
</p>
</td>
<td style="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:44.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">-</span><span style="font-family:'Roboto Light'; font-size:9pt">12.20</span><span style="font-family:'Roboto Light'; font-size:9pt">%</span>
</p>
</td>
<td style="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:67.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt"> 39 </span>
</p>
</td>
<td style="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:46.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">-</span><span style="font-family:'Roboto Light'; font-size:9pt">7.69</span><span style="font-family:'Roboto Light'; font-size:9pt">%</span>
</p>
</td>
</tr>
<tr style="height:14.9pt">
<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:middle; width:178.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">ABR total (m</span><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">)</span>
</p>
</td>
<td style="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:59.7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt"> 291,346 </span>
</p>
</td>
<td style="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:67.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt"> 306,070 </span>
</p>
</td>
<td style="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:44.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">-4.81%</span>
</p>
</td>
<td style="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:67.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt"> 293,780 </span>
</p>
</td>
<td style="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:46.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">-0.83%</span>
</p>
</td>
</tr>
<tr style="height:14.9pt">
<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:middle; width:178.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt"> ABR comercial (m</span><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">) </span>
</p>
</td>
<td style="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:59.7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt"> 144,111 </span>
</p>
</td>
<td style="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:67.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt"> 156,893 </span>
</p>
</td>
<td style="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:44.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">-8.15%</span>
</p>
</td>
<td style="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:67.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt"> 146,546 </span>
</p>
</td>
<td style="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:46.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">-1.66%</span>
</p>
</td>
</tr>
<tr style="height:14.9pt">
<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:middle; width:178.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt"> ABR oficinas (m</span><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">) </span>
</p>
</td>
<td style="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:59.7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt"> 17,324 </span>
</p>
</td>
<td style="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:67.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt"> 15,560 </span>
</p>
</td>
<td style="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:44.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">11.34%</span>
</p>
</td>
<td style="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:67.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt"> 17,324 </span>
</p>
</td>
<td style="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:46.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">0.00%</span>
</p>
</td>
</tr>
<tr style="height:14.9pt">
<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:middle; width:178.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt"> ABR industrial (m</span><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">) </span>
</p>
</td>
<td style="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:59.7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt"> 94,501 </span>
</p>
</td>
<td style="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:67.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt"> 94,501 </span>
</p>
</td>
<td style="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:44.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">0.00%</span>
</p>
</td>
<td style="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:67.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt"> 94,501 </span>
</p>
</td>
<td style="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:46.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">0.00%</span>
</p>
</td>
</tr>
<tr style="height:14.9pt">
<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:middle; width:178.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt"> ABR Educativo (m</span><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">) </span>
</p>
</td>
<td style="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:59.7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt"> 35,409 </span>
</p>
</td>
<td style="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:67.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt"> 39,116 </span>
</p>
</td>
<td style="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:44.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">-9.48%</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:67.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt"> 35,409 </span>
</p>
</td>
<td style="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:46.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">0.00%</span>
</p>
</td>
</tr>
<tr style="height:14.9pt">
<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:middle; width:178.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Tasa de ocupación</span>
</p>
</td>
<td style="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:59.7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">94.89%</span>
</p>
</td>
<td style="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:67.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">94.10%</span>
</p>
</td>
<td style="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:44.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">79pb</span>
</p>
</td>
<td style="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:67.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">95.40%</span>
</p>
</td>
<td style="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:46.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">-51pb</span>
</p>
</td>
</tr>
<tr style="height:14.9pt">
<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:middle; width:178.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:9pt">Vigencia promedio contratos (años)</span>
</p>
</td>
<td style="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:59.7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">4.03</span>
</p>
</td>
<td style="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:67.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">4.02</span>
</p>
</td>
<td style="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:44.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">0.2%</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:67.1pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">3.97</span>
</p>
</td>
<td style="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:46.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Roboto Light'; font-size:9pt">1.5%</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt">
<span style="-aw-bookmark-end:_Hlk148948099"></span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt">
<span style="-aw-bookmark-end:_Hlk163492832"></span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:0.6pt; color:#1f3864"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:0.6pt; color:#1f3864"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:0.6pt; color:#1f3864"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:0.6pt; color:#1f3864">Índices de apalancamiento</span>
</p>
<p style="margin:0pt">
<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; widows:0; orphans:0">
<span style="font-family:'Vesta Black'; font-size:11pt; color:#1f3864">1.</span><span style="font:7.0pt 'Times New Roman'">       </span><a name="_Hlk134025600" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt">El índice de Endeudamiento de FIBRA HD al cierre 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">5</span><span style="font-family:'Times New Roman'; font-size:10pt">: LTV=</span><span style="font-family:'Times New Roman'; font-size:10pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt">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><span style="font-family:'Times New Roman'; font-size:10pt">. </span></a>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Vesta Black'; font-size:11pt; color:#1f3864">2.</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt">El Índice de Cobertura de servicio de la Deuda de FIBRA HD 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"> es de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">ICD</span><span style="font-family:'Times New Roman'; font-size:6.67pt; font-style:italic; vertical-align:sub">t</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">75</span><span style="font-family:'Times New Roman'; font-size:10pt">x</span><span style="font-family:'Times New Roman'; font-size:10pt">, </span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:18pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#262626"> </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="-aw-bookmark-end:_Hlk134025600"></span><span style="font-family:'Times New Roman'; font-size:10pt">El Índice de Cobertura de Servicio de la Deuda (ICD) de Fibra HD 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"> es de </span><span style="font-family:'Times New Roman'; font-size:10pt">2.</span><span style="font-family:'Times New Roman'; font-size:10pt">75</span><span style="font-family:'Times New Roman'; font-size:10pt">x</span><span style="font-family:'Times New Roman'; font-size:10pt"> y fue calculado con base en la metodología establecida en la CUE en su Anexo AA, dicho anexo 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>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; 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 0pt 0pt 7.1pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Gracias al refinanciamiento 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"> Fibra HD19, el ICD se encuentra nuevamente en nivel adecuado. A continuación, presentamos el detalle con el cálculo del indicador en comento:</span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-align:justify; line-height:107%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#262626"> </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; 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">
<a name="_Hlk163492906" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:0.6pt; color:#1f3864">Cálculo del ICD</span></a>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:0.6pt; color:#1f3864"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:437.65pt">
<tr style="height:12.8pt">
<td style="background-color:#253356; border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:3pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; padding-top:0.25pt; vertical-align:bottom; width:47.3pt">
<p style="margin:0pt 0pt 8pt; text-align:justify; line-height:107%; widows:0; orphans:0; font-size:10pt">
<a name="_Hlk148951157" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">AL</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:sub; color:#ffffff">0</span></a>
</p>
</td>
<td style="border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:3pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; padding-top:0.25pt; vertical-align:bottom; width:159.4pt">
<p style="margin:0pt 0pt 8pt; text-align:justify; line-height:107%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Activos líquidos al cierre del 4T2</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span>
</p>
</td>
<td style="border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:3pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; padding-top:0.25pt; vertical-align:middle; width:146.9pt">
<p style="margin:0pt 0pt 8pt; text-align:justify; line-height:107%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:3pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:1pt; padding-left:0.25pt; padding-right:0.25pt; padding-top:0.25pt; vertical-align:middle; width:60.55pt">
<p style="margin:0pt 0pt 8pt; text-align:right; line-height:107%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">2</span><span style="font-family:'Times New Roman'; font-size:10pt">55</span><span style="font-family:'Times New Roman'; font-size:10pt">,</span><span style="font-family:'Times New Roman'; font-size:10pt">209,091</span>
</p>
</td>
</tr>
<tr style="height:12.8pt">
<td style="background-color:#253356; border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:3pt; padding-left:3pt; padding-right:3pt; vertical-align:bottom; width:47.3pt">
<p style="margin:0pt 0pt 8pt; text-align:justify; line-height:107%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">IVA</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:sub; color:#ffffff">t</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:3pt; padding-left:3pt; padding-right:3pt; vertical-align:bottom; width:313.3pt">
<p style="margin:0pt 0pt 8pt; text-align:justify; line-height:107%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Impuesto al Valor Agregado (IVA) por recuperar</span>
</p>
</td>
<td style="border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:3pt; padding-left:0.25pt; padding-right:0.25pt; vertical-align:middle; width:60.55pt">
<p style="margin:0pt 0pt 8pt; text-align:right; line-height:107%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">10,080</span><span style="font-family:'Times New Roman'; font-size:10pt">,289</span>
</p>
</td>
</tr>
<tr style="height:12.8pt">
<td style="background-color:#253356; border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; padding-top:0.25pt; vertical-align:bottom; width:47.3pt">
<p style="margin:0pt 0pt 8pt; text-align:justify; line-height:107%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">UO</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:sub; color:#ffffff">t</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; padding-top:0.25pt; vertical-align:bottom; width:313.3pt">
<p style="margin:0pt 0pt 8pt; text-align:justify; line-height:107%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Utilidad Operativa estimada después del pago de distribuciones programadas</span>
</p>
</td>
<td style="border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:1pt; padding-left:0.25pt; padding-right:0.25pt; padding-top:0.25pt; vertical-align:middle; width:60.55pt">
<p style="margin:0pt 0pt 8pt; text-align:right; line-height:107%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">09,552,412</span>
</p>
</td>
</tr>
<tr style="height:12.8pt">
<td style="background-color:#253356; border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; padding-top:0.25pt; vertical-align:bottom; width:47.3pt">
<p style="margin:0pt 0pt 8pt; text-align:justify; line-height:107%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">LR</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:sub; color:#ffffff">0 </span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; padding-top:0.25pt; vertical-align:bottom; width:313.3pt">
<p style="margin:0pt 0pt 8pt; text-align:justify; line-height:107%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Líneas de Crédito Revolventes vigentes, irrevocables y no dispuestas al cierre de 4T24</span>
</p>
</td>
<td style="border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:1pt; padding-left:0.25pt; padding-right:0.25pt; padding-top:0.25pt; vertical-align:middle; width:60.55pt">
<p style="margin:0pt 0pt 8pt; text-align:right; line-height:107%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">0</span>
</p>
</td>
</tr>
<tr style="height:12.8pt">
<td style="background-color:#253356; border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; padding-top:0.25pt; vertical-align:bottom; width:47.3pt">
<p style="margin:0pt 0pt 8pt; text-align:justify; line-height:107%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">I</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:sub; color:#ffffff">t</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; padding-top:0.25pt; vertical-align:bottom; width:313.3pt">
<p style="margin:0pt 0pt 8pt; text-align:justify; line-height:107%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Amortizaciones estimadas de intereses derivadas de financiamientos</span>
</p>
</td>
<td style="border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:1pt; padding-left:0.25pt; padding-right:0.25pt; padding-top:0.25pt; vertical-align:middle; width:60.55pt">
<p style="margin:0pt 0pt 8pt; text-align:right; line-height:107%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">2</span><span style="font-family:'Times New Roman'; font-size:10pt">24,469,170</span>
</p>
</td>
</tr>
<tr style="height:12.8pt">
<td style="background-color:#253356; border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; padding-top:0.25pt; vertical-align:bottom; width:47.3pt">
<p style="margin:0pt 0pt 8pt; text-align:justify; line-height:107%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">P</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:sub; color:#ffffff">t</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; padding-top:0.25pt; vertical-align:bottom; width:313.3pt">
<p style="margin:0pt 0pt 8pt; text-align:justify; line-height:107%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Amortizaciones programadas de principal de financiamientos</span>
</p>
</td>
<td style="border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:1pt; padding-left:0.25pt; padding-right:0.25pt; padding-top:0.25pt; vertical-align:middle; width:60.55pt">
<p style="margin:0pt 0pt 8pt; text-align:right; line-height:107%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">1</span><span style="font-family:'Times New Roman'; font-size:10pt">8,</span><span style="font-family:'Times New Roman'; font-size:10pt">939,208</span>
</p>
</td>
</tr>
<tr style="height:12.8pt">
<td style="background-color:#253356; border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; padding-top:0.25pt; vertical-align:bottom; width:47.3pt">
<p style="margin:0pt 0pt 8pt; text-align:justify; line-height:107%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">K</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:sub; color:#ffffff">t</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; padding-top:0.25pt; vertical-align:bottom; width:313.3pt">
<p style="margin:0pt 0pt 8pt; text-align:justify; line-height:107%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Gastos de capital recurrentes estimados</span>
</p>
</td>
<td style="border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:1pt; padding-left:0.25pt; padding-right:0.25pt; padding-top:0.25pt; vertical-align:middle; width:60.55pt">
<p style="margin:0pt 0pt 8pt; text-align:right; line-height:107%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 3</span><span style="font-family:'Times New Roman'; font-size:10pt">8,094,000</span>
</p>
</td>
</tr>
<tr style="height:12.8pt">
<td style="background-color:#253356; border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; padding-top:0.25pt; vertical-align:bottom; width:47.3pt">
<p style="margin:0pt 0pt 8pt; text-align:justify; line-height:107%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">D</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:sub; color:#ffffff">t</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:sub; color:#ffffff"> </span>
</p>
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<td colspan="2" style="border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; padding-top:0.25pt; vertical-align:bottom; width:313.3pt">
<p style="margin:0pt 0pt 8pt; text-align:justify; line-height:107%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Gastos de desarrollo no discrecionales estimados</span>
</p>
</td>
<td style="border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:1pt; padding-left:0.25pt; padding-right:0.25pt; padding-top:0.25pt; vertical-align:middle; width:60.55pt">
<p style="margin:0pt 0pt 8pt; text-align:right; line-height:107%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> 0 </span>
</p>
</td>
</tr>
<tr style="height:12.8pt">
<td style="background-color:#253356; border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; padding-top:0.25pt; vertical-align:bottom; width:47.3pt">
<p style="margin:0pt 0pt 8pt; text-align:justify; line-height:107%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#ffffff">ICD</span><span style="font-family:'Times New Roman'; font-size:6.67pt; vertical-align:sub; color:#ffffff">t</span>
</p>
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<td colspan="2" style="background-color:#dae0ef; border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; padding-top:0.25pt; vertical-align:bottom; width:313.3pt">
<p style="margin:0pt 0pt 8pt; text-align:justify; line-height:107%; widows:0; orphans:0; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Índice de cobertura de servicio de la deuda</span>
</p>
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<td style="background-color:#dae0ef; border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#ffffff; border-left-style:solid; border-left-width:1pt; border-right-color:#ffffff; border-right-style:solid; border-right-width:1pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:1pt; padding-left:0.25pt; padding-right:0.25pt; padding-top:0.25pt; vertical-align:middle; width:60.55pt">
<p style="margin:0pt 0pt 8pt; text-align:right; line-height:107%; widows:0; orphans:0; font-size:10pt">
<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">2.</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">75</span>
</p>
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<td style="width:54.3pt; border:none">
</td>
<td style="width:166.4pt; border:none">
</td>
<td style="width:153.9pt; border:none">
</td>
<td style="width:62.05pt; border:none">
</td>
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<p style="margin:0pt; text-align:justify">
<span style="-aw-bookmark-end:_Hlk148951157"></span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:0.6pt; color:#1f3864"> </span>
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<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; line-height:150%; widows:0; orphans:0; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="-aw-bookmark-end:_Hlk112414100"></span><span style="-aw-bookmark-end:_Hlk163492906"></span><span style="font-family:'Times New Roman'; font-size:10pt">La Deuda Garantizada de FIBRA HD respecto los Activos Totales al cierre del </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">4T2</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">5</span><span style="font-family:'Times New Roman'; font-size:10pt"> es</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">21.41</span><span style="font-family:'Times New Roman'; font-size:10pt">%.</span>
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<li style="margin:0pt 0pt 0pt 27.6pt; text-indent:0pt; text-align:justify; line-height:150%; widows:0; orphans:0; padding-left:8.4pt; font-family:serif; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Activos Totales no Gravados no menor a 150%.</span><span style="font-family:'Times New Roman'; font-size:10pt"> Los </span><span style="font-family:'Times New Roman'; font-size:10pt">Activos Totales No Gravados de FIBRA HD respecto al monto total de principal de la Deuda No Garantizada al cierre del </span><span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">4T2</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">5</span><span style="font-family:'Times New Roman'; font-size:10pt"> es de</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">22</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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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<a name="_Hlk36030878" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt">Plan de negocios Fibra HD</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">Desde la OPA que hizo Fibra Plus en octubre del 2021, el plan de negocios de Fibra HD ha sido (i) la generación de eficiencias operativas y financieras, (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) la rotación de activos hacia inmuebles estratégicos con mejor rentabilidad y, recientemente (</span><span style="font-family:'Times New Roman'; font-size:10pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt">) el reposicionamiento estratégico como un Fibra 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">Ambos hitos consolidaron la visión de crecimiento de Fibra HD hacia el 2026, centrada en el reposicionamiento del fideicomiso como un vehículo de vocación industrial. Esta estrategia prioriza activos estabilizados con baja exposición al desarrollo, buscando una valuación de mercado competitiva, mayor liquidez y una base de tenedores diversificada que impulse el flujo destinado a dividendos. En este sentido, el 2025 representa un año coyuntural tras el refinanciamiento </span><span style="font-family:'Times New Roman'; font-size:10pt">del crédito sindicado con BBVA iniciado en 2024. Durante enero de 2025, se concretaron dos disposiciones fundamentales para optimizar el perfil financiero: un tramo en moneda nacional por 1,249 millones de pesos y otro en moneda extranjera equivalente a 589.7 millones de pesos, destinados ambos a liquidar la estructura de deuda anterior y fortalecer el flujo de efectivo operativo.</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 par de esta optimización del pasivo, la estructura se mantiene sólida con los Certificados Bursátiles (FIBRAHD 19U), los cuales conservan su saldo insoluto de 1,107.6 millones de pesos y su vencimiento original hasta noviembre de 2029. Bajo este marco de estabilidad financiera alcanzado en 2025, el Consejo Directivo ha impulsado la rotación de activos mediante la creación de la Gerencia de Desinversiones. Esta unidad técnica se enfoca exclusivamente en la ejecución de ventas estratégicas, cuyo capital resultante se destina de forma prioritaria a la reducción del apalancamiento y a la adquisición de nuevas propiedades alineadas al perfil industrial. Con estas acciones, Fibra HD arriba al cierre de 2025</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">con una estructura de capital saneada y un portafolio en transformación, garantizando el cumplimiento de los objetivos planteados para 2026.</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 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 en desinversión sumó 2</span><span style="font-family:'Times New Roman'; font-size:10pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt"> inmuebles, con un ABR de 1</span><span style="font-family:'Times New Roman'; font-size:10pt">53</span><span style="font-family:'Times New Roman'; font-size:10pt"> mil m2 y valor avalúo por 2,</span><span style="font-family:'Times New Roman'; font-size:10pt">501</span><span style="font-family:'Times New Roman'; font-size:10pt"> millones de pesos, del cual, el </span><span style="font-family:'Times New Roman'; font-size:10pt">52</span><span style="font-family:'Times New Roman'; font-size:10pt">% est</span><span style="font-family:'Times New Roman'; font-size:10pt">á</span><span style="font-family:'Times New Roman'; font-size:10pt"> en proceso de negociación, cierre o conclusión de la venta. La tasa de ocupación de este portafolio fue de </span><span style="font-family:'Times New Roman'; font-size:10pt">79</span><span style="font-family:'Times New Roman'; font-size:10pt">%, con un </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"> Rate </span><span style="font-family:'Times New Roman'; font-size:10pt">de </span><span style="font-family:'Times New Roman'; font-size:10pt">8.0</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">Durante 2025, la estrategia de desinversión alcanzó hitos fundamentales con operaciones concluidas que sumaron un total de 324 millones de pesos. Este resultado fue impulsado principalmente por la formalización de las ventas de Barrio Reforma Niza y La Roca, cuyas escrituraciones se concretaron en enero y marzo por 55 millones y 128.5 millones de pesos, respectivamente. Asimismo, el ejercicio cerró con la desincorporación exitosa de las propiedades Sant Antonio, por un monto de 76 millones de pesos, y Sevilla, por 17.1 millones de pesos, consolidando así el avance de la Gerencia de Desinversiones en la depuración del portafolio hacia activos más rentables y alineados con la visión industrial.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En tercer lugar, el Comité Técnico autorizó el reposicionamiento estratégico de Fibra HD, que consiste en una propuesta de valor en donde el fideicomiso se posiciona como una plataforma de inversión en activos industriales bajo la estrategia </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">value-add</span><span style="font-family:'Times New Roman'; font-size:10pt">, que prioriza el flujo de efectivo, administrando propiedades medianas y relativamente pequeñas de jugadores locales, actualmente desatendidas por otros jugadores del mercado, pero con altos </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"> en dólares</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">Como resultado, se espera tener un Fibra con una mejor valuación de mercado, comparable a los Fibras Industriales, con retornos superiores, flujos dolarizados, clientes NNN, escalable y generadora de liquidez, con mayor bursatilidad y tenedores y atractivos dividendos. </span>
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<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
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<span style="-aw-bookmark-end:_Hlk36030878"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Sin perjuicio de los logros obtenidos, el Asesor y Administrado</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">r</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> ha</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">n</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> identificado </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">tres</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> retos principales para seguir avanzando en la dirección de</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">l </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Plan de Negocios en el medi</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ano</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y largo plazo.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Poner en marcha un mecanismo de capitalización recurrente que permita continuar con los procesos de adquisición de inmuebles, logrando con ello una Cartera más diversificada y capaz de generar las economías de escala que se traduzcan en menores costos medios y mejores Distribuciones para nuestros inversionistas.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Avanzar en la optimización operativa de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">l</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">as propiedades, atrayendo mejores inquilinos; posicionando </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">las</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> propiedades en el nicho que mejor corresponda a su vocación comercial y maximizando el potencial que da una mayor escala para atraer mejores clientes y con ello superar la capacidad de </span><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"> inmuebles para generar flujos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El portafolio pendiente de desinversión se compone de 23 activos, con un valor avaluó de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">$2,501 millones de pesos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y una tasa de ocupación del 79%. Al cierre del año, se registraron en negociación 6 propiedades: Agencia Suzuki, los colegios IPETH y La Calma, el portafolio Burger King y Down Town Santa Fe, las cuales suman 648 </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">millones de pesos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:normal; letter-spacing:-0.5pt">Al cierre </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:normal; letter-spacing:-0.5pt">de 202</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:normal; letter-spacing:-0.5pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:normal; letter-spacing:-0.5pt">, Fibra HD mantiene dos litigios en contra de Celtic International School de México, S.C. (en lo sucesivo “Celtic”), derivados de disputas relacionadas con un Colegio, los cuales, por su cuantía tienen un impacto significativo en los ingresos anuales de Fibra HD por la renta que del mismo no se está recibiendo. En cuanto al primer litigio, se ha obtenido sentencia favorable en primera instancia, la cual declaró la rescisión de los contratos de arrendamiento y el pago parcial de las rentas adeudadas a favor de Fibra HD; no </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:normal; letter-spacing:-0.5pt">obstante,</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:normal; letter-spacing:-0.5pt"> lo anterior, se ha interpuesto una apelación para solicitar el pago total de las rentas. Actualmente, la sentencia de dicha apelación se encuentra suspendida, debido a que Celtic presentó una nueva demanda inherente al segundo litigio. En el segundo litigio Celtic demandó que no se realizó una notificación de forma adecuada, notificación referente a una cesión de derechos de cobro relacionada con un crédito y al respecto Fibra HD presentó su contestación a la demanda, sin embargo, dicho segundo litigio se encuentra en una etapa adicional relacionada con una recusación a su vez presentada por Celtic; lo cual ha suspendido el resto del procedimiento</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:normal; letter-spacing:-0.5pt">. Dicho monto de demanda asciende a </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:normal; letter-spacing:-0.5pt">337 </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:normal; letter-spacing:-0.5pt">millones de pesos. </span>
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<span style="font-family:'Calibri Light'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt; color:#1f3763">2.4.1 </span><span style="font-family:'Calibri Light'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Fideicomiso Fibra HD</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El fideicomiso se constituyó conforme a las leyes de la República Mexicana el 17 de diciembre de 2014. La oficina principal del Asesor y Administrador, al cierre 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">, se ubica en Avenida Santa Fe 498, Piso 3, Colonia Santa Fe Cuajimalpa, Cuajimalpa de Morelos, CP 05348.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Con fecha 1 de junio de 2015 se protocolizó el convenio modificatorio y </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">reexpresión</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> del Fideicomiso celebrado entre el Fideicomitente, el Fiduciario y el Representante Común, por virtud del cual acordaron modificar en su totalidad el clausulado y anexos del Fideicomiso Fibra HD.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El 15 de octubre de 2022, Fibra HD anunció a través de evento relevante en la BMV, que el día anterior había concluido la Oferta Pública de Adquisición (OPA) lanzada por Fibra Plus por hasta el 100% de 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"> en circulación de Fibra HD, a una razón de intercambio de 2.50 </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"> de FibraHD15 por cada CBFI de FPLUS16. De acuerdo con lo divulgado por la propia Fibra Plus, el intercambio total fue por 309,974,328 </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"> de Fibra HD, los cuales representan un 70.9% de sus certificados en circulación. </span>
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<a name="_Toc505938702" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">2.4.2. Contrato de Prestación de Servicios de Asesoría, Administración, Representación y Planeación</span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Asesor y Administrador </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">del Fideicomiso </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">será responsable, entre otras cosas</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"> de prestar los servicios de asesoría, administración, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">operación, comercialización, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">representación y planeación, consistentes, entre otros:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) revisar la correcta aplicación de los ingresos y egresos del Fideicomiso, reportando al Comité Técnico las causas de las principales desviaciones presupuestales; (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) ejecutar las funciones de caja y tesorería del Patrimonio del Fideicomiso; (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) elaborar y mantener actualizada la contabilidad del Fideicomiso; y (v) preparar los estados del Fideicomiso para la aprobación del Comité Técnico.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> cualquier</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> licencia, permiso y autorizaci</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ó</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">n que se requieran.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) la gestión </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">y </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) 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; letter-spacing:-0.5pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) el depósito de 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 contenida</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">s</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 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; letter-spacing:-0.5pt">vii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) 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; letter-spacing:-0.5pt">viii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) cumplir y hacer cumplir las disposiciones administrativas, fiscales y demás aplicables en el desarrollo de sus actividades de representación, cobranza y facturación.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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, presupuesto</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">s</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, calendarios, políticas y métodos bajo los cuales se construirán</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"> 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 targets, negociación, auditorias, documentación y cierre; (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) 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; letter-spacing:-0.5pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) 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; letter-spacing:-0.5pt">pro-forma</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, 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 conveniente</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">s</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y recomendar las bases en que deban ser contratados; (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) 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, así como la </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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><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 operación y comercialización de los inmuebles, que incluye: (i) </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Administración de la relación con inquilinos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, llevando a cabo (a) la c</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">obranza de rentas;</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> (b) la </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Administración y remediación de cartera vencida;</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> (c) la r</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">enegociación y actualización de contratos</span><span style="font-family:'Times New Roman'; 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font-size:10pt; letter-spacing:-0.5pt"> Finalmente, (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) el </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Control Administrativo y Contable de las propiedades</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, llevando a cabo (a) l</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">a elaboración de facturas y control administrativo de la cobranza, depósito de renta en específico, control de transacciones y manejo de cheques; </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(b) e</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">laboración de la información contable a nivel de cada propiedad;</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> (c) e</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">laboración del presupuesto anual y gestión </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">de este</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"> (d) s</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">upervisión de personal y contratistas</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y (e) n</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">egociación de contratos de proveedores, así como el pago de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">los mismos</span><span style="font-family:'Times New Roman'; font-size:10pt; 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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Para </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">más información</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> ver la Sección “</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">3.1 Historia y Desarrollo del Administrador de los Activos” - “3.1.1. Actividad Principal</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">”, del presente Reporte Anual.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">2.5.1 </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">Objetivos</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La gestión integral de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">la</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Cartera tiene dos niveles claramente distinguibles:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">a. La administración de la Cartera de propiedades que permita maximizar la rentabilidad para cada nivel de volatilidad y de estructura de capital, y seleccionar de entre estos “vectores” de rendimiento, volatilidad y apalancamiento optimizados</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"> aquél que mejor se acomode al perfil de los inversionistas. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Estas funciones son consideradas como propias e indelegables del Asesor y Administrador.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">b. Por otro lado, se tiene la gestión cotidiana de los Inmuebles relacionados con </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">lo</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">s Activos, que comprende, entre otros la adecuada atención de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">l</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">os Arrendatarios, la oportuna y completa cobranza de las rentas, la ejecución de las políticas de comercialización, el mantenimiento de las propiedades y el cumplimiento de los reglamentos y normas locales necesarias para su adecuado funcionamiento; y en general todas aquellas actividades relacionadas con la operación de los Inmuebles relacionados con </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">l</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">os Activos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Dentro de estas funciones también se considera la preparación de registros contables, elaboración de reportes de gestión y en general la producción de la información necesaria para cumplir con las obligaciones fiscales, de reporte a bolsa, de reporte a los órganos colegiados de Fibra HD y de reporte al Asesor y Administrador.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Como parte de las sinergias esperadas por la consolidación de Fibra HD en la operación de Fibra Plus, se busca aprovechar las economías de escala en la administración y operación de inmuebles, optimizando los recursos humanos y seleccionando un equipo altamente capacitado, con amplia experiencia en el sector, llevando una mejor gestión de los inmuebles al hacerlo de forma interna y que derivará en ahorros significativos y mayor rentabilidad para los tenedores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">A tal fin, el Asesor y Administrador consideró conveniente </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">terminar con el contrato de</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> servicios de gestión de inmuebles </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">que tenía </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">con Colliers</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, con el objetivo de internalizar la operación a través de una contratación directa y eficiente de colaboradores que apoyen en la gestión de los inmuebles.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Para el caso de remoción o sustitución del Administrador del patrimonio del Fideicomiso, o bien, del gestor de negocios, se necesitará una previa recomendación del Comité Técnico a la Asamblea de Tenedores, incluyendo la </span><span style="font-family:'Times New Roman'; font-size:10pt">recomendación de la nueva entidad y personas a quienes se encomendará la realización de funciones del Administrador o gestor de negocios. Adicionalmente, se requerirá la aprobación por mayoría de votos de la Asamblea de Tenedores tanto para la sustitución o remoción del Administrador, como para el nuevo Administrador o gestor del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">La </span><span style="font-family:'Times New Roman'; font-size:10pt">remoción o sustitución del Administrador del patrimonio del Fideicomiso, o bien, del gestor de negocios, puede conllevar un riesgo en la administración, operación, ejecución y cobranza derivada de los Contratos de Arrendamiento y también así de los inmuebles que forman parte del Patrimonio del Fideicomiso, por la curva de aprendizaje inherente del nuevo Administrador, adicional a que deberán revocarse los poderes otorgados a dicho Asesor y Administrador, modificar el Contrato de Gestión Operativa indicando nuevo Asesor y Administrador, previas instrucciones al Fiduciario para otorgamiento de nuevos poderes</span><span style="font-family:'Times New Roman'; font-size:10pt">. </span><span style="font-family:'Times New Roman'; font-size:10pt">O bien, puede mejorar considerablemente las eficiencias si se considera a un gestor con mayor agilidad y experiencia.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Remoción del Administrador. De conformidad con el Contrato de Asesoría y Administración, así como de conformidad con el Fideicomiso, el Asesor y Administrador del Fideicomiso puede ser removido (i) por haber cometido una conducta de destitución o bien (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) por la Asamblea Extraordinaria de Tenedores, haya cometido o no una conducta de destitución. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Una vez que el Administrador deberá informar al Fiduciario y al Representante Común cuando exista una conducta de destitución dentro de 5 días hábiles siguientes a que la conozca. El Fiduciario y/o Representante Común, a partir de que tomen conocimiento de la conducta de destitución deberá inmediatamente convocar a una Asamblea Extraordinaria de Tenedores, en la que el Asesor y Administrador podrá acudir 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 voto. Al actualizarse una conducta de destitución, el Fiduciario dará un aviso de destitución al Asesor y Administrador por escrito, iniciará el procedimiento de sustitución e indicará en dicho aviso la fecha en la que se sustituirá al Asesor y Administrador. El Administrador deberá continuar con sus funciones hasta el día de sustitución, fecha en la cual firmará acta de entrega física y jurídica del cargo, junto con el Fiduciario y el Administrador sustituto y cooperará con ambos para la correcta sustitución del cargo, en caso de que el Administrador no quiera firmar los documentos que se deriven de la sustitución, el Fiduciario podrá hacerlo en sustitución.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">De conformidad con el artículo 10.6, inciso (d) del Fideicomiso, es facultad de los Tenedores remover al Asesor y Administrador de este, mediante una reunión de Asamblea Extraordinaria, </span><span style="font-family:'Times New Roman'; font-size:10pt">cuando se </span><span style="font-family:'Times New Roman'; font-size:10pt">haya llevado a cabo o no una conducta para dicha destitución o remoción </span><span style="font-family:'Times New Roman'; font-size:10pt">y,</span><span style="font-family:'Times New Roman'; font-size:10pt"> por </span><span style="font-family:'Times New Roman'; font-size:10pt">lo </span><span style="font-family:'Times New Roman'; font-size:10pt">tanto</span><span style="font-family:'Times New Roman'; font-size:10pt">,</span><span style="font-family:'Times New Roman'; font-size:10pt"> será también facultad de los Tenedores designar un nuevo Asesor y Administrador en términos del mismo Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Quórum de Instalación para remoción o sustitución del Asesor y Administrador: 75% 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, y para que se apruebe la remoción se requerirá (i) el voto del 51% 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, siempre que el Asesor y Administrador haya</span><span style="font-family:'Times New Roman'; font-size:10pt">n</span><span style="font-family:'Times New Roman'; font-size:10pt"> incurrido en alguna conducta de destitución o remoción, en caso contrario se requerirá el voto del 66% 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. Es facultad del Comité Técnico vigilar que el cargo de Asesor y Administrador no quede acéfalo en ningún momento. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre de diciembre 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 y comité de apoyo estaban integrados como siguen, haciendo hincapié en a que la fecha de este reporte los señores </span><span style="font-family:'Times New Roman'; font-size:10pt">Sergio Alberto Férez Bitar y </span><span style="font-family:'Times New Roman'; font-size:10pt">Eliser</span><span style="font-family:'Times New Roman'; font-size:10pt"> García Macdonel</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">se unieron al comité</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">Comité de Auditoría y Prácticas: </span><span style="font-family:'Times New Roman'; font-size:10pt">Adrián</span><span style="font-family:'Times New Roman'; font-size:10pt"> Urbina Galicia (</span><span style="font-family:'Times New Roman'; font-size:10pt">presidente</span><span style="font-family:'Times New Roman'; font-size:10pt">), </span><span style="font-family:'Times New Roman'; font-size:10pt">Eliser</span><span style="font-family:'Times New Roman'; font-size:10pt"> García Mcdonel y Sergio Alberto Férez Bitar. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Comité de Compensaciones: </span><span style="font-family:'Times New Roman'; font-size:10pt">Eliser</span><span style="font-family:'Times New Roman'; font-size:10pt"> García Mcdonel (</span><span style="font-family:'Times New Roman'; font-size:10pt">presidente</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">Sergio Alberto Férez Bitar</span><span style="font-family:'Times New Roman'; font-size:10pt"> y Adrián Urbina Galicia.</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">Comité de Nominaciones: Sergio Alberto Férez Bitar (</span><span style="font-family:'Times New Roman'; font-size:10pt">presidente</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span><span style="font-family:'Times New Roman'; font-size:10pt">, Adrián Urbina Galicia y </span><span style="font-family:'Times New Roman'; font-size:10pt">Eliser</span><span style="font-family:'Times New Roman'; font-size:10pt"> García Macdonel.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Comité Técnico: </span><span style="font-family:'Times New Roman'; font-size:10pt">Gustavo Felipe Tomé Velásquez (presidente)</span><span style="font-family:'Times New Roman'; font-size:10pt">, Gustavo Adolfo Ramírez Berrueta, Miguel Navarro de la Torre, Rodrigo González Zerbi, Adrián Urbina Galicia, </span><span style="font-family:'Times New Roman'; font-size:10pt">Eliser</span><span style="font-family:'Times New Roman'; font-size:10pt"> García Macdonel y Sergio Alberto Férez Bitar.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Designación: El Fideicomiso de Fundadores tiene derecho a designar el 45% de los miembros no independientes del Comité Técnico, 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"> y suplentes (primeros 5 años), renovable por periodos de 5 años (previo acuerdo de la Asamblea de Tenedores)</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El Comité Técnico tiene la facultad de nombrar a los miembros del Comité de Auditoría y a los miembros del Comité de Prácticas, mediante sesión y posterior Asamblea de Tenedores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">2.5.2 </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">Los Servicios </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">de operación y comercialización del Administrador</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El Asesor y Administrador, actuando como gestor de los inmuebles</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">desempeñará </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">las siguientes actividades relacionadas con la administración de las propiedades y bienes que integran </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">l</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">a Cartera:</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>
<ol type="a" style="margin:0pt; padding-left:0pt">
<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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Administración de la relación con inquilinos</span>
<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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Cobranza de rentas;</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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Administración y remediación de cartera vencida;</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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Renegociación y actualización de contratos;</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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Atención de las necesidades de los inquilinos;</span>
</li>
</ul>
</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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Gestión de Conservación y Mantenimiento</span>
<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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La completa gestión, conservación y actos de mantenimiento que requieran las propiedades en las zonas comunes;</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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Contratación de los servicios de instalación general de las áreas comunes incluyendo, recolección de basura, seguridad, sistema eléctrico, generación de energía de emergencia, iluminación, cuestiones estéticas, fumigación, sistema de agua y sistemas contra incendios; </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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Revisar y mejorar continuamente los alcances, especificaciones y contratación de todos los servicios necesarios para el óptimo funcionamiento de las propiedades.</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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Revisión continua </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">d</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">el estatus que guardan los servicios contratados para las propiedades con que ya cuente Fibra HD;</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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Mejorar los acuerdos de servicio y demás contratos de las propiedades que vayan incorporándose a la Cartera de Fibra HD; </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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Elaboración y seguimiento de programas de mantenimiento preventivo; planificación y metodología de mantenimiento correctivo; apoyo en caso de desastre y análisis continuo de ahorro potencial en agua, suministros, energía entre otros.</span>
</li>
</ul>
</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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Comercialización integral de las propiedades:</span>
<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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Generar reportes y análisis a nivel de cada inquilino en donde se identifiquen y reporten las ganancias en eficiencia potenciales y realizadas, identificando entre otros, derechos de preferencia, opciones de renovación y usos de exclusiones;</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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Establecer, actualizar y ejecutar los planes y procedimientos necesarios para la retención de inquilinos, estableciendo, entre otros, canales cercanos y confiables de comunicación con ellos.</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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Arrendar algunos de los espacios disponibles de los inmuebles. Sin embargo, se seguirán teniendo contratos con </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">brokers</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> externos para apoyar con la comercialización de los espacios disponibles.</span>
</li>
</ul>
</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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Información y Control Administrativo y Contable de las propiedades.</span>
<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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La elaboración de facturas y control administrativo de la cobranza, depósito de renta en específico, control de transacciones y manejo de cheques; </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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Elaboración de la información contable a nivel de cada propiedad;</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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Elaboración del presupuesto anual y gestión </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">de este</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">;</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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Supervisión de personal y contratistas; </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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Negociación de contratos de proveedores, así como el pago de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">estos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">. </span>
</li>
</ul>
</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 0pt 0pt 36pt; text-align:justify; line-height:105%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify; line-height:105%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify; line-height:105%; font-size:10pt">
<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; text-decoration:underline">Cambios en los Comités de Fibra HD</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Derivado de la Oferta Pública de Adquisición concretada en octubre de 2021 por Fibra Plus, aunado a las renuncias de los anteriores miembros del Comité Técnico, con fecha 3 de diciembre de 2021 el Fideicomiso celebró una asamblea ordinaria de tenedores con la finalidad de aprobar la integración del nuevo Comité Técnico, en el que se nombraron </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 </span><span style="font-family:'Times New Roman'; font-size:10pt">4</span><span style="font-family:'Times New Roman'; font-size:10pt"> miembros patrimoniales. Los comités complementarios también fueron reestructurados </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">y actualmente están conformados 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, cada uno. Ningún comité cuenta con miembros suplentes a la fecha.</span><span style="font-family:'Times New Roman'; font-size:10pt"> Dentro del Comité, se consideran como expertos financieros a los Sres. Adrián Urbina Galicia, Gustavo Adolfo Ramírez Berrueta y Rodrigo González Zerbi.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </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 31 de diciembre</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; letter-spacing:-0.5pt"> 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"> el Comité Técnico se consolidaba con los siguientes integrantes</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:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto">
<tr style="height:17pt">
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:145pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Nombramiento</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:166.3pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Propietario </span>
</p>
</td>
</tr>
<tr style="height:17pt">
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:145pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Presidente</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:166.3pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Gustavo Felipe Tomé Velázquez</span>
</p>
</td>
</tr>
<tr style="height:17pt">
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:145pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Miembro</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:166.3pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Gustavo Adolfo Ramírez Berrueta</span>
</p>
</td>
</tr>
<tr style="height:17pt">
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:145pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Miembro</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:166.3pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Miguel Navarro De La Torre</span>
</p>
</td>
</tr>
<tr style="height:17pt">
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:145pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Miembro</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:166.3pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Rodrigo González Zerbi</span>
</p>
</td>
</tr>
<tr style="height:17pt">
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:145pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Miembro Independiente</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:166.3pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Eliser García Macdonel </span>
</p>
</td>
</tr>
<tr style="height:17pt">
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:145pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Miembro Independiente</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:166.3pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Sergio Alberto Férez Bitar</span>
</p>
</td>
</tr>
<tr style="height:17pt">
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:145pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Miembro Independiente</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:166.3pt">
<p style="margin:0pt 0pt 12pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Adrián Urbina Galicia</span>
</p>
</td>
</tr>
</table>
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<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"> e</span><span style="font-family:'Times New Roman'; font-size:10pt">l</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">Comité Técnico est</span><span style="font-family:'Times New Roman'; font-size:10pt">aba</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">integrado por</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"> miembros, de los cuales</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"> </span><span style="font-family:'Times New Roman'; font-size:10pt">califica</span><span style="font-family:'Times New Roman'; font-size:10pt">ban</span><span style="font-family:'Times New Roman'; font-size:10pt"> como independientes. </span><span style="font-family:'Times New Roman'; font-size:10pt">A la fecha de este reporte, d</span><span style="font-family:'Times New Roman'; font-size:10pt">ada la reciente entrada</span><span style="font-family:'Times New Roman'; font-size:10pt"> d</span><span style="font-family:'Times New Roman'; font-size:10pt">e</span><span style="font-family:'Times New Roman'; font-size:10pt"> 2 consejeros, e</span><span style="font-family:'Times New Roman'; font-size:10pt">l Comité</span><span style="font-family:'Times New Roman'; font-size:10pt"> Técnico está compuesto por </span><span style="font-family:'Times New Roman'; font-size:10pt">7 miembros, de los cuales 3 son independientes y son </span><span style="font-family:'Times New Roman'; font-size:10pt">un grupo diverso de profesionales que han sido seleccionados por su capacidad, reputación y conocimientos en la</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">disciplina respectiva. En particular, los Miembros Independientes de nuestro Comité Técnico, conjuntamente tienen conocimientos en economía, mercado de capitales, comercio internacional y administración, que complementan los conocimientos de manejo de inversiones y sector inmobiliario de nuestro Administrador. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">La forma en que se designan, sus funciones y las facultades del Comité Técnico y cada uno de sus miembros se mencionan en la cláusula Décima Primera, numerales 11.01, 11.02, y 11.03 del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(a) Exclusivamente para efectos de la primera Colocación que pretenda realizarse y los actos</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">previos a la misma, el Comité Técnico Inicial, deberá acordar los términos y condiciones de la primera</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">Emisión, su oferta pública y Colocación e instruir al Fiduciario todos los actos necesarios y/o convenientes al</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">efecto, incluyendo la celebración de Convenios de Aportación y Adhesión, los Contratos de Arrendamiento y</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">cualesquiera otros actos, convenios y/o contratos que sean necesarios al efecto.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(b) Previo a la primera Colocación, el Comité Técnico Inicial, podrá autorizar la Emisión de</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">CBF</span><span style="font-family:'Times New Roman'; font-size:10pt">I</span><span style="font-family:'Times New Roman'; font-size:10pt">s</span><span style="font-family:'Times New Roman'; font-size:10pt"> adicionales a aquellos que serán objeto de dicha Colocación, con el objeto de (i) llevar a cabo la</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">suscripción de </span><span style="font-family:'Times New Roman'; font-size:10pt">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 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">) ser entregados como contraprestación 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 </span><span style="font-family:'Times New Roman'; font-size:10pt">que en su momento determine el Comité Técnico o la Asamblea de tenedores, según sea el caso en el entendido que una vez realizada la primera Colocación, la facultad de autorizar cualquier emisión corresponderá a la Asamblea de Tenedores. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(c) Remover al Asesor Contable y Fiscal cuando así lo considere conveniente y,</span><span style="font-family:Arial; font-size:8.5pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">consecuentemente, designar al Asesor Contable y Fiscal sustituto, así como girar la respectiva instrucción al Fiduciario para la contratación </span><span style="font-family:'Times New Roman'; font-size:10pt">de este</span><span style="font-family:'Times New Roman'; font-size:10pt"> con cargo al Patrimonio del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(d) Conocer, analizar y en su caso aprobar las posibles inversiones y adquisiciones por recomendación del Asesor y Administrador que pudieran no cumplir o no cumplan con los Criterios de Elegibilidad, 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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<span style="font-family:'Times New Roman'; font-size:10pt">(e) Aprobar las Inversiones en Activos y Desinversiones 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; en el entendido de que se deberá cumplir con un Período Mínimo de Inversión en todos los casos. Lo anterior, sin perjuicio de lo establecido en el </span><span style="font-family:'Times New Roman'; font-size:10pt">inciso (</span><span style="font-family:'Times New Roman'; font-size:10pt">b) de la Cláusula 10.11 del 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">(f) Aprobar, previa opinión del Comité de Prácticas, las políticas de operación con Personas Relacionadas, así como las operaciones con Personas Relacionadas respecto de las sociedades sobre los cuales el Fideicomiso realice inversiones, del Fideicomitente, así como del Asesor y 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 Asesor y Administrador o por las personas relacionadas con estos, sin que ello afecte el quórum requerido para la instalación del citado </span><span style="font-family:'Times New Roman'; font-size:10pt">Comité Técnico</span><span style="font-family:'Times New Roman'; font-size:10pt">. 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">(g) Asignar a un comité o subcomité, cuya mayoría de integrantes sean Miembros Independientes del Comité Técnico, </span><span style="font-family:'Times New Roman'; font-size:10pt">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 </span><span style="font-family:'Times New Roman'; font-size:10pt">Técnico,</span><span style="font-family:'Times New Roman'; font-size:10pt"> 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">(h) Establecer los términos y condiciones a los que se ajustará el Asesor </span><span style="font-family:'Times New Roman'; font-size:10pt">y </span><span style="font-family:'Times New Roman'; font-size:10pt">Administrador o, en su caso, a quien se encomienden las funciones de administración del patrimonio del Fideicomiso, en el ejercicio de sus facultades de actos de dominio y, en su caso de administración.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(i) </span><span style="font-family:'Times New Roman'; font-size:10pt">Definir las políticas contables aplicables al Fideicomiso </span><span style="font-family:'Times New Roman'; font-size:10pt">y </span><span style="font-family:'Times New Roman'; font-size:10pt">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">G) </span><span style="font-family:'Times New Roman'; font-size:10pt">Aprobar previa opinión del Comité de Auditoría los lineamientos en materia de </span><span style="font-family:'Times New Roman'; font-size:10pt">control y auditoría internos</span><span style="font-family:'Times New Roman'; font-size:10pt"> del Fideicomiso y demás Personas contratadas por el Fiduciario.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(k) Aprobar previa opinión del Comité de Prácticas, la contratación de seguros de responsabilidad para miembros del Comité Técnico y directores relevantes del Asesor y Administrador.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(l) 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">(m) 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">(n) Fijar las políticas de Desinversión del Patrimonio del Fideicomiso, conforme a las cuales se realice la enajenación de los Activos que formen parte </span><span style="font-family:'Times New Roman'; font-size:10pt">de este</span><span style="font-family:'Times New Roman'; font-size:10pt">, para lo cual deberá considerar lo siguiente: </span>
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<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">El Fiduciario previa instrucción del Comité Técnico deberá efectuar la disposición, venta, liquidación o intercambio de aquellos Activos 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 Asesor y 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 Asesor y Administrador. 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 (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">), (</span><span style="font-family:'Times New Roman'; font-size:10pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt">). (v) y (vi) siguientes.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">                </span><span style="font-family:'Times New Roman'; font-size:10pt">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 el inciso (b) de la Cláusula 10.11 de este Fideicomiso. 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</span><span style="font-family:'Times New Roman'; font-size:10pt">,</span><span style="font-family:'Times New Roman'; font-size:10pt"> 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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<span style="font-family:'Times New Roman'; font-size:10pt">(iii)</span><span style="font:7.0pt 'Times New Roman'">              </span><span style="font-family:'Times New Roman'; font-size:10pt">En el caso de nuevos activos</span><span style="font-family:'Times New Roman'; font-size:10pt">,</span><span style="font-family:'Times New Roman'; font-size:10pt"> deberán cumplir con los Criterios de Elegibilidad vigentes y estar en cumplimiento de las políticas de inversión.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(iv)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:10pt">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 Cuarta del presente Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(v)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:10pt">Para el caso de la enajenación de un Activo durante el Período Mínimo de Inversión: (a) se requiere petición de venta presentada por el Asesor y Administrador; (b) se deberá cumplir con la política de desinversión aplicable en general a los Activos del Patrimonio del Fideicomiso; (c) se requerirá voto favorable de la mayoría de los miembros del Comité Técnico; y (d) 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 (vi) siguiente.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(vi)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:10pt">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 (v) y (vi) anteriores corresponda, para manifestar su intención de ejercer el derecho de preferencia a que se refieren los mencionados incisos (v) y (vi), debiendo procederse conforme a las condiciones establecidas por el Comité Técnico. En caso de no existir </span><span style="font-family:'Times New Roman'; font-size:10pt">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. 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>
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<span style="font-family:'Times New Roman'; font-size:10pt">(o) 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>
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<span style="font-family:'Times New Roman'; font-size:10pt">(p) Instruir al Fiduciario para que éste lleve a cabo la compra de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFls</span><span style="font-family:'Times New Roman'; font-size:10pt">, en su caso, previa solicitud del Asesor y Administrador</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(q) Instruir al Fiduciario la revelación de Eventos Relevantes de que tenga conocimiento, entre los cuales se incluyen todos aquellos acuerdos </span><span style="font-family:'Times New Roman'; font-size:10pt">de este</span><span style="font-family:'Times New Roman'; font-size:10pt"> 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 Asesor y Administrador, la revelación de Eventos Relevantes de que tengan conocimiento estos últimos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(r) Instruir al Fiduciario la celebración de los Convenios de Aportación y Adhesión de conformidad con el presente Fideicomiso y la adquisición de cualesquiera Activos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(s) 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 Asesor y Administrador.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(t) Aquellas establecidas en la Cláusula Trigésima Segunda del presente Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(u) 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 de1 Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(v) Establecer el Comité de Auditoría y el Comité de Prácticas a efecto de que los mismos lo auxilien en el desempeño de sus funciones, debiendo integrarlos, a cada uno de ellos, con los Miembros Independientes.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(w) 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 Séptima de este Fideicomiso. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(x) 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 presente Fideicomiso, el cual deberá estar integrado por los Miembros Independientes. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(y) Adicionalmente, el Comité Técnico será responsable de monitorear el cumplimiento de las obligaciones del Asesor y Administrador, de conformidad con lo establecido en este Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">(z) Establecer el Comité de Nominaciones y el Comité de Compensaciones, así como cualesquiera otros comités que sean necesarios para cumplir con los fines del Fideicomiso.</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">aa</span><span style="font-family:'Times New Roman'; font-size:10pt">) Resolver los términos de la Emisión y Colocación de </span><span style="font-family:'Times New Roman'; font-size:10pt">CBF</span><span style="font-family:'Times New Roman'; font-size:10pt">I</span><span style="font-family:'Times New Roman'; font-size:10pt">s</span><span style="font-family:'Times New Roman'; font-size:10pt"> 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 inciso (q) de la Cláusula Décima, sección 10.01 del presente Fideicomiso.</span>
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<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">bb</span><span style="font-family:'Times New Roman'; font-size:10pt">) Llevar a cabo el nombramiento y/o destitución de los Ejecutivos principales del Asesor y administrador, así como a la empresa que se encargue de la administración de las plazas.</span>
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<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">cc</span><span style="font-family:'Times New Roman'; font-size:10pt">) Previa opinión favorable del Comité de Prácticas, instruir al Asesor y Administrador (i) la terminación del Contrato de Gestión Operativa, Comercialización y Mantenimiento en el entendido que la resolución respecto de la terminación </span><span style="font-family:'Times New Roman'; font-size:10pt">de </span><span style="font-family:'Times New Roman'; font-size:10pt">dicho contrato deberá realizarse con base en argumentos por los cuales se acredite la incompetencia del Gestor Operativo 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 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 de un nuevo contrato de prestación de servicios, con la persona y en los términos y con las condiciones que el propio Comité Técnico determine para llevar a cabo la prestación de los servicios objeto del Contrato de Gestión Operativa, Comercialización y Mantenimiento.</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; text-decoration:underline">Comité de Auditoría y</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> Comité de</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> Prácticas</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Nuestro</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">Comité de Auditoría y</span><span style="font-family:'Times New Roman'; font-size:10pt"> también nuestro Comité de</span><span style="font-family:'Times New Roman'; font-size:10pt"> Prácticas está integrado por 3 miembros independientes.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">La forma en que se designan, sus funciones y las facultades del Comité de Auditoría y</span><span style="font-family:'Times New Roman'; font-size:10pt"> Comité de</span><span style="font-family:'Times New Roman'; font-size:10pt"> Prácticas y cada uno de sus miembros se mencionan en la cláusula Décima Primera, numerales 11.04, y 11.05 del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Miembro del Comité de Auditoría y Práct</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">ic</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">as</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Tipo de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">consejero</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Eliser García Macdonel</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Independiente</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Sergio Alberto Férez Bitar</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Independiente</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Adrián Urbina Galicia</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Independiente (</span><span style="font-family:'Times New Roman'; font-size:10pt">presidente</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:9.5pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:9.5pt; font-weight:bold"> </span>
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<span style="font-family:'Times New Roman'; font-size:9.5pt; font-weight:bold; text-decoration:underline">Facultades del Comité de Auditoría</span>
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<span style="font-family:'Times New Roman'; font-size:9.5pt">(a) 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>
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<span style="font-family:'Times New Roman'; font-size:9.5pt">(b) Discutir los estados financieros relativos al Fideicomiso </span><span style="font-family:Arial; font-size:8.5pt">y </span><span style="font-family:'Times New Roman'; font-size:9.5pt">al Patrimonio del Fideicomiso con las personas encargadas de su elaboración y revisión, </span><span style="font-family:Arial; font-size:8.5pt">y </span><span style="font-family:'Times New Roman'; font-size:9.5pt">con base en ello recomendar o no al Comité Técnico su a probación.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9.5pt">(c) Informar al Comité Técnico la situación que guarda el sistema de </span><span style="font-family:'Times New Roman'; font-size:9.5pt">control y auditoría internos</span><span style="font-family:'Times New Roman'; font-size:9.5pt"> del Fideicomiso, del Patrimonio del Fideicomiso, del Asesor y Administrador y de las personas morales que éstos controlen, incluyendo las irregularidades que, en su caso, detecte.</span>
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<span style="font-family:'Times New Roman'; font-size:9.5pt">(d) Solicitar la opinión del Asesor y Administrador y/o de expertos independientes en los casos en que lo juzgue conveniente, para el adecuado desempeño de sus funciones.</span>
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<span style="font-family:'Times New Roman'; font-size:9.5pt">(e) Requerir al Asesor </span><span style="font-family:Arial; font-size:8.5pt">y </span><span style="font-family:'Times New Roman'; font-size:9.5pt">Administrador </span><span style="font-family:Arial; font-size:8.5pt">y </span><span style="font-family:'Times New Roman'; font-size:9.5pt">al Fiduciario y 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 </span><span style="font-family:Arial; font-size:8.5pt">y </span><span style="font-family:'Times New Roman'; font-size:9.5pt">de cualquier otro tipo que estime necesaria para el ejercicio de sus funciones.</span>
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<span style="font-family:'Times New Roman'; font-size:9.5pt">(f) 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:9.5pt">control y auditoría internos</span><span style="font-family:'Times New Roman'; font-size:9.5pt"> y registro contable del Asesor y Administrador y/o el 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>
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<span style="font-family:'Times New Roman'; font-size:9.5pt">(g) 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>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9.5pt">(h) Llevar a cabo reuniones periódicas con los directivos relevantes del Asesor y Administrador, del Representante Común y del Fiduciario.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9.5pt">(i) 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>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9.5pt">(j) Convocar a Asambleas de Tenedores y solicitar que se inserten en el orden del día de dichas asambleas los puntos que estime pertinentes </span>
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<span style="font-family:'Times New Roman'; font-size:9.5pt">(k) Vigilar que el Asesor y 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 o el referido Comité.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9.5pt">(1) Vigilar que se establezcan mecanismos y controles internos que permitan verificar que los</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9.5pt">actos y operaciones del Fiduciario, del Representante Común y del Asesor y Administrador, se apeguen a la</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9.5pt">Legislación Aplicable y los actos y convenios celebrados con los mismos, así como implementar metodologías que posibiliten revisar el cumplimiento de lo anterior.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">(m) </span><span style="font-family:'Times New Roman'; font-size:9.5pt">Los miembros del Comité de Auditoría durarán en su cargo por lo menos (un) año y deberán ser ratificados o removidos anualmente por el Comité Técnico.</span>
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<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:9.5pt; font-weight:bold; text-decoration:underline">Facultades del Comité de Prácticas:</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9.5pt">(a) Dar su opinión al Comité Técnico respecto de transacciones con Personas Relacionadas y con Personas integrantes del Fideicomiso de Fundadores.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9.5pt">(b) Dar su opinión al Comité Técnico respecto del valor de las transacciones realizadas en ejercicio de las facultades del Comité Técnico.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9.5pt; font-weight:normal">(c) Presentar al Comité Técnico su opinión con respecto los estudios de mercado relativos </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">al</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:9.5pt; font-weight:normal">sector al que pertenecen los Activos del Patrimonio del Fideicomiso, efectuando las recomendaciones que</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:9.5pt; font-weight:normal">considere pertinentes </span>
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<span style="font-family:'Times New Roman'; font-size:9.5pt">(d) Recomendar al Comité Técnico solicite al Asesor y Administrador, al Representante Común y/o al Fiduciario los informes que considere necesarios a efecto de cumplir con sus funciones.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9.5pt">(e) Asesorar al Comité Técnico respecto del ejercicio de facultades atribuidas al mismo por el presente Fideicomiso.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9.5pt">(f) Solicitar la opinión del Asesor </span><span style="font-family:Arial; font-size:8.5pt">y </span><span style="font-family:'Times New Roman'; font-size:9.5pt">Administrador y/o de expertos independientes en los casos en que lo juzgue conveniente, para el adecuado desempeño de sus funciones.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9.5pt">(g) Dar su opinión al Comité Técnico </span><span style="font-family:Arial; font-size:8.5pt">y </span><span style="font-family:'Times New Roman'; font-size:9.5pt">recomendar con el voto favorable de la mayoría de sus miembros, la terminación del Contrato de Gestión Operativa, Comercialización </span><span style="font-family:Arial; font-size:8.5pt">y </span><span style="font-family:'Times New Roman'; font-size:9.5pt">Mantenimiento, en el </span><span style="font-family:'Times New Roman'; font-size:10pt">entendido que la resolución respecto de la terminación </span><span style="font-family:'Times New Roman'; font-size:10pt">de </span><span style="font-family:'Times New Roman'; font-size:10pt">dicho contrato deberá realizarse con base en</span><span style="font-family:'Times New Roman'; font-size:9.5pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">argumentos por los cuales se acredite la incompetencia del Gestor Operativo a tal grado que su desempeño se</span><span style="font-family:'Times New Roman'; font-size:9.5pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">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:'Times New Roman'; font-size:10pt">(h) Los miembros del Comité de Practicas durarán en su cargo por lo menos (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">(i) Todas las demás conferidas al mismo por el presente Fideicomiso y que se señalen en otras cláusulas.</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; text-decoration:underline">Comité de Nominaciones</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Nuestro</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">Comité de Nominaciones está integrado por 3 consejeros 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 forma en que se designan, sus funciones y las facultades del Comité de Nominaciones y cada uno de sus miembros se mencionan en la cláusula Décima Primera, numeral 11.06 del Fideicomiso</span><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Miembro del Comité de Nominaciones</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Tipo de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">consejero</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Eliser García Macdonel</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:119.6pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Independiente</span>
</p>
</td>
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<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:115.35pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Sergio Alberto Férez Bitar</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:119.6pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Independiente (</span><span style="font-family:'Times New Roman'; font-size:10pt">presidente</span><span style="font-family:'Times New Roman'; font-size:10pt">) </span>
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<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:115.35pt">
<p style="margin:0pt; text-indent:-36pt; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Adrián Urbina Galicia</span>
</p>
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<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:119.6pt">
<p style="margin:0pt; text-indent:-36pt; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Independiente</span>
</p>
</td>
</tr>
</table>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Facultades del Comité de Nominaciones.</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">(a) Efectuar la búsqueda, análisis </span><span style="font-family:Arial; font-size:9pt">y </span><span style="font-family:'Times New Roman'; font-size:10pt">evaluación de candidatos para su elección o designación como Miembros Independientes del Comité Técnico.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(b) 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 caso a las personas que deban ser sustituidos como Miembros Independientes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(c) Controlar y revisar todo asunto relacionado con la independencia de los Miembros Independientes del Comité Técnico o que implique potenciales conflictos de intereses.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(d) 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; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(e) Previa opinión del Comité de Auditoría presentar a consideración de la Asamblea de Tenedores, la remoción de miembros del Comité Técnico.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9.5pt">(t) </span><span style="font-family:'Times New Roman'; font-size:10pt">Proponer acerca de la designación y destitución de los funcionarios de primero </span><span style="font-family:Arial; font-size:9pt">y </span><span style="font-family:'Times New Roman'; font-size:10pt">segundo nivel del Asesor y Administrador</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(g) 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">(h) Las demás que le asigne la Asamblea de Tenedores o el Comité Técnico.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">EI Comité de Nominaciones sustentará sus nominaciones acreditando, a satisfacción de la Asamblea de Tenedores, la independencia, experiencia, capacidad y prestigio profesional de los candidatos, 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 que entren en conflicto con los intereses 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; 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">Comité de Compensaciones</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Nuestro</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">Comité de Compensaciones está integrado por 3 miembros independientes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">La forma en que se designan, sus funciones y las facultades del Comité de Compensaciones y cada uno de sus miembros se mencionan en la cláusula Décima Primera, numeral 11.07 del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto">
<tr>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Miembro del Comité de Compensaciones</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:116.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Tipo de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">consejero</span>
</p>
</td>
</tr>
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<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:115.35pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Eliser García Macdonel</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:116.75pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Independiente (</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>
</td>
</tr>
<tr style="height:8.1pt">
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:115.35pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Sergio Alberto Férez Bitar</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:116.75pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Independiente</span>
</p>
</td>
</tr>
<tr style="height:4pt">
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:115.35pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Adrián Urbina Galicia</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:116.75pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Independiente</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Facultades del Comité de Compensaciones:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(a) Efectuar la búsqueda, análisis y evaluación de candidatos para su elección o designación como Ejecutivos. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(b) 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.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">(c) Proponer a la Asamblea de Tenedores el esquema de incentivo a Ejecutivos pagadero en </span><span style="font-family:'Times New Roman'; font-size:10pt">CBFls</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">(e) 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; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<a name="_Toc505938709" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">2.5.</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">. De la Exclusividad</span></a><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La administración, operación y comercialización de los inmuebles es llevada a cabo por el Asesor y Administrador del Fideicomiso. No obstante, si en el futuro </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">el Asesor y Administrador</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> buscaran contratar a un externo para la gestión de los inmuebles, no existiría</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> la obligación de contratar de manera exclusiva a </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">un Gestor</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> ni </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">el Gestor</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> t</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">endría</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> la obligación de prestar servicios de manera exclusiva al Asesor y Administrador.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<a name="_Hlk36054682" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic">Autorizaciones de la Asamblea.</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; font-weight:bold">Plan de remediación de ICD</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">En Asamblea de Tenedores celebrada el 19 de abril de 2022, </span><span style="-aw-bookmark-end:_Hlk36054682"></span><span style="font-family:'Times New Roman'; font-size:10pt">se aprobó el plan de remediación para subsanar el ICD conforme al Anexo AA, ya que, al cierre del 2022 y 1T23, este se encontraba por debajo del mínimo necesario.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">Dicho plan de remediación 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><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">Aprobación para la contratación de deuda para subsanar el ICD</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">En Asamblea celebrada el 5 de agosto del 2022, se autorizó para Fideicomiso para contratar una línea de crédito por un monto de hasta 4,500 millones, la cual se usaría para refinanciar los certificados bursátiles que vencían en noviembre de 2022, con clave de pizarra “Fibra HD 19”.</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">Fibra HD dispondría lo necesario para refinanciar los certificados bursátiles, por 1,388 millones y </span><span style="font-family:'Times New Roman'; font-size:10pt">la línea</span><span style="font-family:'Times New Roman'; font-size:10pt"> de crédito que tenía con BBVA, por 500 millones, así como la parte proporcional de los gastos relacionados con la operación. En la contratación de dicho crédito, Fibra Plus participaría como coacreditado y codeudor con Fibra HD.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">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">
<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:10pt">En Asamblea celebrada </span><span style="font-family:'Times New Roman'; font-size:10pt">el 2</span><span style="font-family:'Times New Roman'; font-size:10pt">9</span><span style="font-family:'Times New Roman'; font-size:10pt"> 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">, no hubo</span><span style="font-family:'Times New Roman'; font-size:10pt"> eventos significat</span><span style="font-family:'Times New Roman'; font-size:10pt">ivos, diferentes a los propios de cumplimiento anual,</span><span style="font-family:'Times New Roman'; font-size:10pt"> que aprobar</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>
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<a name="_Toc505938711" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">2.6.1. Contraprestación derivada </span></a><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">por la administración y operación de los inmuebles</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Como parte de la nueva estrategia y visión de negocios de Fibra HD, alineadas a la visión de negocios de Fibra Plus, durante el 4T21 se optó por cancelar el contrato de prestación de servicios que se tenía con Colliers, pasando la gestión de los inmuebles directamente al Asesor y Administrador del Fideicomiso, quien internalizó la operación y comercialización de los activos. En tal sentido, Fibra HD dejó de pagar la comisión por administración que anteriormente erogaba a Colliers (entre el 3.0% y 3.8% del ION o NOI más el impuesto al valor agregado), realizando la contratación directa del personal que ejecutará los mismos fines. Dicha estrategia de negocio generó ahorros por alrededor del 33% de los gastos totales de Fibra HD.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Como parte de la transición hacia una administración interna, hasta el 31 de marzo de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">2</span><span style="font-family:'Times New Roman'; font-size:10pt"> se estuvo trabajado en un formato híbrido de gestión, en donde los inmuebles ya entregados por Colliers fueron operados por la Administración interna del Asesor, con el personal directamente contratado, mientras que para los inmuebles no entregados en la transición se pagó la comisión correspondiente.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Desde el 1 de abril de 2022, el Asesor y Administrador del Fideicomiso es el único gestor de los inmuebles, y el Fideicomiso reembolsa de forma mensual el monto correspondiente a la nueva nómina del personal contratado.</span>
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<a name="_Hlk99372906" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt">Al 31 de diciembre de 2021, 2020 y 2019, los gastos generados por el contrato con Colliers fueron de $</span><span style="font-family:'Times New Roman'; font-size:10pt">36,433,180,</span><span style="font-family:'Times New Roman'; font-size:10pt"> $121,010,946 y $101,477,681, respectivamente. </span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt">Todos los gastos incurridos por la subsidiaria incluyendo, de manera enunciativa, gastos operativos, gastos generales y aquellos impuestos que deriven de sus ingresos deberán de ser reembolsados por el Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Podrían surgir conflictos de interés con el Asesor y Administrador. Específicamente, ciertos miembros no independientes del Comité Técnico del Fideicomiso representan los intereses de los principales tenedores del Fideicomiso. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">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</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">del Fideicomitente, así como del Asesor y 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 Asesor y 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, las operaciones deberán realizarse a precio de mercado.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El Fideicomiso no puede asegurar que su política de resolución de conflictos de intereses podrá eliminar por completo la influencia de los conflictos citados. En caso de no ser exitosa dicha política, se podrían tomar decisiones que podrían no reflejar por completo los intereses de todos los Tenedores.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline; letter-spacing:-0.5pt">Contratación de créditos</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline; letter-spacing:-0.5pt"> en </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline; letter-spacing:-0.5pt">coacreditamiento</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline; letter-spacing:-0.5pt"> con parte relacionada.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El pasado 20 de diciembre del 2024, Fibra HD, en </span><span style="font-family:'Times New Roman'; font-size:10pt">co-acreditamiento</span><span style="font-family:'Times New Roman'; font-size:10pt"> con Fibra Plus, firmaron un crédito sindicado por hasta Ps.3,150 millones con BBVA México, Sociedad Anónima, Institución de Banca Múltiple, Grupo Financiero BBVA México, actuando como banco agente. Los bancos acreditantes fueron: (i) Banco Nacional de Comercio Exterior, Sociedad Nacional de Crédito, Institución de Banca de Desarrollo (BANCOMEXT); (</span><span style="font-family:'Times New Roman'; font-size:10pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt">) Banco Multiva, S.A. Institución de Banca Múltiple; (</span><span style="font-family:'Times New Roman'; font-size:10pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt">) Banco del Bajío, S.A. Institución de Banca Múltiple y (</span><span style="font-family:'Times New Roman'; font-size:10pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt">) 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">Las principales características de dicho crédito son las siguientes:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">• Monto: hasta Ps.3,150 millones</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">• Plazo: 5 años</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">• Garantía inmobiliaria: 1.5 a 1</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">• Tasa de interés determinable conforme al nivel del LTV.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Al cierre de diciembre de 2025, el perfil de endeudamiento de Fibra HD presenta un saldo insoluto de 2,948 millones de pesos. Esta estructura de pasivos se divide en tres componentes principales, derivado de las estrategias de refinanciamiento y las emisiones de deuda en el mercado:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En primer lugar, se encuentra un tramo del crédito sindicado por un monto de 1,249 millones de pesos. Este capital fue obtenido mediante dos disposiciones realizadas en enero de 2025, destinadas específicamente a optimizar y liquidar el financiamiento anterior con BBVA.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Como segundo componente, se integra la parte denominada en moneda extranjera del mismo crédito sindicado, la cual asciende a 589.7 millones de pesos (dispuestos originalmente en dólares). Al igual que el tramo anterior, este financiamiento se concretó en enero de 2025 bajo el marco del refinanciamiento integral con el grupo bancario.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Finalmente, la estructura se completa con los Certificados Bursátiles (</span><span style="font-family:'Times New Roman'; font-size:10pt">Cebures</span><span style="font-family:'Times New Roman'; font-size:10pt">) identificados con la clave de pizarra Fibra HD 19U. Estos títulos, colocados en noviembre de 2019, mantienen un saldo insoluto de 1,107.6 millones de pesos y conservan su vencimiento original estipulado para el 15 de noviembre de 2029.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Asimismo, se informa que el Fideicomiso ha entregado en forma completa y oportuna desde su constitución, lo reportes que la legislación mexicana le requiere en forma completa y oportuna en los últimos 3 ejercicios.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Para más información sobre el endeudamiento de Fibra HD, ver “Sección Historia y Desarrollo del Fideicomiso - Contratación de Créditos”.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El Auditor Externo del Fideicomiso es Galaz, Yamazaki, Ruiz Urquiza, S.C. miembro de Deloitte Touche </span><span style="font-family:'Times New Roman'; font-size:10pt">Tohmatsu</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">Limited</span><span style="font-family:'Times New Roman'; font-size:10pt">. No obstante, lo anterior, 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 a el Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">El principal objetivo del Auditor Externo es</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">auditar conforme a las Normas Internacionales de Auditoría</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">(las “NIAs”) los Estados Financieros del Fideicomiso, que comprenden el estado 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">, el estado de resultados, el estado de cambios en el patrimonio y el estado de flujos de efectivo correspondientes al ejercicio terminado en dicha fecha y un resumen de las políticas contables significativas y otra información explicativa (los “Estados Financieros”) y tendrá, entre otras, la obligación de elaborar y presentar dentro de los primeros 120 (ciento veinte) Días Hábiles de cada año los Estados Financieros auditados del año inmediato anterior, así como la opinión del Auditor Externo al Fiduciario, al Asesor y Administrador, al Representante Común y al Comité de Auditoría para su presentación y aprobación a la Asamblea Anual de Tenedores.</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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<a name="_Hlk99368833" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">No existen terceros obligados con nuestro Fideicomiso o con 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">, tales como avalistas, garantes, contrapartes en operaciones financieras derivadas o de cobertura o apoyos crediticios.</span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En relación con la Estructura del Fideicomiso, ver “2. El Fideicomiso – 2.12. Estructura del Fideicomiso” en el presente Reporte Anual.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En cuanto a los principales Tenedores, conviene apuntar que el </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">70.9% de 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"> en circulación pertenecen a Fibra Plus (FPLUS16), gracias a la OPA, el cual corresponde al porcentaje de inversionistas que aceptaron el intercambio de </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"> de Fibra HD15 por </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"> FPLUS16, a un factor de intercambio final de 2.5x (</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"> de FibraHD15 por cada CBFI de FPLUS16). Con las adquisiciones de </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"> que ha hecho Fibra Plus posteriores a la OPA, se estima que </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">a fecha de este reporte se</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> consolida el </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">95.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">7% de 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"> en circulación.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Estructura del Fideicomiso</span><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; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Estructura del Administrador</span>
</p>
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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; letter-spacing:-0.5pt">1.- </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Alejandro Raúl Blasco Ruíz</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">director general</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, más de 35 años de experiencia </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">Ha desempeñado cargos directivos, destacando los siguientes: director de Relación con Inversionistas en Banco Nacional de Obras y Servicios Públicos, S.N.C. (BANOBRAS), director ejecutivo de Banca Empresarial en el Banco Nacional de Comercio Exterior, S.N.C., así como director 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; letter-spacing:-0.5pt">Development</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Bank. 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; letter-spacing:-0.5pt">Trademex</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">Moymen</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">Focir</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, Banrural e Intermex (filial de la banca de desarrollo de México en el Reino Unido).</span>
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<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; letter-spacing:-0.5pt">2- Mauricio Carrillo</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">subdirector</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de Operaciones, más de 24 años de experiencia</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El Sr. Carrillo cuenta con más de 24 años de experiencia en operación y administración de bienes raíces, particularmente </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Retail</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">. Se desempeñó como director de Operaciones de Bene </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Immobiles</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> en donde operaba y administraba departamentos y oficinas. También fungió como director de Portafolio de Fibra Uno en donde era responsable de administrar y comercializar 15 centros comerciales y 21 edificios corporativos. Previamente, el Sr. Carrillo se desempeñó en cargos como: Gerente de Operaciones de “La Parisina”; director regional de Operaciones de “Nutrisa / Herdez” y como director regional de Operaciones de “Blockbuster de México”</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:'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; font-weight:bold; letter-spacing:-0.5pt">3- Armelia Verónica Reyes Morelos</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">subdirector</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de Finanzas, más de 11 años de experiencia. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Armelia cuenta con las licenciaturas 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; letter-spacing:-0.5pt">Signum</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">Research</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> desde julio del 2014 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 octubre de 2021, Armelia se integró al equipo de Fibra HD como como encargada de la Relación con Inversionistas en octubre de 2021 y en 2023 asumió la Subdirección de Finanzas. </span>
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<p style="margin:0pt 0pt 5pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">4- Amparo Monsserrat Gutiérrez Calvo</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, Gerente Jurídico, más de 10 años de experiencia.</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">Es egresada de la Facultad de Derecho de la Universidad Autónoma del Estado de México y cuenta con una especialidad en Derecho Corporativo por la Universidad </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">LaSalle</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de México. Cuenta con 5 años de experiencia en el sector corporativo, financiero y bursátil participando en estructuraciones legales de inversiones como fideicomisos, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">limited</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">partnership</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">joint</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">-ventures enfocados principalmente en Real Estate y Private </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Equity</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">A continuación, se presentan algunos </span><a name="_Hlk99367662" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">indicadores de mercado respecto al desempeño de 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"> con la clave de pizarra FIBRAHD 15 durante los años </span></a><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">2018 a 2024 </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">tales como el precio de cierre mensual, el precio promedio mensual, el Market </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Cap</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> promedio mensual, el volumen operado promedio diario y total del año, las distribuciones mensuales por CBFI y acumuladas del año, el </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Dividend</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">Yield</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> sobre el precio promedio ponderado del mes, así como el valor razonable de las propiedades de inversión.</span>
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<span style="font-family:'Roboto Light'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Anual</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:'Roboto Light'; font-size:10pt; font-weight:bold; color:#ffffff">Año</span>
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<span style="font-family:'Roboto Light'; font-size:10pt; font-weight:bold; color:#ffffff">Precio Cierre (pesos)</span>
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<span style="font-family:'Roboto Light'; font-size:10pt; font-weight:bold; color:#ffffff">Precio Promedio (pesos)</span>
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<td style="background-color:#203764; border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:114.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt; font-weight:bold; color:#ffffff">Volumen (promedio, miles)</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2020</span>
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<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:86pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">4.87</span>
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<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:86pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">5.68</span>
</p>
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<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:114.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">137</span>
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<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2021</span>
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<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:86pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">3.20</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:86pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">3.90</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:114.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">263</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2022</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:86pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.51</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:86pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.68</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:114.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">174,855</span>
</p>
</td>
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<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2023</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:86pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">1.95</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:86pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.11</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:114.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">4,095</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2024</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:86pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.58</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:86pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.13</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:114.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2,104</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2025</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:86pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.30</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:86pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.29</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:114.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">5,051</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Roboto Light'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Trimestral</span>
</p>
<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:396.9pt">
<tr style="height:14.4pt">
<td style="background-color:#203764; border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt; font-weight:bold; color:#ffffff">Trimestre</span>
</p>
</td>
<td style="background-color:#203764; border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:92.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt; font-weight:bold; color:#ffffff">Precio Cierre (pesos)</span>
</p>
</td>
<td style="background-color:#203764; border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt; font-weight:bold; color:#ffffff">Precio Promedio (pesos)</span>
</p>
</td>
<td style="background-color:#203764; border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:113.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt; font-weight:bold; color:#ffffff">Volumen (promedio, miles)</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">3T23</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:92.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">1.95</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">1.96</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:113.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">3,007</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">4T23</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:92.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">1.95</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">1.95</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:113.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">3,441</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">1T24</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:92.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">1.95</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">1.95</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:113.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">3,404</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2T24</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:92.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">1.95</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">1.95</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:113.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2,559</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">3T24</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:92.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.13</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.19</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:113.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2,525</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">4T24</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:92.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.58</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.45</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:113.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">7,786</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">1T25</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:92.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.38</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.41</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:113.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">4,004</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2T25</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:92.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.27</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.24</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:113.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">6,925</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">3T25</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:92.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.19</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.25</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:113.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">1,660</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">4T25</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:92.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.30</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:85.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.27</span>
</p>
</td>
<td style="border-bottom-color:#767171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#767171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#767171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#767171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:113.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2,392</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Roboto Light'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Mensual</span>
</p>
<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:248.75pt">
<tr style="height:43.2pt">
<td style="background-color:#203764; border-bottom-color:#757171; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#757171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#757171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#757171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt; font-weight:bold; color:#ffffff">MES</span>
</p>
</td>
<td style="background-color:#203764; border-bottom-color:#757171; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#757171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#757171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt; font-weight:bold; color:#ffffff">Cierre (pesos)</span>
</p>
</td>
<td style="background-color:#203764; border-bottom-color:#757171; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#757171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#757171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt; font-weight:bold; color:#ffffff">Precio promedio (pesos)</span>
</p>
</td>
<td style="background-color:#203764; border-bottom-color:#757171; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#757171; border-right-style:solid; border-right-width:0.75pt; border-top-color:#757171; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt; font-weight:bold; color:#ffffff">Volumen promedio (mil</span><span style="font-family:'Roboto Light'; font-size:10pt; font-weight:bold; color:#ffffff">lones</span><span style="font-family:'Roboto Light'; font-size:10pt; font-weight:bold; color:#ffffff">)</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#757171; border-left-style:solid; border-left-width:0.75pt; border-right-color:#757171; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">Abr – 25</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#757171; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.36</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#757171; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.25</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#757171; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2</span><span style="font-family:'Roboto Light'; font-size:10pt">.00</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">May – 25 </span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.25</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.22</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">4.35</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">Jun – 25</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.32</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.25</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">17.89</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">Jul – 25</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.29</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.22</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">3.99</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">Ago – 25</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.3</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.26</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">7.88</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">Sep</span><span style="font-family:'Roboto Light'; font-size:10pt"> </span><span style="font-family:'Roboto Light'; font-size:10pt">–</span><span style="font-family:'Roboto Light'; font-size:10pt"> 25</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.36</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.25</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.60</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">Oct – 25</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.26</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.23</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.95</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">Nov – 25</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.31</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.28</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.69</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">Dic – 25</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.30</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">2.31</span>
</p>
</td>
<td style="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; 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:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Roboto Light'; font-size:10pt">1.44</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<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; letter-spacing:-0.5pt">Denominación social de la entidad que funja como administrador de los bienes fideicomitidos: Fibra HD Servicios, 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">Dado que FIBRAHD Servicios, S.C. (el “Asesor y Administrador”) es una SC en la cual Fibra HD tiene una participación del 99.9%, la información financiera de dicho Asesor y Administrador se presenta como parte de la información financiera consolidada del Fideicomiso.</span>
</p>
<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">Fecha, lugar de constitución y duración de la sociedad: Ciudad de México, 07 de abril de 2015</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Dirección y teléfonos de sus principales oficinas. Av. Santa Fe 498 piso 3, Col Santa Fe, Cuajimalpa, CDMX</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">C.P.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 05348</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Descripción del negocio de la sociedad, eventos históricos relevantes, adquisiciones o ventas de activos en el ejercicio reportado: la empresa se dedica única y exclusivamente para la gestión de los bienes fideicomitidos al fideicomiso F1523.</span>
</p>
<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; font-weight:bold; letter-spacing:-0.5pt">Fibra HD Servicios</span>
</p>
<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">FIBRA HD Servicios, S.C. fue constituida con el único objetivo de llevar a cabo todos los actos necesarios y convenientes para administrar, cobrar o pagar, por cuenta y orden de FIBRA HD cualquier tipo de obligación, deuda o gasto en numerario que al efecto le indique FIBRA HD y que enlistan en el Contrato de Prestación de Servicios firmadas entre ambas partes. FIBRA HD tiene la obligación de proveer de manera anticipada al Asesor y Administrador, mes con mes, los recursos económicos necesarios y suficientes para llevar a cabo dicho objetivo. </span>
</p>
<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">Esta sociedad civil fue constituida el 27 de marzo de 2015, según escritura pública 20,180, otorgada ante la fe del Lic. Joel Chirino Castillo, titular de la Notaría número 90. Fibra HD es el titular de una parte social representativa del 99.9% (noventa y nueve puntos nueve por ciento) del capital social de esta sociedad, cuyo objeto social es el siguiente:</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt">
<span style="font-family:'Book Antiqua'; font-size:9pt; letter-spacing:-0.5pt">a.</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:9pt; letter-spacing:-0.5pt">Administración del fideicomiso irrevocable F/1523 y su patrimonio, así como actividades relacionadas con FIBRA HD, un fideicomiso de infraestructura y bienes raíces. ​</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt">
<span style="font-family:'Book Antiqua'; font-size:9pt; letter-spacing:-0.5pt">b.</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:9pt; letter-spacing:-0.5pt">Prestación de servicios administrativos y operativos, como cobranza de rentas y mantenimiento de bienes muebles e inmuebles. ​</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt">
<span style="font-family:'Book Antiqua'; font-size:9pt; letter-spacing:-0.5pt">c.</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:9pt; letter-spacing:-0.5pt">Servicios profesionales independientes en áreas como inmobiliaria, financiera, administrativa, contable, fiscal, entre otras. ​</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt">
<span style="font-family:'Book Antiqua'; font-size:9pt; letter-spacing:-0.5pt">d.</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:9pt; letter-spacing:-0.5pt">Mantenimiento y conservación de inmuebles, incluyendo centros comerciales, oficinas y áreas comunes. ​</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt">
<span style="font-family:'Book Antiqua'; font-size:9pt; letter-spacing:-0.5pt">e.</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:9pt; letter-spacing:-0.5pt">Compra, venta y arrendamiento de bienes muebles e inmuebles para alcanzar los objetivos de la sociedad.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt">
<span style="font-family:'Book Antiqua'; font-size:9pt; letter-spacing:-0.5pt">f.</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:'Times New Roman'; font-size:9pt; letter-spacing:-0.5pt">Celebración de contratos y convenios relacionados con el objeto social. ​</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt">
<span style="font-family:'Book Antiqua'; font-size:9pt; letter-spacing:-0.5pt">g.</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:9pt; letter-spacing:-0.5pt">Aceptación y otorgamiento de mandatos y poderes según sea necesario. ​</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt">
<span style="font-family:'Book Antiqua'; font-size:9pt; letter-spacing:-0.5pt">h.</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:9pt; letter-spacing:-0.5pt">Gestión de condominios y propiedades en desarrollo o concluidas.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt">
<span style="font-family:'Book Antiqua'; font-size:9pt; letter-spacing:-0.5pt">i.</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:'Times New Roman'; font-size:9pt; letter-spacing:-0.5pt">Arrendamiento y subarrendamiento de bienes muebles e inmuebles. ​</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt">
<span style="font-family:'Book Antiqua'; font-size:9pt; letter-spacing:-0.5pt">j.</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:'Times New Roman'; font-size:9pt; letter-spacing:-0.5pt">Administración de sociedades y fideicomisos relacionados con FIBRA HD. ​</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt">
<span style="font-family:'Book Antiqua'; font-size:9pt; letter-spacing:-0.5pt">k.</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:9pt; letter-spacing:-0.5pt">Capacitación y entrenamiento de personal. ​</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt">
<span style="font-family:'Book Antiqua'; font-size:9pt; letter-spacing:-0.5pt">l.</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:'Times New Roman'; font-size:9pt; letter-spacing:-0.5pt">Adquisición de equipos y materiales necesarios para sus actividades. ​</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt">
<span style="font-family:'Book Antiqua'; font-size:9pt; letter-spacing:-0.5pt">m.</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:'Times New Roman'; font-size:9pt; letter-spacing:-0.5pt">Campañas publicitarias dentro y fuera del territorio nacional. ​</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt">
<span style="font-family:'Book Antiqua'; font-size:9pt; letter-spacing:-0.5pt">n.</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:9pt; letter-spacing:-0.5pt">Estudios y análisis de proyectos y programas relacionados con el objeto social. ​</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt">
<span style="font-family:'Book Antiqua'; font-size:9pt; letter-spacing:-0.5pt">o.</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:9pt; letter-spacing:-0.5pt">Obtención de financiamientos y créditos. ​</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt">
<span style="font-family:'Book Antiqua'; font-size:9pt; letter-spacing:-0.5pt">p.</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:9pt; letter-spacing:-0.5pt">Operaciones con títulos de crédito.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt">
<span style="font-family:'Book Antiqua'; font-size:9pt; letter-spacing:-0.5pt">q.</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:9pt; letter-spacing:-0.5pt">Solicitud de fianzas y seguros. ​</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt">
<span style="font-family:'Book Antiqua'; font-size:9pt; letter-spacing:-0.5pt">r.</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:'Times New Roman'; font-size:9pt; letter-spacing:-0.5pt">Publicación y distribución de materiales relacionados con las actividades de la sociedad. ​</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt">
<span style="font-family:'Book Antiqua'; font-size:9pt; letter-spacing:-0.5pt">s.</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:9pt; letter-spacing:-0.5pt">Realización de actos civiles y mercantiles permitidos por la ley. ​</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt">
<span style="font-family:'Book Antiqua'; font-size:9pt; letter-spacing:-0.5pt">t.</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:'Times New Roman'; font-size:9pt; letter-spacing:-0.5pt">Actividades generales relacionadas con el objeto social, siempre que no constituyan especulación comercial. ​</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt">
<span style="font-family:'Book Antiqua'; font-size:9pt; letter-spacing:-0.5pt">u.</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:9pt; letter-spacing:-0.5pt">Actividades específicas, como construcción, urbanización, análisis de mercado, desarrollo de ingeniería y arquitectura, entre otras. ​</span>
</p>
<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"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La sociedad tiene como enfoque principal la administración y prestación de servicios relacionados con el fideicomiso FIBRA HD y el sector inmobiliario. ​</span>
</p>
<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">Al cierre del 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">, las principales oficinas de Fibra HD Servicios se encontraban ubicadas en Av. Santa Fe no. 498 </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">piso</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 3, oficina 1, Santa Fe Cuajimalpa, Cuajimalpa de Morelos, CP 05348 Ciudad de México, Teléfono 55 75 88 02 50.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Administrador.</span>
</p>
<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">Conforme se establece en el Contrato de Administración y Asesoría respectivo, el Administrador al ser una subsidiaria de Fibra HD, no cobrará contraprestación alguna por sus servicios. </span>
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<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"> la única fuente de recursos de Fibra HD Servicios es la generada por su propia operación y por los recursos que periódicamente restituye Fibra HD.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Los recursos monetarios de Fibra HD Servicios están denominados en </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">pesos mexicanos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 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; letter-spacing:-0.5pt">En resumen:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">a.</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fibra HD es administrada internamente. El Administrador es una SC en la cual Fibra HD participa con el 99.9% del capital social.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">b.</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En ese sentido, no existen accionistas relevantes distintos de Fibra HD en el Asesor y el Administrador.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">c.</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La dirección del Administrador ha sido confiada a un Consejo Directivo, conformado por el señor Alejandro Raúl Blasco Ruíz, en calidad de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">director</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de Finanzas, y por la subdirección de Finanzas, de Operaciones y Gerencia Jurídica.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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 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; letter-spacing:-0.5pt">Actividad Principal.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Para el cumplimiento de sus funciones como asesor y administrador interno, Fibra HD y Fibra HD Servicios, 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; letter-spacing:-0.5pt">I.</span><span style="font:7.0pt 'Times New Roman'">                     </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Servicios de Administración</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">II.</span><span style="font:7.0pt 'Times New Roman'">                  </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Servicios de Representación</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">III.</span><span style="font:7.0pt 'Times New Roman'">                </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Servicios de Asesoría y Planeación</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Ventas de activos en el ejercicio reportado</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">, el portafolio en desinversión sumó 2</span><span style="font-family:'Times New Roman'; font-size:10pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt"> inmuebles, con un ABR de 1</span><span style="font-family:'Times New Roman'; font-size:10pt">53</span><span style="font-family:'Times New Roman'; font-size:10pt"> mil m2 y valor avalúo por 2,</span><span style="font-family:'Times New Roman'; font-size:10pt">501</span><span style="font-family:'Times New Roman'; font-size:10pt"> millones de pesos, del cual, el </span><span style="font-family:'Times New Roman'; font-size:10pt">52</span><span style="font-family:'Times New Roman'; font-size:10pt">% est</span><span style="font-family:'Times New Roman'; font-size:10pt">á</span><span style="font-family:'Times New Roman'; font-size:10pt"> en proceso de negociación, cierre o conclusión de la venta. La tasa de ocupación de este portafolio fue de </span><span style="font-family:'Times New Roman'; font-size:10pt">79</span><span style="font-family:'Times New Roman'; font-size:10pt">%, con un </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"> Rate </span><span style="font-family:'Times New Roman'; font-size:10pt">de </span><span style="font-family:'Times New Roman'; font-size:10pt">8.0</span><span style="font-family:'Times New Roman'; font-size:10pt">%.</span><span style="font-family:'Times New Roman'; font-size:10pt"> Durante 2025, la estrategia de desinversión alcanzó hitos fundamentales con operaciones concluidas que sumaron un total de 324 millones de pesos. Este resultado fue impulsado principalmente por la formalización de las ventas de Barrio Reforma Niza y La Roca, cuyas escrituraciones se concretaron en enero y marzo por 55 millones y 128.5 millones de pesos, respectivamente. Asimismo, el ejercicio cerró con la desincorporación exitosa de las propiedades Sant Antonio, por un monto de 76 millones de pesos, y Sevilla, por 17.1 millones de pesos, consolidando así el avance de la Gerencia de Desinversiones en la depuración del portafolio hacia activos más rentables y alineados con la visión industrial.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Las obligaciones y responsabilidades de</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">l</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Administrador, los informes que debe rendir, los</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">términos y condiciones del esquema de compensaciones, las causales de remoción, así como otros aspectos relevantes aplicables al Administrador, se describen en el Contrato de Asesoría y Administración cuyas cláusulas principales se transcriben a continuación:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">“Segunda. </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">Servicios</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><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; text-decoration:underline; letter-spacing:-0.5pt">Servicios de Administración</span><span style="font-family:'Times New Roman'; font-size:10pt">. </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El Administrador Interno prestará al Fiduciario los servicios de administración (mismos que se comprenden dentro de los Servicios de Asesoría, Administración, Representación y Planeación) que sean necesarios y convenientes para realizar la más eficiente administración, operación y mantenimiento de los Activos que formen parte del Patrimonio del Fideicomiso, de conformidad con lo establecido en el presente Contrato y el Fideicomiso, cuyo contenido y obligaciones a cargo del mismo reconoce y acepta de manera expresa, incluyendo sin limitar los siguientes:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(a)</span><span style="width:10.2pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) revisar la correcta aplicación de los ingresos y egresos del Fideicomiso, reportando al Comité Técnico las causas de las principales desviaciones presupuestales; (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) ejecutar las funciones de caja y tesorería del Patrimonio del Fideicomiso; (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) 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; letter-spacing:-0.5pt">(b)</span><span style="width:9.64pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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, y (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) la presentación de avisos y declaraciones fiscales. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(c)</span><span style="width:10.2pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">(d)</span><span style="width:9.64pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">(e)</span><span style="width:10.2pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">(f)</span><span style="width:11.31pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Desarrollar campañas de relaciones públicas en beneficio del Fideicomiso. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(g)</span><span style="width:9.64pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(h) Contratar, coordinar y supervisar los servicios de administración y comercialización 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; letter-spacing:-0.5pt">(i)</span><span style="width:11.86pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">(j)</span><span style="width:11.86pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">(k)</span><span style="width:9.64pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) contratar con la o las empresas aseguradoras correspondientes; y (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) 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; letter-spacing:-0.5pt">(l)</span><span style="width:11.86pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) negociar, contratar y supervisar las actividades de los agentes independientes que promuevan el arrendamiento de los Activos.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(m)</span><span style="width:6.86pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Realizar la</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Gestión Operativa, Comercialización y Mantenimiento</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de los inmuebles</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"> </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; letter-spacing:-0.5pt">(n)</span><span style="width:9.64pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En caso de que </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">se busque celebrar en el futuro un contrato de administración </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">con </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">algún</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Gestor Operativo, 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; letter-spacing:-0.5pt">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> emitidos por el Fideicomiso, un nuevo Contrato de Gestión Operativa, Comercialización y Mantenimiento.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(o) Con base en la resolución del Comité Técnico celebrado el 17 de marzo de 2021, el Administrador y Asesor puede I</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">nstruir al Fiduciario la apertura de cuentas bancarias necesarias para la operación diaria de Fibra HD, sin la necesidad de obtener cualquier otra autorización previa del Comité Técnico y que las mismas sean administradas y operadas por el Asesor y Administrador del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </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; letter-spacing:-0.5pt">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">p</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">)</span><span style="width:9.64pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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">
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<p style="margin:0pt; text-indent:35.4pt; text-align:justify">
<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; text-decoration:underline; letter-spacing:-0.5pt">Servicios de Representación</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">. El Administrador Interno prestará al Fiduciario los servicios de representación (mismos que se comprenden dentro de los Servicios de Asesoría, Administración, Representación y Planeación) que sean necesarios y convenientes para representarlo frente a los arrendatarios </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">y</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> usuarios de los Activos, de conformidad con lo establecido en el presente Contrato y el Fideicomiso, cuyo contenido y obligaciones a cargo </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">de este</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> reconoce y acepta de manera expresa, incluyendo sin limitar los siguientes:</span>
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<p style="margin:0pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(a)</span><span style="width:25.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) 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; letter-spacing:-0.5pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) 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; letter-spacing:-0.5pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) 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 </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">vii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) 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; letter-spacing:-0.5pt">viii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) cumplir y hacer cumplir las disposiciones administrativas, fiscales y demás aplicables en el desarrollo de sus actividades de representación, cobranza y facturación.</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-indent:35.4pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(b)</span><span style="width:24.94pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La negociación, celebración y prórroga de los Contratos de Arrendamiento conforme a las políticas, términos, plazos y condiciones autorizados por el Comité Técnico.</span>
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<p style="margin:0pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt; text-indent:35.45pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(c)</span><span style="width:25.45pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(d)</span><span style="width:24.94pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt; text-indent:28.35pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline; letter-spacing:-0.5pt">3.- Servicios de Asesoría y Planeación.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> El Administrador Interno prestará al Fiduciario los servicios de asesoría y planeación (mismos que se comprenden dentro de los Servicios de Asesoría, Administración, Representación y Planeación) de conformidad con lo establecido en el presente Contrato, incluyendo sin limitar, los siguientes:</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 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(a)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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 targets, negociación, auditorías, documentación y cierre; (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) 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; letter-spacing:-0.5pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) 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; letter-spacing:-0.5pt">pro-forma</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, 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; letter-spacing:-0.5pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) 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 “Comercialización”), 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; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(b)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(c)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(d)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(e)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(f)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) cumplimiento oportuno de todas las obligaciones a cargo del Fideicomiso.</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; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(g)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(h)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Recomendar todas las actividades </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">para</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 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; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) auditorías; (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) estudios de mercado; y (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) análisis financieros, a efecto de que el Comité Técnico pueda decidir al respecto.</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; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(i)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(j)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Asesorar, negociar, coordinar y supervisar todas las actividades necesarias para proponer y recomendar al Comité Técnico la enajenación </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">o venta </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">de los Activos que convenga a los fines del Fideicomiso, y en su caso, proceder a su enajenación </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">o venta </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">conforme a las instrucciones del Comité Técnico. </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; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(k)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(l)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(m)</span><span style="font:7.0pt 'Times New Roman'">     </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(n)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(o)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Prestar los servicios 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; letter-spacing:-0.5pt">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) 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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<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(p)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En general, prestar todas las actividades de asesoría, planeación y control de los Proyectos, que conlleven a lograr la más eficiente administración, comercialización, operación y mantenimiento de los Activos y de los Contratos de Arrendamiento, bajo los términos de este Contrato.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El Administrador Interno, deberá elaborar un programa de actividades, el cual deberá ser revisado y aprobado por el Comité Técnico para efectos de cumplir con los fines del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Para los efectos de esta Cláusula, el Fideicomiso otorgará al Administrador Interno, dentro de los siguientes 10 (diez) Días Hábiles contados a partir de la fecha del presente Contrato, un poder ante notario público para actuar como representante legal del Fiduciario con las facultades que a continuación se indican</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>
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<ol type="a" style="margin:0pt; padding-left:0pt">
<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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Poder general para pleitos y cobranzas, de conformidad con el artículo 2554 del Código Civil del Distrito Federal y los artículos correlativos del Código Civil Federal y de los códigos civiles de los demás estados de la República Mexicana, con todas las facultades generales y las especiales que requieran cláusula especial conforme a la ley, incluyendo sin limitación, las siguientes: representar al Fiduciario en su carácter de fiduciario del Fideicomiso ante todo tipo de autoridades federales, estatales, municipales, administrativas y judiciales, y firmar los instrumentos que se requieran para ejercitar dicho poder; ejercer y exigir toda clase de derechos y tomar cualquier acción ante todas y cualesquiera autoridades; someterse a cualquier jurisdicción; promover y desistirse aún de procedimientos de amparo; presentar demandas y denuncias penales, llevar demandas, asistir al Ministerio Público y otorgar perdones; articular posiciones; presentar pruebas, objetar, aceptar y cancelar todo tipo de garantías y realizar todas las demás acciones que estén expresamente previstas por ley; en el entendido que el apoderado no podrá hacer cesión de bienes.</span>
</li>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
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<ol start="2" type="a" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 12.5pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Poder general para actos de administración, de conformidad con el párrafo segundo del artículo 2554 del Código Civil para el Distrito Federal y los artículos correlativos del Código Civil Federal y de los códigos civiles de los demás estados de la República Mexicana, para celebrar, modificar, realizar y terminar contratos y convenios y, en general, para llevar a cabo todos los actos que estén directa o indirectamente relacionados con los fines del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline; letter-spacing:-0.5pt">4.- Servicios de administración, representación y </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline; letter-spacing:-0.5pt">planeación.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> El Administrador Interno se obliga a prestar los Servicios de Asesoría Administración, Representación y Planeación conforme a lo siguiente: </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(a)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Deberá cumplir con las obligaciones establecidas en el presente Contrato de conformidad con lo previsto en el Fideicomiso, cuyo contenido y obligaciones a cargo </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">de este</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> reconoce y acepta de manera expresa, acatando las políticas establecidas por el Comité Técnico;</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(b)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Deberá proporcionar los Servicios de Asesoría, Administración, Representación y Planeación, en beneficio exclusivo del Patrimonio del Fideicomiso, libre de conflictos de interés y con la finalidad de maximizar los rendimientos </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">de este</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">(c)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Deberá consultar con el Comité Técnico, todos aquellos asuntos respecto de los cuales considere necesario o conveniente obtener una opinión para la mejor prestación de los Servicios de Asesoría, Administración, Representación y Planeación; y </span>
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<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(d)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Deberá llevar a cabo las actividades necesarias y/o convenientes para prestar los Servicios de Asesoría, Administración, Representación y Planeación previstos en el presente Contrato.</span>
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<a name="_Hlk99366936" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline; letter-spacing:-0.5pt">5.- </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline; letter-spacing:-0.5pt">C</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline; letter-spacing:-0.5pt">ontraprestación y Pagos Generales</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">. El Fideicomiso se obliga a pagar como contraprestación por los Servicios, una cantidad mensual equivalente a $50,000.00 (cincuenta mil </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">pesos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 00/100 moneda del curso legal de los Estados Unidos Mexicanos),</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> más el Impuesto al Valor Agregado correspondie</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">nte (la “Contraprestación Mensual”). La Contraprestación Mensual se incrementará a partir del primer mes del segundo año de vigencia del presente Contrato conforme al porcentaje de inflación que arroje el Índice Nacional de Precios al Consumidor</span></a><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">. </span>
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<a name="_Hlk99367127" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Todos los gastos incurridos por el Administrador incluyendo, de manera enunciativa, gastos operativos, gastos generales y </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">aquellos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> impuestos que deriven de sus ingresos deberán de ser reembolsados por el Fideicomiso al Administrador. </span></a>
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<span style="-aw-bookmark-end:_Hlk99367127"></span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
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<a name="_Hlk99367113" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Conforme a lo dispuesto en el párrafo anterior, para efectos de que el Administrador pueda cubrir diversos gastos que serán incurridos a partir de la fecha de Colocación, el Fiduciario se obliga a entregar al Administrador, dentro de los 10 (diez) Días Hábiles siguientes a la fecha de Colocación, la cantidad de $1,500</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">,000.00 </span></a><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">(un millón</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> quinientos mil pesos 00/100 moneda nacional) (el “Fondo de Gastos Iniciales”) en el domicilio del Administrador señalado en la Cláusula Novena del presente Contrato o mediante transferencia electrónica a la cuenta que al efecto señale el Administrador. El Administrador estará obligado a comprobar al Fiduciario el destino del Fondo de Gastos Iniciales.</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; letter-spacing:-0.5pt">El Asesor y Administrador, podrá ser destituido en términos de lo dispuesto en la Cláusula 12.01 (g) del Fideicomiso y atento a lo dispuesto en el inciso b) de la fracción I del artículo 64 Bis 1 de la LMV.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El Asesor y Administrador tendrá los recursos humanos necesarios para cumplir con su objeto. A tal fin, su estructura administrativa contempla empleados a nivel corporativo.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Al cierre del año 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"> el administrador Fibra HD Servicios, S.C. mantiene relación con 66 empleados de confianza los cuales se han mantenido desde 202</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> dentro de la organización. No se cuenta con colaboradores vinculados a ningún sindicato.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Los empleados a nivel corporativo atenderán a la coordinación de las actividades de operación, administración y ventas de las propiedades. </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Su compensación será absorbida por los reembolsos que el Asesor y Administrador obtenga de Fibra HD.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">A partir de la OPA de Fibra Plus, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">el Asesor y Administrador</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> llevan</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> la Gestión de los Inmuebles relacionados con </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">l</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">os Activos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y se ha contratado de forma interna el</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> personal para llevar a cabo dichas actividades de gestión.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, para ello, se constituyó un Consejo directivo que está integrado por las siguientes personas:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">1-</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Alejandro Raúl Blasco Ruíz: 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><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Ha desempeñado cargos directivos, destacando los siguientes: </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">director</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt"> de Relación con Inversionistas en Banco Nacional de Obras y Servicios Públicos, S.N.C. (BANOBRAS), </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">director ejecutivo</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt"> de Banca Empresarial en el Banco Nacional de Comercio Exterior, S.N.C., así como </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">director</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt"> 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:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Development</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt"> Bank. </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">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:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Trademex</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Moymen</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">, </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Focir</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">, Banrural e Intermex (filial de la banca de desarrollo de México en el Reino Unido).</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">2-</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Armelia Verónica Reyes Morelos: </span><a name="_Hlk203062821" href="#" ><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Armelia cuenta con 15 años de experiencia en finanzas y 8 años de experiencia en el sector inmobiliario. Ha participado en diversas transacciones de financiamiento para las Fibras y M&A. Es licenciada </span></a><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">en Dirección Financiera y Actuaría por el Instituto Tecnológico Autónomo de México. Armelia trabajó en </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Signum</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Research</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt"> de 2004 a 2017 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 2023, Armelia se integró a Fibra HD como </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">subdirector</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt"> de Finanzas.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">3-</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Mauricio Carrillo Cebado: Mauricio cuenta con más de 24 años de experiencia en </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">retail</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt"> y bienes raíces. Fungió como </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">director</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt"> de operaciones en Bene </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Immobiles</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt"> en</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt"> 2022, y como </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">director</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt"> de Portafolio en </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Funo</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt"> del 2017 al 2022, donde fue “Mejor Gerente de Operaciones </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">“en</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt"> 2018. Se integró a Fibra HD como director de operaciones en junio de 2023. Anteriormente también colaboró en empresas como La Parisina, Nutrisa y Blockbuster, participando en la apertura de más de 50 tiendas de ventas.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">4-</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Amparo Monsserrat Gutiérrez Calvo: Es egresada de la Facultad de Derecho de la Universidad Autónoma del Estado de México con especialidad en Derecho Corporativo por la Universidad </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">LaSalle</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt"> de México. Cuenta con 5 años de experiencia en el sector corporativo, financiero y bursátil participando en estructuraciones legales de inversiones como fideicomisos, </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">limited</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt"> </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">partnership</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt"> y </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">joint</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">-ventures enfocados principalmente en Real Estate y Private </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Equity</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">.</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Estructura del Administrador</span>
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" 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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">1.- </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Alejandro Raúl Blasco Ruíz</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">director general</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, más de 35 años de experiencia </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">Ha desempeñado cargos directivos, destacando los siguientes: director de Relación con Inversionistas en Banco Nacional de Obras y Servicios Públicos, S.N.C. (BANOBRAS), director ejecutivo de Banca Empresarial en el Banco Nacional de Comercio Exterior, S.N.C., así como director 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; letter-spacing:-0.5pt">Development</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Bank. 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; letter-spacing:-0.5pt">Trademex</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">Moymen</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">Focir</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, Banrural e Intermex (filial de la banca de desarrollo de México en el Reino Unido).</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">2- Mauricio Carrillo</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">subdirector</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de Operaciones, más de 24 años de experiencia</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El Sr. Carrillo cuenta con más de 24 años de experiencia en operación y administración de bienes raíces, particularmente </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Retail</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">. Se desempeñó como director de Operaciones de Bene </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Immobiles</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> en donde operaba y administraba departamentos y oficinas. También fungió como director de Portafolio de Fibra Uno en donde era responsable de administrar y comercializar 15 centros comerciales y 21 edificios corporativos. Previamente, el Sr. Carrillo se desempeñó en cargos como: Gerente de Operaciones de “La Parisina”; director regional de Operaciones de “Nutrisa / Herdez” y como director regional de Operaciones de “Blockbuster de México”</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">3- Armelia Verónica Reyes Morelos</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">subdirector</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de Finanzas, más de 11 años de experiencia. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Armelia cuenta con las licenciaturas 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; letter-spacing:-0.5pt">Signum</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">Research</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> desde julio del 2014 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 octubre de 2021, Armelia se integró al equipo de Fibra HD como como encargada de la Relación con Inversionistas en octubre de 2021 y en 2023 asumió la Subdirección de Finanzas. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">4- Amparo Monsserrat Gutiérrez Calvo</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, Gerente Jurídico, más de 10 años de experiencia.</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">Es egresada de la Facultad de Derecho de la Universidad Autónoma del Estado de México y cuenta con una especialidad en Derecho Corporativo por la Universidad </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">LaSalle</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de México. Cuenta con 5 años de experiencia en el sector corporativo, financiero y bursátil participando en estructuraciones legales de inversiones como fideicomisos, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">limited</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">partnership</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">joint</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">-ventures enfocados principalmente en Real Estate y Private </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Equity</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">. </span>
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<a name="_Hlk70402053" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">A la fecha de presentarse este Informe a la Asamblea de Tenedores, no existen procedimientos Judiciales, Administrativos o Arbitrales que tengan impacto material en la situación legal y financiera de Fibra HD, Servicios, S.C.</span></a>
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<a name="_Hlk70402042" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">Cambios en los Comités de Fibra HD</span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt">Derivado de la Oferta Pública de Adquisición concretada en octubre del 2021 por Fibra Plus, aunado a las renuncias de los anteriores miembros del Comité Técnico</span><span style="font-family:'Times New Roman'; font-size:10pt">,</span><span style="font-family:'Times New Roman'; font-size:10pt"> con fecha 3 de diciembre de 2021 el Fideicomiso celebró una asamblea ordinaria de tenedores con la finalidad de aprobar la integración del nuevo Comité Técnico, en el que se nombraron 4 miembros independientes y 5 miembros patrimoniales. Los comités complementarios también fueron reestructurados y actualmente están conformados por 3 miembros independientes. </span><span style="font-family:'Times New Roman'; font-size:10pt">Ningún comité cuenta con miembros suplentes a la fecha.</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">Dentro del Comité, se consideran como expertos financieros a los Sres. Adrián Urbina Galicia, Gustavo Adolfo Ramírez Berrueta y Rodrigo González Zerbi.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">En tal sentido, 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 comités de Fibra HD se conforman como sigue:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline; letter-spacing:-0.5pt">Comité Técnico</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El</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">Comité Técnico está integrado por</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">7</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> miembros, de los cuales</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">3</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">califican como independientes. El Comité Técnico está compuesto por un grupo diverso de profesionales que han sido seleccionados por su capacidad, reputación y conocimientos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> en la</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">disciplina respectiva. En particular, los Miembros Independientes de nuestro Comité Técnico, conjuntamente tienen conocimientos en economía, mercado de capitales, comercio internacional y administración, que complementan los conocimientos de manejo de inversiones y sector inmobiliario de nuestro Administrador. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Al cierre del 31 de diciembre 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"> el Comité Técnico se consolidaba con los siguientes integrantes</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; font-weight:bold">Nombramiento</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Gustavo Felipe Tomé Velázquez</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Gustavo Adolfo Ramírez Berrueta</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">Sergio Alberto Férez Bitar</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Adrián Urbina Galicia</span>
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<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"> </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"> </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"> </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"> </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"> </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"> </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"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La forma en que se designan, sus funciones y las facultades del Comité Técnico y cada uno de sus miembros se mencionan en la cláusula Décima Primera, numerales </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">11.01</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, 11.02, y 11.03 del Fideicomiso.</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"> </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; letter-spacing:-0.5pt">Comité de Auditoría y Comité de Prácticas</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">Nuestro</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">Comité de Auditoría y</span><span style="font-family:'Times New Roman'; font-size:10pt"> también nuestro Comité de</span><span style="font-family:'Times New Roman'; font-size:10pt"> Prácticas está integrado por 3 miembros independientes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">La forma en que se designan, sus funciones y las facultades del Comité de Auditoría y</span><span style="font-family:'Times New Roman'; font-size:10pt"> Comité de</span><span style="font-family:'Times New Roman'; font-size:10pt"> Prácticas y cada uno de sus miembros se mencionan en la cláusula Décima Primera, numerales 11.04, y 11.05 del Fideicomiso.</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>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto">
<tr>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:180.35pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Miembro del Comité de Auditoría y </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Prácitas</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:138.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Tipo de consejero</span>
</p>
</td>
</tr>
<tr>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:180.35pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Eliser</span><span style="font-family:'Times New Roman'; font-size:10pt"> García Macdonel</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:138.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Independiente</span>
</p>
</td>
</tr>
<tr style="height:11.55pt">
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:180.35pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Sergio Alberto Férez Bitar</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:138.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Independiente</span>
</p>
</td>
</tr>
<tr style="height:13.25pt">
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:180.35pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Adrián Urbina Galicia</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:138.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Independiente</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> (presidente)</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline; letter-spacing:-0.5pt">Comité de Nominaciones</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Nuestro</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">Comité </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">de Nominaciones</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> está integrado por</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 3.</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 forma en que se designan, sus funciones y las facultades del Comité de Nominaciones y cada uno de sus miembros se mencionan en la cláusula Décima Primera, numeral 11.06 del Fideicomiso.</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>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto">
<tr>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:173.25pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Miembro del Comité de Nominaciones</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:138.9pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Tipo de consejero</span>
</p>
</td>
</tr>
<tr style="height:3pt">
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:173.25pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Eliser</span><span style="font-family:'Times New Roman'; font-size:10pt"> García Macdonel</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:138.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Independiente</span>
</p>
</td>
</tr>
<tr>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:173.25pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Sergio Alberto Férez Bitar</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:138.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Independiente</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> (presidente) </span>
</p>
</td>
</tr>
<tr>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:173.25pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Adrián Urbina Galicia</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:138.9pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Independiente</span>
</p>
</td>
</tr>
</table>
</div>
<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; font-weight:bold; text-decoration:underline; letter-spacing:-0.5pt">Comité de Compensaciones</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Nuestro</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">Comité </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">de Compensaciones</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> está integrado por</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 3 miembros independientes.</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 forma en que se designan, sus funciones y las facultades del Comité de Compensaciones y cada uno de sus miembros se mencionan en la cláusula Décima Primera, numeral 11.07 del Fideicomiso.</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>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto">
<tr>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:166.15pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Miembro del Comité de Compensaciones</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:146pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Tipo de consejero</span>
</p>
</td>
</tr>
<tr>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:166.15pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Eliser</span><span style="font-family:'Times New Roman'; font-size:10pt"> García Macdonel</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:146pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Independiente</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> (presidente)</span>
</p>
</td>
</tr>
<tr style="height:7.1pt">
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:166.15pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Sergio Alberto Férez Bitar</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:146pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Independiente</span>
</p>
</td>
</tr>
<tr style="height:4pt">
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:166.15pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Adrián Urbina Galicia</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:146pt">
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Independiente</span>
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<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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El Fideicomiso es “Administrada Internamente”. Nuestro Administrador es una Sociedad Civil en la cual Fibra HD participa con el 99.9% de las partes sociales.</span>
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<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; letter-spacing:-0.5pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En ese sentido, no existen accionistas relevantes distintos de Fibra HD en el Asesor y Administrador.</span>
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<span style="-aw-bookmark-end:_Hlk70402042"></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:10pt">Desde 2021 la tenencia de CBFI´S del fideicomiso</span><span style="font-family:'Times New Roman'; font-size:10pt"> por parte</span><span style="font-family:'Times New Roman'; font-size:10pt"> del principal accionista ha sido la siguiente:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Fecha</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Participación</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">01/10/2021</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">OPA</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">70.9%</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">2022</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">1° adquisición </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Aprox.</span><span style="font-family:'Times New Roman'; font-size:10pt">10.0%</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">2023</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">2° Adquisición </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Aprox. 5.0</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">2024</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">3° Adquisición </span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Aprox.</span><span style="font-family:'Times New Roman'; font-size:10pt">10.0%</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">De acuerdo con el reporte de FIBRA PLUS F/1110, esta, cuenta con una tenencia aproximada del 95% por lo que puede ejercer influencia de forma directa o indirectamente las decisiones en las asambleas generales de tenedores, comités técnicos, nombrar o destituir a la mayoría de los miembros del comité técnico o dirigir, directa o indirectamente la administración, la estrategia o las principales políticas de fibra HD.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Directivos Relevantes:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">1.- </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Alejandro Raúl Blasco Ruíz</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">director general</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, más de 35 años de experiencia </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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; letter-spacing:-0.5pt">Ha desempeñado cargos directivos, destacando los siguientes: director de Relación con Inversionistas en Banco Nacional de Obras y Servicios Públicos, S.N.C. (BANOBRAS), director ejecutivo de Banca Empresarial en el Banco Nacional de Comercio Exterior, S.N.C., así como director 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; letter-spacing:-0.5pt">Development</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Bank. 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; letter-spacing:-0.5pt">Trademex</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">Moymen</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">Focir</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, Banrural e Intermex (filial de la banca de desarrollo de México en el Reino Unido).</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:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">2- Mauricio Carrillo</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">subdirector</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de Operaciones, más de 24 años de experiencia</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El Sr. Carrillo cuenta con más de 24 años de experiencia en operación y administración de bienes raíces, particularmente </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Retail</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">. Se desempeñó como director de Operaciones de Bene </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Immobiles</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> en donde operaba y administraba departamentos y oficinas. También fungió como director de Portafolio de Fibra Uno en donde era responsable de administrar y comercializar 15 centros comerciales y 21 edificios corporativos. Previamente, el Sr. Carrillo se desempeñó en cargos como: Gerente de Operaciones de “La Parisina”; director regional de Operaciones de “Nutrisa / Herdez” y como director regional de Operaciones de “Blockbuster de México”</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:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">3- Armelia Verónica Reyes Morelos</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">subdirector</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de Finanzas, más de 11 años de experiencia. </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Armelia cuenta con las licenciaturas 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; letter-spacing:-0.5pt">Signum</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">Research</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> desde julio del 2014 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 octubre de 2021, Armelia se integró al equipo de Fibra HD como como encargada de la Relación con Inversionistas en octubre de 2021 y en 2023 asumió la Subdirección de Finanzas. </span>
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<p style="margin:0pt 0pt 5pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">4- Amparo Monsserrat Gutiérrez Calvo</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, Gerente Jurídico, más de 10 años de experiencia.</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">Es egresada de la Facultad de Derecho de la Universidad Autónoma del Estado de México y cuenta con una especialidad en Derecho Corporativo por la Universidad </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">LaSalle</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de México. Cuenta con 5 años de experiencia en el sector corporativo, financiero y bursátil participando en estructuraciones legales de inversiones como fideicomisos, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">limited</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">partnership</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">joint</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">-ventures enfocados principalmente en Real Estate y Private </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Equity</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; font-weight:bold; letter-spacing:-0.5pt">Genero</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> en comités y directivos principales:</span>
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<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">1-</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Porcentaj</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">e total de hombres como directivos relevantes: 50%</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; letter-spacing:-0.5pt">2-</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Porcentaje total de mujeres como directivos relevantes: 50%</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; letter-spacing:-0.5pt">3-</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Porcentaje total de hombres como miembros del Comité Técnico: 100%</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; letter-spacing:-0.5pt">4-</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Porcentaje total de mujeres como miembros del Comité Técnico: 0%</span>
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<p style="margin:0pt 0pt 5pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">5-</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Cuenta con programa o política de inclusión laboral: No</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">F</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ibra HD 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 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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Fibra HD 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><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
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<a name="_Hlk70402030" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El Asesor y Administrados de FIBRAHD cuenta con 6</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> empleados, de los cuales 2</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> son mujeres y 4</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> hombres. Asimismo, FIBRAHD</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> contribuye al Programa de Inclusión Laboral del país para lograr la igualdad de oportunidades entre mujeres y hombres en el ámbito del trabajo.</span>
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<a name="_Hlk23488275" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El porcentaje total de hombres en el Comité Técnico es del 100% y </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">a la fecha, también el 100% de los directivos relevantes son hombres.</span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt">A continuación, se presentan las tablas con la información financiera de los cuatro Estados Financieros básicos Auditados del Fideicomiso, mismas que deberán ser revisadas en conjunto con los Estados Financieros Auditados del </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">, 202</span><span style="font-family:'Times New Roman'; font-size:10pt">4</span><span style="font-family:'Times New Roman'; font-size:10pt"> y 202</span><span style="font-family:'Times New Roman'; font-size:10pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt"> del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:14pt; font-weight:bold">Fideicomiso Irrevocable No. F/1523</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">(Banco Actinver, S. A., Institución de Banca Múltiple, Grupo Financiero Actinver) y Subsidiaria</span>
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<span style="font-family:Arial; font-size:14pt; font-weight:bold; font-style:italic">Estados consolidados de situación financiera</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">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">, 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>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(En 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; line-height:6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; line-height:6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; line-height:6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:6pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; line-height:11pt; 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: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. F1523</span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">(Banco Actinver, S. A., Institución de Banca Múltiple, Grupo Financiero Actinver) y Subsidiaria</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 3pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:14pt; font-weight:bold; font-style:italic">Estados consolidados de resultados</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 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">, 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">(En pesos)</span>
</p>
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<p style="margin:0pt; line-height:12pt; 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>
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<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:14pt; font-weight:bold">Fideicomiso Irrevocable No. F/1523</span>
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<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">(Banco Actinver, S. A., Institución de Banca Múltiple, Grupo Financiero Actinver) y Subsidiaria</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Por los años que terminaron 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">, 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>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(En pesos)</span>
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<span style="font-family:'Times New Roman'; font-size:9pt"> (En </span><span style="font-family:'Times New Roman'; font-size:9pt">pesos)</span><span style="font-family:'Times New Roman'; font-size:9pt"> Las</span><span style="font-family:'Times New Roman'; font-size:9pt"> notas adjuntas son parte de los estados financieros consolidados</span><span style="font-family:'Times New Roman'; font-size:9pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:13.5pt; font-weight:bold">Fidei</span><span style="font-family:'Times New Roman'; font-size:13.5pt; font-weight:bold">comiso Irrevocable No. F/1523</span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">(Banco Actinver, S. A., Institución de Banca Múltiple, Grupo Financiero Actinver) y Subsidiaria</span>
</p>
<p style="margin:0pt 0pt 3pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:14pt; font-weight:bold; font-style:italic">Estados consolidados de flujos de efectivo</span>
</p>
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" 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<p style="margin:0pt; line-height:8.7pt; 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 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>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(En pesos)</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">Las notas adjuntas son parte de los estados financieros consolidados.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Para </span><span style="font-family:'Times New Roman'; font-size:12pt">mayor información</span><span style="font-family:'Times New Roman'; font-size:12pt">, consultar: </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">“[XBRL] Otros valores emitidos por el fideicomiso”.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Superficie Rentable Arrendada</span>
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<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"> la cartera se encontraba ocupada en un 9</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">89</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">%, en términos de superficie rentable adquirida. Respecto a las rentas mensuales por metro cuadrado,</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">el promedio ponderado en el sector comercial es de $</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">204.4</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">doscientos cuatro</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">4</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">/100 M.N.), para el sector industrial el promedio ponderado es de $6.</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"> dólares (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">seis</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">0</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">/100 U.S.D), para el sector de educación el promedio ponderado es de $</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">215.6</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">doscientos quince</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 6/100 M.N.) y para el sector de oficinas el promedio ponderado es de $</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">312</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">trescientos doce</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">0</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">/100 M.N.)</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:-0.05pt"> </span>
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<p style="margin:1.05pt 2.45pt 0pt 0pt; text-align:justify; line-height:108%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En general, las tasas de ocupación y rentas se ven influenciadas por la oferta y la demanda del mercado. En los mercados con altas tasas de ocupación, las tasas de renta aumentarán por encima de la inflación, mientras que ocurre lo contrario en mercados con bajas tasas de ocupación. La mayoría de los contratos de arrendamiento prevén contractualmente aumentos en las rentas, ya sea por inflación o tasas fijas o respecto al tipo de cambio aplicable al arrendamiento en cuestión.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Vencimiento de Arrendamientos</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La capacidad para volver a arrendar los espacios disponibles afectará los resultados de las operaciones y FIBRA HD se</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> verá afectada por las condiciones económicas y de competencia en los mercados en los que se encuentran los inmuebles que forman parte de nuestra cartera, así como el atractivo de las propiedades individuales. 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">, el promedio ponderado de la vigencia de los contratos de arrendamiento de los inmuebles de la cartera es de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">03</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">años.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Vencimiento</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Rentas anuales (miles de pesos)</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">del</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> Total</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">ABR (m²)</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">del</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> Total</span>
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<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">año</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">1</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">47,696</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">25.18</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">43,155</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#262626"> </span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">15.61</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Entre 1 y 2 años</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">82.928</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">1</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">4.14</span>
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<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:45.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">27,095</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#262626"> </span>
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<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:51.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">9.80</span>
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<tr style="height:16.5pt">
<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:111.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Entre 2 y 3 años</span>
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<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:82.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">1</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">24,957</span>
</p>
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<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:59.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">21.30</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:45.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">55,</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">397</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#262626"> </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:51.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">20.04</span>
</p>
</td>
</tr>
<tr style="height:16.5pt">
<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:111.5pt">
<p style="margin:0pt; text-align:center">
<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:82.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">21,077</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:59.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">3.59</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:45.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">7,387</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#262626"> </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:51.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">2.67</span>
</p>
</td>
</tr>
<tr style="height:16.5pt">
<td style="border-bottom-color:#4472c4; 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:111.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">Posteriores</span>
</p>
</td>
<td style="border-bottom-color:#4472c4; 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:82.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">209,907</span>
</p>
</td>
<td style="border-bottom-color:#4472c4; 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:59.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">3</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">5.79</span>
</p>
</td>
<td style="border-bottom-color:#4472c4; 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:45.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">1</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">43,413</span><span style="font-family:'Times New Roman'; font-size:10pt; color:#262626"> </span>
</p>
</td>
<td style="border-bottom-color:#4472c4; 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:51.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">51.88</span>
</p>
</td>
</tr>
<tr style="height:16.5pt">
<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:#4472c4; border-top-style:solid; border-top-width:1.5pt; padding-left:0.75pt; vertical-align:middle; width:111.5pt">
<p style="margin:0pt; text-align:center">
<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:#4472c4; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:82.5pt">
<p style="margin:0pt; text-align:center">
<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">86,565</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:#4472c4; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:59.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">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:#4472c4; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:45.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">2</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">76,447</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:#4472c4; border-top-style:solid; border-top-width:1.5pt; vertical-align:middle; width:51.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; color:#262626">100.00</span>
</p>
</td>
</tr>
</table>
<p style="margin:0.95pt 5.75pt 0pt 0pt; text-align:justify; line-height:108%; font-size:9pt">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold; 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; 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; letter-spacing:-0.5pt">Ingresos de Operación</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; 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; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt 2.25pt 0pt 0pt; line-height:11pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El Fideicomiso, como un fideicomiso de inversiones en bienes raíces ("FIBRA"), califica para ser tratada como una entidad transparente para efectos fiscales en México con fines de la Ley del Impuesto Sobre la Renta. Por lo tanto, todos los ingresos de la conducción de las operaciones del Fideicomiso se atribuyen a los titulares de sus </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"> y el Fideicomiso no está sujeto a Impuesto Sobre la Renta en México. Para mantener el estado de FIBRA, el Servicio de Administración Tributaria Mexicano (“SAT”) ha establecido, en los artículos 187 y 188 de la Ley del Impuesto Sobre la Renta, que el Fideicomiso debe distribuir anualmente al menos el 95% de su resultado fiscal neto a los titulares de sus </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">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0.95pt 0pt 0pt; text-align:justify; line-height:12pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Los ingresos de operación se refieren a aquellos que derivan del arrendamiento y mantenimiento de los inmuebles y, en el caso de los centros comerciales, al arrendamiento y al mantenimiento de los locales, espacios rentables en corredores, islas y otras áreas de tránsito de los visitantes, por el uso del estacionamiento, publicidad y otros ingresos.</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; font-weight:bold; letter-spacing:-0.5pt">Gastos de Operación</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; 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">Los gastos de operación de los inmuebles generalmente consisten en: gastos de administración, mantenimiento y reparaciones, predial, seguros, electricidad y otros gastos operativos misceláneos. Durante </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">el 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"> </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">la estructura de gastos fue la siguiente: (i) </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">87</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% de los gastos totales corresponden a gastos de operación de los inmuebles, (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ii</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">13</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% corresponden a los gastos por concepto de predial</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"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<a name="_Hlk99354121" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Tipo de Cambio</span></a>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Aproximadamente el </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">17</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">.30</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"> de</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> los contratos de arrendamiento de los inmuebles que integran la cartera, en términos de ingresos, se </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">denominan en dólares.</span><span style="-aw-bookmark-end:_Hlk99354121"></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">Es importante comentar que, en la nueva estrategia y visión de negocio de Fibra HD, alineadas a las de Fibra Plus, no se considera el uso de instrumentos financieros derivados para cubrir riesgo de tasas, tipo de cambio o cualquier otra índole, con el objeto de no exponerse a la volatilidad implícita en dichos instrumentos. La Administración de Fibra HD buscará mitigar los riesgos por variaciones en tasas o tipo de cambio de forma natural con la propia operación del 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">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Gastos y fondos de reserva</span>
</p>
<p style="margin:0.95pt 0pt 0pt; text-align:justify; line-height:108%; font-size:10pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Los inmuebles se mantendrán en buen estado y condición de conformidad con las leyes aplicables, regulaciones y políticas internas del Asesor y Administrado</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">r</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">. Los gastos de capital son </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">gestionados por el Asesor y Administrador</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y están incluidos como parte del presupuesto anual. En ocasiones, los inmuebles podrán sufrir renovaciones como resultado de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">mantenimiento y actualización</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">de las nuevas tendencias de mercado</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, como locales y/o áreas comunes con el fin de competir mejor con otros establecimientos del mercado. Financiaremos la totalidad de las renovaciones con el efectivo y otras fuentes de liquidez disponibles. </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">Cumplimiento de los límites de Apalancamiento establecidos en el Anexo AA de la Circular Única de Emisoras</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El Índice de Cobertura de Servicio de la Deuda (ICD) de Fibra HD al cierre del 4T2</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 de </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">75</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">x</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y fue calculado</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> con base en la metodología establecida en la CUE en su Anexo AA, dicho anexo 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><br />
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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 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>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Factores que pueden influir en futuros resultados de las operaciones </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times 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">Factores Macroeconómicos</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El negocio de Fibra HD y su condición financiera, el valor de 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"> y el crecimiento potencial se encuentran relacionados a las condiciones macroeconómicas en México, así como a condiciones macroeconómicas globales. En caso de una desaceleración económica, particularmente si impacta las regiones en donde se ubican los Inmuebles relacionados con los Activos que integran la Cartera Inicial o los principales mercados de los Arrendatarios, pudiera afectar la capacidad de Fibra HD para renovar los Contratos de Arrendamiento existentes, arrendar la superficie rentable disponible, mantener o incrementar las Rentas y cobrar las Rentas en tiempo. La volatilidad en los mercados financieros pudiera afectar la disponibilidad de financiamientos, tasas de interés, inflación en los tipos de cambios, lo que podría afectar la capacidad de Fibra HD para adquirir nuevos Activos o los precios a los cuales pudiera vender sus Activos. Sin embargo, Fibra HD cree que la calidad de sus Activos y Arrendatarios, la diversificación de su Cartera en términos de geografía, tamaño de los Bienes Inmuebles y Arrendatarios, puede mitigar alguno de los factores macroeconómicos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Ingresos por arrendamiento</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">Los ingresos de Fibra HD proceden, principalmente, de las Rentas provenientes de los Arrendatarios. El importe de los ingresos generados por el arrendamiento de los Inmuebles relacionados con los Activos que integran la Cartera y su cobrabilidad dependen principalmente ciertos factores, incluyendo:</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">(i) Tasas de ocupación, incluyendo la capacidad de Fibra HD para renovar los arrendamientos con los Arrendatarios actuales y rentar espacio disponible a nuevos arrendatarios;</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:'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">ii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) Tasas de las Rentas, incluyendo, la capacidad de Fibra HD para mantener o incrementar las tasas de Renta para arrendamientos existentes, renovación de Arrendamientos y arrendamientos futuros.</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:'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">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) Tamaño de la superficie rentable, misma que podrá variar dependiendo de las adquisiciones de nuevos Inmuebles y la disposición y expansión de los Activos actuales; </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; letter-spacing:-0.5pt">(</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) Cobro de Rentas, que primordialmente depende de la condición financiera de los Arrendatarios y su capacidad de realizar los pagos a tiempo</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">.</span>
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<p style="margin:0pt 2.25pt 0pt 0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Los ingresos por arrendamientos operativos reconocidos contablemente son sustancialmente iguales a aquellos determinados reduciendo los incentivos otorgados, tales como períodos de gracia, y que se reconocen en línea recta durante el plazo del arrendamiento, excepto por las rentas contingentes (tales como las variables), las cuales se reconocen cuando se presentan. Más del 80% de los contratos de arrendamiento están denominados en pesos, y el resto en dólares americanos. </span>
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<p style="margin:0pt 2.25pt 0pt 56.7pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt 2.25pt 0pt 0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Los ingresos incluyen ingresos procedentes de los reembolsos de los gastos de operación, mantenimiento y publicidad, y otros, los cuales se reconocen en el período en que se prestan los servicios.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Los resultados de las operaciones a continuación descritos, se refieren a los ingresos históricos y a los gastos operativos de los Activos que conforman la Cartera. Es importante mencionar que no se registró depreciación de las propiedades de inversión para efectos contables, ya que Fibra HD adoptó el método de valor razonable para registrar sus inmuebles, de conformidad con las Normas Internacionales de Información Financiera o IFRS.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Los ingresos totales del año que termina en 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"> ascienden a $</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">613,281,358</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> pesos generados por las </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> propiedades que forma el portafolio de la FIBRA a la fecha reportada, lo que representa un incremento de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">3.90</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% contra los ingresos del año terminado el 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4</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:8pt; font-weight:bold">Notas</span>
</p>
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<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">5</span>
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<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
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<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">4</span>
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<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
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<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">3</span>
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<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
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<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>
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<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>
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<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<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:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:165.05pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Ingresos:</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:23.3pt">
<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<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:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<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:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<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:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:165.05pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Arrendamiento</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:23.3pt">
<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; 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">613,281,358</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">590,256,427</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">537,187,628</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:165.05pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Mantenimiento</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:23.3pt">
<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">43,535,822</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">38,045,821</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">38,438,126</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:165.05pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Estacionamientos y otros </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:23.3pt">
<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; 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">14,390,353</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; 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">34,384,978</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; 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">10,764,519</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:165.05pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:23.3pt">
<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">671,207,533</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">662,687,226</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">586,390,273</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:165.05pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:23.3pt">
<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; 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:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:165.05pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Gastos de:</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:23.3pt">
<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; 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:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:165.05pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Administración</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:23.3pt">
<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">10,439,985</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">18,966,023</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">35,816,660</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:165.05pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Operación</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:23.3pt">
<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">184,394,710</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">187,458,192</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">199,839,365</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:165.05pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Mantenimiento</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:23.3pt">
<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">15,228,831</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">12,571,600</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">29,032,854</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:165.05pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Servicios de administración de propiedades</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:23.3pt">
<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> 84,909,511</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; 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">60,792,331</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; 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">24,225,504</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:165.05pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:23.3pt">
<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> 294,973,037</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; 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">279,788,146</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; 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">288,914,383</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:165.05pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:23.3pt">
<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; 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:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:165.05pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Utilidad de operación</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:23.3pt">
<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; 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">376,234,496</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; 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">382,899,080</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; 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">297,475,890</span>
</p>
</td>
</tr>
</table>
<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"> </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">En el año 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 ha pagado $</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">263,739,442</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> pesos por concepto de intereses, como parte del servicio de la deuda de los </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cebures</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> con claves de pizarra FIBRAHD 19U</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">así como de la disposición del crédito sindicado en el 4T22. Además, ha obtenido ingresos por intereses por $</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">32,287,846</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> pesos por la inversión de los recursos líquidos del Fideicomiso. El ajuste (utilidad) al valor razonable de las propiedades de inversión 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"> fue de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">251,504,856 </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">pesos</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; letter-spacing:-0.5pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:481.85pt">
<tr>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:165.05pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:12pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Ajustes al valor razonable de propiedades de inversión</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:23.3pt">
<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:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">251,504,856</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">375,876,908</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">662,977,337</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:165.05pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:12pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Otros productos </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:23.3pt">
<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:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">(32,206,324)</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">15,262,500</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt">
<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:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:165.05pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:12pt; widows:0; orphans:0; padding-left:7.1pt">
<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:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:23.3pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; 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">(41,476,601)</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; 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">(45,928,694</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; 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">(57,175,804</span><span style="font-family:'Times New Roman'; font-size:10pt">)</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:165.05pt">
<p style="margin:0pt 0pt 0pt 36pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:23.3pt">
<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:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">177,821,931</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">345,210,714</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">605,801,533</span>
</p>
</td>
</tr>
<tr style="height:14.75pt">
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:165.05pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:12pt; 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:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:23.3pt">
<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:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:14.75pt">
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:165.05pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:12pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Utilidad antes de impuestos a la utilidad</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:23.3pt">
<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:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt">
<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">392,252,959</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt">
<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">412,981,071</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt">
<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">728,358,334</span>
</p>
</td>
</tr>
</table>
<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">
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<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>
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<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 4T2</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 de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">2</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">.</span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic; letter-spacing:-0.5pt">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"> 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>
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<a name="_Hlk172137766" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt">El índice de Endeudamiento de FIBRA HD 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">: LTV=3</span><span style="font-family:'Times New Roman'; font-size:10pt">6</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">%. </span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt">El Índice de Cobertura de servicio de la Deuda de FIBRA HD 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"> es de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">ICD</span><span style="font-family:'Times New Roman'; font-size:6.67pt; font-style:italic; vertical-align:sub">t</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">75</span><span style="font-family:'Times New Roman'; font-size:10pt">x</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 23.75pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:8.4pt; font-family:serif; font-size:10pt">
<a name="_Hlk190771676" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt">La Deuda Garantizada de FIBRA HD respecto los Activos Totales al cierre del </span><span style="font-family:'Times New Roman'; font-size:10pt">4T2</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt"> es</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> 2</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">1.41</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">%.</span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt">Activos Totales no Gravados no menor a 150%.</span><span style="font-family:'Times New Roman'; font-size:10pt"> Los </span><span style="font-family:'Times New Roman'; font-size:10pt">Activos Totales No Gravados de FIBRA HD respecto al monto total de principal de la Deuda No Garantizada al cierre del </span><span style="font-family:'Times New Roman'; font-size:10pt">4T2</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt"> es de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">225</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">%.</span><span style="-aw-bookmark-end:_Hlk172138367"></span><span style="-aw-bookmark-end:_Hlk190771676"></span>
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<p style="margin:0pt 0pt 0pt 36pt">
<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">Seguimiento del LTV en los últimos 3 periodos.</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="-aw-bookmark-end:_Hlk172137766"></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; letter-spacing:-0.2pt">202</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.2pt">5</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.2pt">2024</span>
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<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:97.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.2pt">2023</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">LTV</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt">6.</span><span style="font-family:'Times New Roman'; font-size:10pt">67</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">3</span><span style="font-family:'Times New Roman'; font-size:10pt">9.00</span><span style="font-family:'Times New Roman'; font-size:10pt">%</span>
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<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:97.85pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt">41.09%</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 32.15pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Algunas causas anticipadas de vencimiento: </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Falta de pago de intereses: si la emisora deja de pagar intereses en una fecha de pago y dentro de los 5 días hábiles siguientes a dicha fecha no se ha llevado el pago correspondiente.</span>
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<li style="margin:0pt 0pt 0pt 59.75pt; 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">Incumplimiento de obligaciones confirme a los</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">CBFIs</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">: si la emisora no realiza el pago a su vencimiento, del monto principal de cualquier </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">deuda cuyo</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> monto será superior, individual o en su conjunto a 10 millones de dólares o su equivalente en cualquier otra moneda o se declara el vencimiento anticipado de cualquier deuda que obligue a la emisora a pagar el monto superior, individual o en su conjunto </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">en cualquier otra moneda antes de su vencimiento programado.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Liquidación: si se ordena la liquidación del fideicomiso por una autoridad judicial competente mediante una resolución que no admita recurso alguno, o si la emisora admitiere por escrito su incapacidad de pagar sus deudas a su vencimiento.</span>
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</ul>
<p style="margin:0pt 0pt 0pt 32.15pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<a name="_Hlk70409840" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span></a>
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<td style="background-color:#b9cde5; 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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:96.75pt">
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Concepto general</span>
</p>
</td>
<td style="background-color:#b9cde5; 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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:102.05pt">
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Indicador</span>
</p>
</td>
<td style="background-color:#b9cde5; 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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:231.25pt">
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Meta del indicador</span>
</p>
</td>
</tr>
<tr style="height:21.65pt">
<td rowspan="2" style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:96.75pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Estructura de capital</span>
</p>
</td>
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:102.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Apalancamiento (Activos / Patrimonio)</span>
</p>
</td>
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:231.25pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Mantener un indicador </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">por debajo de 1.5x</span>
</p>
</td>
</tr>
<tr style="height:17.55pt">
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:102.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Nivel de endeudamiento</span>
</p>
</td>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Mantener un </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">LTV <35%</span>
</p>
</td>
</tr>
<tr style="height:30.9pt">
<td rowspan="6" style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:96.75pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Liquidez</span>
</p>
</td>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Cobertura de intereses (ICD anexo AA)</span>
</p>
</td>
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:231.25pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Mantener un ICD conforme a lo establecido por la CUE en su Anexo AA, de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">al menos 1.2x</span>
</p>
</td>
</tr>
<tr style="height:34.5pt">
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:102.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Activos no garantizados / Deuda no garantizada</span>
</p>
</td>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Mantener una razón por encima </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">de >1.5x</span>
</p>
</td>
</tr>
<tr style="height:17.55pt">
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:102.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Deuda Garantizada / Activos Totales</span>
</p>
</td>
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:231.25pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Mantener una razón </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">menor al 40%</span>
</p>
</td>
</tr>
<tr style="height:17.55pt">
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:102.05pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Deuda Neta /EBITDA</span>
</p>
</td>
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:231.25pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Procurar un </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">objetivo de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">mediano plazo</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> de 3x</span>
</p>
</td>
</tr>
<tr style="height:68.4pt">
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:102.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Líneas de crédito revolventes</span>
</p>
</td>
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:231.25pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Mantener </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">líneas de crédito revolventes disponibles </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">para atender requerimientos del desarrollo y capital de trabajo, regidas bajo el ICD conforme se describe anteriormente.</span>
</p>
</td>
</tr>
<tr style="height:17.55pt">
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:102.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Caja mínima</span>
</p>
</td>
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:231.25pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">10% de las ventas anuales o </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">(4</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> a 6 meses capital de trabajo)</span>
</p>
</td>
</tr>
<tr style="height:34.5pt">
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:96.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Instrumentos financieros derivados</span>
</p>
</td>
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:102.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">No</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">instrumentos especulativos</span>
</p>
</td>
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:231.25pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">No utilizar instrumentos financieros derivados especulativos </span>
</p>
</td>
</tr>
<tr style="height:61.3pt">
<td rowspan="2" style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:96.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Tasa de interés</span>
</p>
</td>
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:102.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Uso prudencial de derivados</span>
</p>
</td>
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:231.25pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Hacer uso de los instrumentos financieros derivados de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">manera prudencial, con base en los requerimientos de cobertura mínimos del banco, con instrumentos "</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; letter-spacing:-0.5pt">plain</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; letter-spacing:-0.5pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; font-style:italic; letter-spacing:-0.5pt">vanilla</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; letter-spacing:-0.5pt"> y asesorados por terceros independientes expertos en la materia.</span>
</p>
</td>
</tr>
<tr style="height:30.9pt">
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:102.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Mezcla tasa fija y variable</span>
</p>
</td>
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:231.25pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Procurar una mezcla de </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">al menos el 40% de tasa de interés fija</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y el resto en tasa variable</span>
</p>
</td>
</tr>
<tr style="height:34.5pt">
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:96.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Tipo de cambio</span>
</p>
</td>
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:102.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Cobertura natural</span>
</p>
</td>
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:231.25pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Mantener una </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">cobertura natural en tipo de cambio </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">a través del calce perfecto en moneda de la deuda y su fuente de pago.</span>
</p>
</td>
</tr>
<tr style="height:34.5pt">
<td rowspan="2" style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:96.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Adquisiciones</span>
</p>
</td>
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:102.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Financiamiento</span>
</p>
</td>
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:231.25pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Financiar las </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">adquisiciones futuras</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> con una mezcla de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">deuda y</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> capital, idealmente con un </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">LTV por debajo del 60%.</span>
</p>
</td>
</tr>
<tr style="height:30.9pt">
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:102.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Desarrollo</span>
</p>
</td>
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:231.25pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Reducir la exposición al </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">desarrollo de proyectos a no más del 10% del ABR total</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">.</span>
</p>
</td>
</tr>
<tr style="height:51.45pt">
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:96.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Desinversión</span>
</p>
</td>
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:102.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Maximizar la captura de plusvalía</span>
</p>
</td>
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:231.25pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La política establecida por el Comité Técnico y la Administración es buscar la estrategia de desinversión que maximice el flujo de venta, estableciendo como </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">mínimo un rango de +/- 5% sobre el valor avalúo vigente.</span>
</p>
</td>
</tr>
<tr style="height:30.9pt">
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:96.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">CAPEX </span>
</p>
</td>
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:102.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Mantenimiento de propiedades</span>
</p>
</td>
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:231.25pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Ejercer un </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">máximo de 1% del valor de las propiedades como </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Capex</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> en el mantenimiento mayor anual</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de los inmuebles. </span>
</p>
</td>
</tr>
<tr style="height:34.5pt">
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:96.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Distribuciones</span>
</p>
</td>
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:102.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Acorde a la LISR</span>
</p>
</td>
<td style="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; 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:0.22pt; padding-right:0.22pt; padding-top:0.22pt; vertical-align:middle; width:231.25pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">De acuerdo con</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> la LISR, las Fibras deberán </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">distribuir el 95% de su utilidad fiscal.</span>
</p>
</td>
</tr>
</table>
<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; font-weight:bold; letter-spacing:-0.5pt">Características de la emisión Fibra HD 19U, la cual sigue vigente a la fecha de este reporte</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </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"> </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 $</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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">CBF</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">I</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">s</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">CBF</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">I</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">s</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">negativa</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">CBF</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">I</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">s</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 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Detalle de los intereses devengados y pagados de los </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Certificados Bursátiles Fiduciarios</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> FIBRAHD 19U:</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:518.2pt">
<tr>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:13.35pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">No.</span>
</p>
</td>
<td colspan="3" style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:127.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Periodo</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:29.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Días </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Periodo</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:25.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">T.I.</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:62.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Valor Nominal UDIs</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:52.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Intereses del Periodo en UDIS</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:37.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Valor de la UDI en la fecha de Pago</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:81.65pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Intereses del periodo en Pesos</span>
</p>
</td>
</tr>
<tr>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:13.35pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">1</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Jueves 28 de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Noviembre</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de 2019</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:10.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">al</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Jueves 28 de mayo de 2020</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:29.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">182</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:25.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">5.63%</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:62.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">127,825,700.00</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:52.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">3,638,274.49</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:37.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">6.422121</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:81.65pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">$23,365,439.03</span>
</p>
</td>
</tr>
<tr>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:13.35pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">2</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Jueves 28 de mayo de 2020</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:10.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">al</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Jueves 26 de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">noviembre</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de 2020</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:29.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">182</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:25.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">5.63%</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:62.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">127,825,700.00</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:52.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">3,638,274.49</span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:37.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">6.601154</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:81.65pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> $24,016,</span><span style="font-family:'Times New Roman'; font-size:10pt">810.23</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:13.35pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">3</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Jueves 26 de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">noviembre</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de 2020</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:10.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">al</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">jueves</span><span style="font-family:'Times New Roman'; font-size:10pt">, 27 de mayo de 2021</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>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:29.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">182</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:25.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">5.63%</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:62.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">127,825,700.00</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:52.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">3,638,274.49</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:37.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">6.811071</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:81.65pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt"> $24,780,545.89 </span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:13.35pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">jueves</span><span style="font-family:'Times New Roman'; font-size:10pt">, 27 de mayo de 2021</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>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:10.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">al</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">jueves</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, 25 de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">noviembre</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de 2021</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:29.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">182</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:25.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">5.63%</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:62.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">127,825,700.00</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:52.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">3,638,274.49</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:37.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt">7.</span><span style="font-family:'Times New Roman'; font-size:10pt">020501</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:81.65pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">$25,542,509.72</span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:13.35pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">5</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">jueves</span><span style="font-family:'Times New Roman'; font-size:10pt">, 25 de </span><span style="font-family:'Times New Roman'; font-size:10pt">noviembre</span><span style="font-family:'Times New Roman'; font-size:10pt"> de 2021</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:10.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">al</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">jueves</span><span style="font-family:'Book Antiqua'; font-size:10pt">, 26 de mayo de 2022</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:29.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">182</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:25.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">5.63%</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:62.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">127,825,700.00</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:52.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">3,638,274.49</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:37.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">7.331571</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:81.65pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">$26,674,267.77</span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:13.35pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">6</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">jueves</span><span style="font-family:'Times New Roman'; font-size:10pt">, 26 de mayo de 2022</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:10.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">al</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">jueves</span><span style="font-family:'Book Antiqua'; font-size:10pt">, 24 de </span><span style="font-family:'Book Antiqua'; font-size:10pt">noviembre</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de 2022</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:29.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">182</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:25.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">5.63%</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:62.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">127,825,700.00</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:52.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">3,638,274.49</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:37.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">7.601236</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:81.65pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">$27,655,383.06</span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:13.35pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">7</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">jueves</span><span style="font-family:'Times New Roman'; font-size:10pt">, 24 de </span><span style="font-family:'Times New Roman'; font-size:10pt">noviembre</span><span style="font-family:'Times New Roman'; font-size:10pt"> de 2022</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:10.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">al</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">jueves</span><span style="font-family:'Book Antiqua'; font-size:10pt">, 25 de mayo de 2023</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:29.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">182</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:25.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">5.63%</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:62.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">127,825,700.00</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:52.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">3,638,274.49</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:37.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">7.791609</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:81.65pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">$28,348,012.29</span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:13.35pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">8</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt">jueves</span><span style="font-family:'Times New Roman'; font-size:10pt">, 25 de mayo de 2023</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:10.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">al</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">jueves</span><span style="font-family:'Book Antiqua'; font-size:10pt">, 23 de </span><span style="font-family:'Book Antiqua'; font-size:10pt">noviembre</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de 2023</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:29.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">182</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:25.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">5.63%</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:62.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">127,825,700.00</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:52.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">3,638,274.49</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:37.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">7.923479</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:81.65pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">$28,827,791.54</span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:13.35pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">9</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">jueves</span><span style="font-family:'Book Antiqua'; font-size:10pt">, 23 de </span><span style="font-family:'Book Antiqua'; font-size:10pt">noviembre</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de 2023</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:10.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">al</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">jueves</span><span style="font-family:'Book Antiqua'; font-size:10pt">, 23 de mayo de 2024</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:29.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">182</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:25.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">5.63%</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:62.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">127,825,700.00</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:52.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">3,638,274.49</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:37.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">8.153078</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:81.65pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt"> $29,663,135.73</span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:13.35pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">10</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Jueves 23 de mayo del 2024</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:10.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Al </span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">jueves</span><span style="font-family:'Book Antiqua'; font-size:10pt">, 2</span><span style="font-family:'Book Antiqua'; font-size:10pt">1</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de </span><span style="font-family:'Book Antiqua'; font-size:10pt">noviembre</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de 2024</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:29.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">182</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:25.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">5.63%</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:62.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">127,825,700.00</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:52.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">3,638,274.49</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:37.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">8.301767</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:81.65pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">$30,204,107.13</span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:13.35pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">11</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Jueves, 21 de </span><span style="font-family:'Book Antiqua'; font-size:10pt">noviembre</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de 2024</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:10.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Al</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Jueves, 22 de mayo de 2025</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:29.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">182</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:25.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">5.63%</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:62.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">127,825,700.00</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:52.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">3,638,274.49</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:37.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">8.470948</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:81.65pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">30,819,634.0</span><span style="font-family:'Book Antiqua'; font-size:10pt">4</span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:13.35pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">12</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Jueves, 22 de mayo de 2025</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:10.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Al</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:47.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">Jueves, 20 de </span><span style="font-family:'Book Antiqua'; font-size:10pt">noviembre</span><span style="font-family:'Book Antiqua'; font-size:10pt"> de 2025</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:29.85pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">182</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:25.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">5.63%</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:62.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">127,825,700.00</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:52.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">3,638,274.49</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:37.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Book Antiqua'; font-size:10pt">8.594671</span>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:81.65pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Book Antiqua'; font-size:10pt">31,269,772.2</span><span style="font-family:'Book Antiqua'; font-size:10pt">8</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:24.15pt; border:none">
</td>
<td style="width:58.55pt; border:none">
</td>
<td style="width:21.5pt; border:none">
</td>
<td style="width:58.55pt; border:none">
</td>
<td style="width:40.65pt; border:none">
</td>
<td style="width:36.7pt; border:none">
</td>
<td style="width:73.3pt; border:none">
</td>
<td style="width:63.3pt; border:none">
</td>
<td style="width:48.3pt; border:none">
</td>
<td style="width:92.45pt; border:none">
</td>
</tr>
</table>
<p style="margin:0pt; 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; 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; text-align:justify; background-color:#ffffff">
<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"> </span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline; letter-spacing:-0.5pt">Contratación de créditos</span>
</p>
<p style="margin:0pt; text-align:justify; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El pasado </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">20</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; letter-spacing:-0.5pt">dici</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">embre del 202</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, Fibra HD, en </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">co-acreditamiento</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> con Fibra Plus, firmaron un crédito sindicado por hasta Ps.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">3,15</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">0 millones con BBVA México, Sociedad Anónima, Institución de Banca Múltiple, Grupo </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Financiero</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> BBVA</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">México, actuando como banco agente. Los bancos acreditantes fueron: (i) Banco Nacional de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Comercio</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Exterior, Sociedad Nacional de Crédito, Institución de Banca de Desarrollo (BANCOMEXT); (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ii</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">Banco Multiva</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, S.A. </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">Institución de Banca Múltiple; (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iii</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) Banco del Bajío, S.A. </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">Institución de Banca Múltiple y (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">iv</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) BBVA México, Sociedad Anónima, Institución de Banca Múltiple, Grupo </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Financiero</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> BBVA México.</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">Las principales características de dicho crédito son las siguientes:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">• Monto: hasta Ps.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">3</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">150</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> millones</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">• Plazo: 5 años</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">• Garantía inmobiliaria: 1.5 a 1</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">• Tasa de interés determinable conforme al nivel del LTV</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; 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 de diciembre de 2025, el perfil de endeudamiento de Fibra HD presenta un saldo insoluto de 2,948 millones de pesos. Esta estructura de pasivos se divide en tres componentes principales, derivado de las estrategias de refinanciamiento y las emisiones de deuda en el mercado:</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>
<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.85pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">En primer lugar, se encuentra un tramo del crédito sindicado por un monto de 1,249 millones de pesos. Este capital fue obtenido mediante dos disposiciones realizadas en enero de 2025, destinadas específicamente a optimizar y liquidar el financiamiento anterior con BBVA.</span>
</li>
<li style="margin:0pt 0pt 0pt 22.85pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Como segundo componente, se integra la parte denominada en moneda extranjera del mismo crédito sindicado, la cual asciende a 589.7 millones de pesos (dispuestos originalmente en dólares). Al igual que el tramo anterior, este financiamiento se concretó en enero de 2025 bajo el marco del refinanciamiento integral con el grupo bancario.</span>
</li>
<li style="margin:0pt 0pt 0pt 22.85pt; text-indent:0pt; text-align:justify; padding-left:5.5pt; font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">
<span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Finalmente, la estructura se completa con los Certificados Bursátiles (</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">Cebures</span><span style="font-family:'Book Antiqua'; font-size:10pt; letter-spacing:-0.5pt">) identificados con la clave de pizarra Fibra HD 19U. Estos títulos, colocados en noviembre de 2019, mantienen un saldo insoluto de 1,107.6 millones de pesos y conservan su vencimiento original estipulado para el 15 de noviembre de 2029.</span>
</li>
</ol>
<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">Asimismo, se informa que el Fideicomiso ha entregado en forma completa y oportuna desde su constitución, lo reportes que </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">la </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">legislación mexicana le requiere en forma completa y oportuna en los últimos 3 ejercicios.</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">Para más información sobre el endeudamiento de Fibra HD, ver “Sección Historia y Desarrollo del Fideicomiso - Contratación de Créditos”.</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"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="-aw-bookmark-end:_Hlk70409840"></span><span style="font-family:'Times New Roman'; font-size:10pt">El efectivo restringido corresponde a una cantidad equivalente a la suma de 3 meses de intereses ordinarios pagaderos respecto del crédito para el periodo de intereses siguiente según corresponda, más el monto por concepto de principal pagadero en la siguiente fecha de pago de acuerdo con el contrato de deuda sindicado celebrado con BBVA como Agente colocador mencionado en la Nota 1</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"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:446.45pt">
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:163.55pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; 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:top; width:79.9pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">5</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">4</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">3</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:163.55pt">
<p style="margin:0pt 2.25pt 0pt 0pt; text-align:justify; 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:top; width:79.9pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:justify; 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 2.4pt 0pt 2.85pt; text-align:justify; 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 2.4pt 0pt 2.85pt; text-align:justify; 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:163.55pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Efectivo </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; 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">382,35</span><span style="font-family:'Times New Roman'; font-size:10pt">1</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">382,352</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">382,352</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:163.55pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Equivalentes de efectivo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">254,925,311</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">41</span><span style="font-family:'Times New Roman'; font-size:10pt">8,778,525</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">544,980,878</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:163.55pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Efectivo restringido </span><span style="font-family:'Times New Roman'; font-size:6.67pt; text-decoration:underline; vertical-align:super">(1)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; 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">24,121,429</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:justify; 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">29,606,987</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:justify; 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">27,339,899</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:163.55pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; 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:top; width:79.9pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$ 279,429,091</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">44</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">8,767,864</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</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">572,703,129</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:163.55pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top">
</td>
<td style="vertical-align:top">
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:163.55pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top">
</td>
<td style="vertical-align:top">
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:163.55pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Nivel de endeudamiento</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">36.67%</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">39.</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">00</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:top; width:79.9pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">41.22%</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:163.55pt">
<p style="margin:0pt 2.4pt 0pt 0pt; text-align:justify; 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:top; width:79.9pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:justify; 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:top; width:79.9pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:justify; 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:top; width:79.9pt">
<p style="margin:0pt 2.4pt 0pt 2.85pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:174.35pt; border:none">
</td>
<td style="width:90.7pt; border:none">
</td>
<td style="width:90.7pt; border:none">
</td>
<td style="width:90.7pt; border:none">
</td>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">No existen transacciones relevantes en el período reportado no registradas en el Balance General o Estado de Resultados.</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:10pt; letter-spacing:-0.5pt">Adicionalmente a las prácticas de control interno que recomienda el Auditor Externo, Fibra HD ha establecido un conjunto de políticas, procedimientos, prácticas y reportes estandarizados que contribuyen a un adecuado ambiente de control.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Las políticas y los procedimientos internos rigen las operaciones y otorgan una seguridad razonable de la salvaguarda de los activos, la observancia de prácticas operativas y administrativas sanas y la generación periódica de información confiable.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">La contraloría corporativa y los responsables de la administración a nivel local cuentan con un calendario de obligaciones y actividades, con formatos y reportes estandarizados y con especificaciones claras; relativas a los ciclos de ingresos, gastos, impuestos, verificación, estados financieros y reportes de desempeño.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Al cierre 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 cuenta con provisiones diversas que suman $</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">81.9</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">millones de pesos </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">202</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">5</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">202</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">3</span>
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<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11pt">
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Pasivos financieros:</span>
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<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11pt">
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<p style="margin:0pt 0pt 0pt 7.1pt; line-height:11pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Costo amortizado:</span>
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<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:82.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
</p>
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<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:82.75pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
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<td style="vertical-align:top">
</td>
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<tr>
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<p style="margin:0pt 0pt 0pt 14.15pt; text-indent:-7.1pt; line-height:11pt; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Cuentas por pagar</span>
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<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:94.1pt">
<p style="margin:0pt; line-height:11pt">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt">81,862,489</span>
</p>
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<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:94.1pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11pt">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt">48,631,870</span>
</p>
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<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:94.1pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11pt">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt">32,444,492</span>
</p>
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<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11pt">
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</p>
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<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11pt">
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<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11pt">
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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">El importe que se reconoce como provisión es la mejor estimación del desembolso necesario para liquidar la obligación presente</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">al final del periodo sobre el que se informa, teniendo en cuenta los riesgos y las incertidumbres que rodean a la obligación. Cuando se valúa una provisión usando los flujos de efectivo estimados para liquidar la obligación presente, su valor en libros representa el valor presente de dichos flujos de efectivo (cuando el efecto del valor del dinero en el tiempo es material).</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">Cuando se espera la recuperación de algunos o de todos los beneficios económicos requeridos para liquidar una provisión por parte de un tercero, se reconoce una cuenta por cobrar como un activo si es virtualmente cierto que se recibirá el desembolso y el monto de la cuenta por cobrar puede ser valuado confiablemente.</span>
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<a name="_Hlk5465959" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt">Dado que FIBRAHD Servicios, S.C. (el “Asesor y Administrador”) es una SC en la cual Fibra HD tiene una participación del 99.9%, la información financiera de dicho Asesor y Administrador se presenta como parte de la información financiera consolidada del Fideicomiso.</span></a>
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<a name="_Hlk164870770" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt">A continuación, mostramos información financiera seleccionada del Administrador Interno Fibra HD Servicios, S.C.: </span><span style="font-family:'Times New Roman'; font-size:10pt">Falta actualizar</span></a>
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<p style="margin:0pt; text-align:justify">
<span style="-aw-bookmark-end:_Hlk164870770"></span><span style="font-family:'Times New Roman'; font-size:11pt"> </span>
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<a name="_Hlk164870756" href="#" ><span style="font-family:'Times New Roman'; font-size:9pt"> </span></a>
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<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">202</span><span style="font-family:'Times New Roman'; font-size:9pt">5</span>
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<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">202</span><span style="font-family:'Times New Roman'; font-size:9pt">4</span>
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<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">202</span><span style="font-family:'Times New Roman'; font-size:9pt">3</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9pt">Activos</span>
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<td style="background-color:#e7e6e6; 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; 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:5.03pt; padding-right:5.03pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">29,182</span>
</p>
</td>
<td style="background-color:#e7e6e6; 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; 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:5.03pt; padding-right:5.03pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">42,600</span>
</p>
</td>
<td style="background-color:#e7e6e6; 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; 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:5.03pt; padding-right:5.03pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">69,302</span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:221.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9pt">Activo Circulante </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">2,4270</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">35</span><span style="font-family:'Times New Roman'; font-size:9pt">,864</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; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">59,3</span><span style="font-family:'Times New Roman'; font-size:9pt">57</span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:221.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9pt">Activo No Circulante</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">4,912</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">6,736</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; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">9,945</span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:221.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9pt">Total</span><span style="font-family:'Times New Roman'; font-size:9pt"> Activos</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">29,182</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">42,600</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; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">69,302</span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:221.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt"> </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; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#e7e6e6; 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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:221.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9pt">Pasivos</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">46,205</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">49,117</span>
</p>
</td>
<td style="background-color:#e7e6e6; 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; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">56,825</span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:221.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9pt">Pasivos Totales</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">46,205</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">49,117</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; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">56,825</span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:221.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt"> </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; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:221.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9pt">Capital</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">(</span><span style="font-family:'Times New Roman'; font-size:9pt">17,023</span><span style="font-family:'Times New Roman'; font-size:9pt">)</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">(6,517)</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; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">12,477</span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:221.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt"> </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; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#e7e6e6; 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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:221.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9pt">Total</span><span style="font-family:'Times New Roman'; font-size:9pt"> Pasivo + Capital</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">29,182</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">42,600</span>
</p>
</td>
<td style="background-color:#e7e6e6; 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; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">69,302</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt">
<span style="-aw-bookmark-end:_Hlk164870756"></span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:408.15pt">
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:221.4pt">
<p style="margin:0pt; text-align:justify">
<a name="_Hlk164870802" href="#" ><span style="font-family:'Times New Roman'; font-size:9pt"> </span></a>
</p>
</td>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt; text-align:center">
<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:#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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt; text-align:center">
<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:#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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt; text-align:center">
<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>
<td style="background-color:#e7e6e6; 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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:221.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9pt">Ingresos</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">1</span><span style="font-family:'Times New Roman'; font-size:9pt">06,678</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">151,180</span>
</p>
</td>
<td style="background-color:#e7e6e6; 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; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">153,403</span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:221.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt"> </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; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#e7e6e6; 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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:221.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9pt">Gastos Totales</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">1</span><span style="font-family:'Times New Roman'; font-size:9pt">09,735</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">171,661</span>
</p>
</td>
<td style="background-color:#e7e6e6; 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; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">149,260</span>
</p>
</td>
</tr>
<tr>
<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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:221.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<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="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<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="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; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:bottom; width:47.6pt">
<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>
<td style="background-color:#e7e6e6; 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; 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:5.03pt; padding-right:5.03pt; vertical-align:top; width:221.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:9pt">Utilidad o pérdida neta</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">(</span><span style="font-family:'Times New Roman'; font-size:9pt">3,057</span><span style="font-family:'Times New Roman'; font-size:9pt">)</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">(20,481)</span>
</p>
</td>
<td style="background-color:#e7e6e6; 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; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:9pt">4,143</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt">
<span style="-aw-bookmark-end:_Hlk5465959"></span><span style="-aw-bookmark-end:_Hlk164870802"></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:10pt; letter-spacing:-0.5pt">Durante el ejercicio 2025, Fibra HD consolidó su transformación estratégica para consolidarse como un vehículo especializado en el sector industrial, capitalizando las oportunidades estructurales del mercado en México. Tras un 2024 enfocado en eficiencias operativas, este año representó el reposicionamiento definitivo del fideicomiso, priorizando activos industriales estabilizados y con baja exposición al desarrollo. Esta visión busca alinear nuestra valuación de mercado con pared comparables y aumentar la liquidez, asegurando un flujo de efectivo más sólido para el pago de dividendos. Un hito fundamental fue la reorganización de activos aprobada en el segundo trimestre de 2025, que permitió la transferencia de 22 inmuebles no industriales a Fibra Plus (valorados en $3,956 millones de pesos) y la cesión de pasivos asociados, logrando que Fibra HD mantenga actualmente un portafolio puramente industrial en su primera fase.</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; letter-spacing:-0.5pt">En el ámbito financiero, el 2025 destacó por la optimización de la estructura de capital y el fortalecimiento del balance. El refinanciamiento del crédito sindicado, que contó con una sobredemanda de 25.4%, nos permitió extender los vencimientos hasta 2029 y adoptar un esquema de amortización creciente que libera flujo operativo inmediato. Para mitigar riesgos de mercado, durante el año cerramos coberturas de tasas de interés que generarán ahorros significativos en el costo de la deuda. Asimismo, como parte de la estrategia de crecimiento inorgánico, el Consejo Directivo aprobó la adquisición del Portafolio </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Nogales y la contratación de una colocación privada en los Estados Unidos (USPP) por hasta $115 millones de dólares, diversificando nuestras fuentes de financiamiento y aumentando la exposición a flujos dolarizados.</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; letter-spacing:-0.5pt">Finalmente, la gestión operativa se centró en la ejecución disciplinada del programa de rotación de activos y desinversiones de propiedades no estratégicas. Garcias a la gestión de la subdirección especializada, el capital obtenido de estas ventas se ha destinado a la reducción del apalancamiento y a adquisiciones alineadas con nuestra tesis de negocio. Con la primera </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">etapa</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> de reestructura concluida y la integración del portafolio industrial remanente proyectada para el segundo trimestre de 2026, cerramos </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">este ejercicio con una plataforma más escalable y trasparente. Estas decisiones no solo fortalecen nuestra posición financiera, sino que sientan las bases para un crecimiento sostenible y una mayor generación de calor para todos nuestros tenedores.</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>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El portafolio pendiente de desinversión se compone de 2</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> activos, con un valor avaluó de </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">501</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> millones de pesos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> y una tasa de ocupación del </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">79</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">Al </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">cierre del año</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, se </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">registraron </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">en negociación </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">6</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> propiedades: </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Agencia Suzuki, IPETH, Portafolio Burger King, Colegio La Calma I y II y </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Downtown</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Santa Fe</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, las cuales suman </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">648</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">mdp</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"> </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">UN componente central del ejercicio 2025 fue la aceleración del programa de desinversión de activos no estratégicos, bajo la tesis de inversión aprobada por el Comité Técnico. Esta estrategia posiciona a Fibra </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">HD como</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> una plataforma de valor agregado (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Value</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">-Add) enfocada en activos industriales que, aunque desatendidos por otros vehículos, ofrecen </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Cap</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Rates atractivos </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">en dólares y flujos operativos (NNN) constantes. Este enfoque permite que el fideicomiso sea una entidad escalable, con mayor bursatilidad y capaz de ofrecer dividendos competitivos al alinearse con las métricas de valuación de los Fibras industriales líderes.</span>
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<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; letter-spacing:-0.5pt">Durante 2025, el programa de desinversión mostró una dinámica sobresaliente, recibiendo 38 ofertas por 20 inmuebles que totalizaron un valor agregado de $3,156 millones de pesos. Destaca que el </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Cap</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Rate promedio de estas ofertas se situó en un 10.97%, reflejando la disciplina en las negociaciones y la alta demanda por los activos del portafolio. Al cierre del año, las operaciones concluidas sumaron $324 millones de pesos, destacando la formalización de las ventas de Barrio Reforma Niza ($55 millones de pesos) y La Roca ($128.5 millones de pesos), cuyos procesos iniciaron a finales de 2024, así como la desincorporación de las propiedades San Antonio ($76 millones de pesos) y Sevilla ($17.1 millones de pesos).</span>
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<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; letter-spacing:-0.5pt">Hacia el cierre del ejercicio y los primeros meses de 2026, el avance en la rotación de activos se mantiene sólido con ofertas aceptadas en proceso de cierre por $483 millones de pesos. Este monto incluye activos clave como Olab, La Pilita y Duraznos, que ya cuentan con anticipos de compraventa, y la propiedad Casa Grande, cuya venta se concretó en febrero de 2026 con un precio 26.3% superior a su valor de avalúo de 2024. Estos resultados confirman la capacidad del Consejo Directivo para monetizar propiedades no estratégicas en condiciones favorables, fortaleciendo la flexibilidad financiera necesaria para culminar la transición hacia un portafolio de alta concentración industrial.</span><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; 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; letter-spacing:-0.5pt">Pasando a los resultados financieros 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">, la utilidad de la operación o EBITDA creció de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">395</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> millones de pesos a </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">404</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> millones de pesos, con un incremento en la eficiencia de las propiedades de inversión reflejada en el margen operativo de</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> 65.75</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>
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<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; letter-spacing:-0.5pt">La ocupación global del portafolio fue de 94.</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">9</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">%, con vencimiento promedio de 4.0</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> años. Es importante señalar que cerca del </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">39.38</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% de los contratos de arrendamiento tienen vencimiento posterior al año 202</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">8</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">. Durante el año 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">, </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">d</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">estaca la ocupación de los activos industriales y educativos</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, las cuales </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">se ubic</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">aron</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> en 100%, mientras que la ocupación de los activos comerciales fue superior al 9</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4</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">Con respecto a los litigios contra Celtic, cuyo objeto de demanda es de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">337</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">millones de pesos, estamos en proceso de apelación del juicio resolutivo por el pago parcial de las rentas adeudadas. </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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">En el balance, los activos totales sumaron </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">8,040</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> millones de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">pesos, 6%</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> por arriba de su valor en el 202</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4</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"> </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">Durante 2025, el valor de las propiedades de inversión se situó en 6,</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">374</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> millones de pesos, lo que representa una ligera disminución del 1</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">.80</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% comparado con los 6,491 millones registrados al cierre de 2024. Este ajuste en el valor total del portafolio se explica principalmente por la ejecución estratégica de desinversiones, destacando la conclusión de las ventas de Niza, La Roca, San Antonio y Sevilla, las cuales sumaron 278 millones de pesos. No obstante, el desempeño operativo se mantuvo sólido, logrando una ganancia por valuación de activos de 251 millones de pesos, lo que demuestra la plusvalía y eficiencia de los inmuebles que permanecen en la cartera tras el crecimiento del 6.3% observado el año anterior.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El proceso de des apalancamiento del Fideicomiso durante el ejercicio 2025 fue resultado de una gestión disciplinada de pasivos, centrada en amortizaciones programadas de capital. Este efecto se vio favorecido por la </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">fortaleza del peso mexicano frente al dólar hacia el cierre del año</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">, lo cual generó un beneficio contable en la valuación de la deuda denominada en moneda extranjera al reducir su equivalencia en moneda nacional.</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">Como consecuencia de estos factores, el nivel de apalancamiento (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">LTV</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">) mostró una trayectoria descendente, pasando de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">39.0% al cierre de 2024 a 36.8% al cierre de 2025</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">. Por su parte, el Índice de Cobertura de la Deuda (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ICD</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">), calculado conforme al Anexo AA, se situó en </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">75</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">x</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">. Ambos indicadores confirman una sólida posición financiera, caracterizada por altos niveles de solvencia y una estructura de capital optimizada para la generación de flujo estabilizado.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El patrimonio al cierre de diciembre fue de 4,</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">724</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> millones de pesos, por lo que el valor en libros por CBFI finalizó en </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">10.93</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> pesos (vs </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">10.02</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> del 202</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4</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 materia ASG, comenzamos el Análisis de Riesgos Climáticos Físicos con S&P Global. Además, se concluyó el análisis de factibilidad sobre la certificación Edge </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Advanced</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> en un inmueble (Plaza Los Mochis) para iniciar los procesos de certificación en el segundo trimestre del 2025.</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"> </span>
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<a name="_Hlk101662760" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Ingresos de Operación</span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Los ingresos de operación se refieren a aquellos que derivan del arrendamiento y mantenimiento de los inmuebles y, en el caso de los centros comerciales, al arrendamiento y al mantenimiento de los locales, espacios rentables en corredores, islas y otras áreas de tránsito de los visitantes, por el uso del estacionamiento, publicidad y otros ingresos.</span>
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<a name="_Hlk164877750" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">El Fideicomiso, como un fideicomiso de inversiones en bienes raíces ("FIBRA"), califica para ser tratada como una entidad transparente para efectos fiscales en México con fines de la Ley del Impuesto Sobre la Renta. Por lo tanto, todos los ingresos de la conducción de las operaciones del Fideicomiso se atribuyen a los titulares de sus </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"> y el Fideicomiso no está sujeto a Impuesto Sobre la Renta en México. Para mantener el estado de FIBRA, el Servicio de Administración Tributaria Mexicano (“SAT”) ha establecido, en los artículos 187 y 188 de la Ley del Impuesto Sobre la Renta, que el Fideicomiso debe distribuir anualmente al menos el 95% de su resultado fiscal neto a los titulares de sus </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">.</span></a>
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<span style="-aw-bookmark-end:_Hlk164877750"></span><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="-aw-bookmark-end:_Hlk101662760"></span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt">Gastos de Operación</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; letter-spacing:-0.5pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Los gastos de operación de los inmuebles generalmente consisten en: gastos de administración, mantenimiento y reparaciones, predial, seguros, electricidad y otros gastos operativos misceláneos. Durante </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">el 202</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">4</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">la estructura de gastos fue la siguiente: (i) </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">87</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% de los gastos totales corresponden a gastos de operación de los inmuebles, (</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">ii</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">13</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">% corresponden a los gastos por concepto de </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">predial</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">.</span>
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<a name="_Hlk99020717" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt">Los ingresos totales del año terminado 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"> de FIBRA HD Servicios, S.C. ascienden a $</span><span style="font-family:'Times New Roman'; font-size:10pt">1</span><span style="font-family:'Times New Roman'; font-size:10pt">06</span><span style="font-family:'Times New Roman'; font-size:10pt">mdp</span><span style="font-family:'Times New Roman'; font-size:10pt">, y sus gastos a $</span><span style="font-family:'Times New Roman'; font-size:10pt">1</span><span style="font-family:'Times New Roman'; font-size:10pt">09</span><span style="font-family:'Times New Roman'; font-size:10pt">mdp</span><span style="font-family:'Times New Roman'; font-size:10pt">. En el año reportado el Asesor y Administrador registró una pérdida neta de $</span><span style="font-family:'Times New Roman'; font-size:10pt">3</span><span style="font-family:'Times New Roman'; font-size:10pt">mdp</span></a><span style="font-family:'Times New Roman'; font-size:10pt">.</span>
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<a name="_Hlk99020729" href="#" ><span style="font-family:'Times New Roman'; font-size:10pt">La principal fuente de recursos del Asesor y Administrador proviene de FIBRA</span><span style="font-family:'Times New Roman'; font-size:10pt"> HD, que tiene la obligación de proveer de manera anticipada al Asesor y Administrador, mes con mes, los recursos económicos necesarios y suficientes para llevar a cabo sus actividades. </span></a>
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<span style="font-family:'Times New Roman'; font-size:10pt">A continuación, se muestra las fuentes y los usos totales de recursos del </span><span style="font-family:'Times New Roman'; font-size:10pt">Asesor y Administrador por el año terminado el 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span><span style="font-family:'Times New Roman'; font-size:10pt">:</span>
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<a name="_Hlk164870853" href="#" ><span style="-aw-bookmark-end:_Hlk164870848"></span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Fuentes Totales:</span></a>
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<span style="font-family:'Times New Roman'; font-size:11pt; font-weight:normal">$</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:normal">1</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:normal">06,678</span>
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<span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Usos</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> Totales:</span>
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<span style="font-family:'Times New Roman'; font-size:11pt; font-weight:normal">$1</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:normal">09,735</span>
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<span style="-aw-bookmark-end:_Hlk164870853"></span><span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="-aw-bookmark-end:_Hlk5466019"></span><span style="-aw-bookmark-end:_Hlk99020729"></span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Personas Responsables</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Auditor Externo: Galaz, Yamazaki, Ruiz Urquiza, S.C. miembro de Deloitte Touche </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Tohmatsu</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">Limited</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Representante Legal: Fiduciario </span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Consejo Directivo: Alejandro Raúl Blasco Ruiz</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:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Representante Común: </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Banco Multiva, S.A., Institución de Banca Múltiple, Grupo Financiero Multiva, División Fiduciaria</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Delegados Fiduciarios</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; letter-spacing:-0.5pt">l</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Representante Común: Mónica Jiménez Labora Sarabia </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">y </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Alfredo Basurto Dorantes</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">Cargo: </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">delegados</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> Fiduciarios</span>
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<p style="margin:0pt">
<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; letter-spacing:-0.5pt">El suscrito manifiesta bajo protesta de decir verdad, que los estados financieros que contiene el presente reporte anual por el ejercicio 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"> fueron dictaminados con fecha </span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">24</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">de abril del 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">, de</span><span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> conformidad con las Normas Internacionales de Auditoria. Asimismo, manifiesta que ha leído el presente reporte anual y basado en su lectura y dentro del alcance del trabajo de auditoria 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 objeto de expresar su opinión respecto de la otra información contenida en el reporte anual que no provenga de los estados financieros por él dictaminados.</span>
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<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt"> </span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt; letter-spacing:-0.5pt">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 o que el mismo contenga información que pudiera inducir a error a los inversionistas.</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:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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Eliser
García
Macdonel
Propietario
2025-04-29
Ordinaria
2025
Consejero
4 años
0
Hombre
El Licenciado Eliser García Macdonel es un reconocido abogado especialista en litigio penal, civil y mercantil con amplia experiencia en el manejo de crisis y asesoría a empresas líderes. Cuenta con una sólida formación académica que incluye una Maestría en Derecho Fiscal y especialidades en derecho penal y procesos orales. Actualmente se desempeña como Socio Director de Macdonel, Cuesta, Llaca y Esquivel, tras una destacada trayectoria colaborando con importantes firmas y clientes de sectores financieros, comerciales y educativos.
Sergio Alberto
Férez
Bitar
Propietario
2025-04-29
Ordinaria
2025
Consejero
4 años
0
Hombre
Sergio Alberto Férez Bitar es un abogado especializado en derecho mercantil con amplia trayectoria en fusiones, adquisiciones, temas inmobiliarios y estructuración de créditos. Es Socio General en la firma Ramírez, Gutiérrez-Azpe, Rodríguez Rivero y Hurtado, cuenta con una Maestría en Derecho de los Negocios Internacionales por la Universidad de Minnesota y ha sido reconocido como un practicante líder en el sector inmobiliario. Además de su labor docente en la Universidad Anáhuac, se desempeña como secretario de diversos consejos de administración y es miembro activo de la Barra Mexicana Colegio de Abogados.
Adrian
Urbina
Galicia
Propietario
2025-04-29
Ordinaria
2025
Consejero
4 años
0
Hombre
Adrián Urbina Galicia es un Contador Público certificado por el IMCP con estudios en el ITAM e IPADE, que actualmente preside los comités de Auditoría y Prácticas de Fibra HD. Es socio de la firma Solís Cámara y Cía., cuenta con una sólida trayectoria docente en instituciones como el ITAM y la Universidad Panamericana, y colabora activamente con el Ceneval y el IMCP en procesos de certificación profesional. Además, es un prolífico autor y articulista especializado en temas fiscales, destacando su obra sobre el ISR y su labor como Síndico ante la autoridad tributaria.
Gustavo Felipe
Tomé
Velázquez
Propietario
2025-04-29
Ordinaria
2025
Consejero
4 años
0
Hombre
Gustavo Adolfo
Ramírez
Berrueta
Propietario
2025-04-29
Ordinaria
2025
Consejero
4 años
0
Hombre
Miguel
Navarro
de la Torre
Propietario
2025-04-29
Ordinaria
2025
Consejero
4 años
0
Hombre
Rodrigo
González
Zerbi
Propietario
2025-04-29
Ordinaria
2025
Consejero
4 años
0
Hombre
Armelia Verónica
Reyes
Morelos
Propietario
2025-04-29
Ordinaria
2025
Subdirector de Finanzas
4 años
0
Mujer
Subdirector de Finanzas, más de 11 años de experiencia.
Armelia cuenta con las licenciaturas en Dirección Financiera y Actuaría por el Instituto Tecnológico Autónomo de México. Armelia trabajó en Signum Research desde julio del 2014 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 octubre de 2021, Armelia se integró al equipo de Fibra HD como como encargada de la Relación con Inversionistas en octubre de 2021 y en 2023 asumió la Subdirección de Finanzas.
Amparo Monserrat
Gutiérrez
Calvo
Propietario
2025-04-29
Ordinaria
2025
Gerente Juridico
2 año
0
Mujer
Gerente Jurídico, más de 10 años de experiencia. Es egresada de la Facultad de Derecho de la Universidad Autónoma del Estado de México y cuenta con una especialidad en Derecho Corporativo por la Universidad LaSalle de México. Cuenta con 5 años de experiencia en el sector corporativo, financiero y bursátil participando en estructuraciones legales de inversiones como fideicomisos, limited partnership y joint-ventures enfocados principalmente en Real Estate y Private Equity.
Alejandro Raúl
Blasco
Ruíz
Propietario
2025-04-29
Ordinaria
2025
Director General
4 años
0
Hombre
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.
Ha desempeñado cargos directivos, destacando los siguientes: director de Relación con Inversionistas en Banco Nacional de Obras y Servicios Públicos, S.N.C. (BANOBRAS), director ejecutivo de Banca Empresarial en el Banco Nacional de Comercio Exterior, S.N.C., así como director de Finanzas de empresas industriales y comerciales. Así mismo, ha trabajado como consultor independiente para Tiendas Super Precio (Tiendas Neto) y el North American Development Bank. Por otro lado, el Sr. Blasco ha participado en el Consejo de Administración de empresas públicas y privadas como MVS, Trademex, Moymen, Focir, Banrural e Intermex (filial de la banca de desarrollo de México en el Reino Unido).
Mauricio
Carrillo
Cebado
Propietario
2025-04-29
Ordinaria
2025
Subdirector de Operaciones
3 años
0
Hombre
Subdirector de Operaciones, más de 24 años de experiencia
El Sr. Carrillo cuenta con más de 24 años de experiencia en operación y administración de bienes raíces, particularmente Retail. Se desempeñó como director de Operaciones de Bene Immobiles en donde operaba y administraba departamentos y oficinas. También fungió como director de Portafolio de Fibra Uno en donde era responsable de administrar y comercializar 15 centros comerciales y 21 edificios corporativos. Previamente, el Sr. Carrillo se desempeñó en cargos como: Gerente de Operaciones de "La Parisina"; director regional de Operaciones de "Nutrisa / Herdez" y como director regional de Operaciones de "Blockbuster de México"
Fibra Plus F1110
na
na
0.957
A la fecha de este reporte, consolida el 95.7%.
Eliser
García
Macdonel
Comité de Auditoria, Practicas, Compensaciones y Nominaciones
2025-04-29
Ordinaria
2025
Hombre
El Licenciado Eliser García Macdonel es un reconocido abogado especialista en litigio penal, civil y mercantil con amplia experiencia en el manejo de crisis y asesoría a empresas líderes. Cuenta con una sólida formación académica que incluye una Maestría en Derecho Fiscal y especialidades en derecho penal y procesos orales. Actualmente se desempeña como Socio Director de Macdonel, Cuesta, Llaca y Esquivel, tras una destacada trayectoria colaborando con importantes firmas y clientes de sectores financieros, comerciales y educativos.
Sergio Alberto
Férez
Bitar
Comité de Auditoria, Practicas, Compensaciones y Nominaciones
2025-04-29
Ordinaria
2025
Hombre
Sergio Alberto Férez Bitar es un abogado especializado en derecho mercantil con amplia trayectoria en fusiones, adquisiciones, temas inmobiliarios y estructuración de créditos. Es Socio General en la firma Ramírez, Gutiérrez-Azpe, Rodríguez Rivero y Hurtado, cuenta con una Maestría en Derecho de los Negocios Internacionales por la Universidad de Minnesota y ha sido reconocido como un practicante líder en el sector inmobiliario. Además de su labor docente en la Universidad Anáhuac, se desempeña como secretario de diversos consejos de administración y es miembro activo de la Barra Mexicana Colegio de Abogados.
Adrian
Urbina
Galicia
Comité de Auditoria, Practicas, Compensaciones y Nominaciones
2025-04-29
Ordinaria
2025
Hombre
Adrián Urbina Galicia es un Contador Público certificado por el IMCP con estudios en el ITAM e IPADE, que actualmente preside los comités de Auditoría y Prácticas de Fibra HD. Es socio de la firma Solís Cámara y Cía., cuenta con una sólida trayectoria docente en instituciones como el ITAM y la Universidad Panamericana, y colabora activamente con el Ceneval y el IMCP en procesos de certificación profesional. Además, es un prolífico autor y articulista especializado en temas fiscales, destacando su obra sobre el ISR y su labor como Síndico ante la autoridad tributaria.
Galaz, Yamazaki, Ruiz Urquiza, S.C. miembro de Deloitte Touche Tohmatsu Limited
<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 2026, 24 de abril de 2025 y 30 de abril de 2024, de conformidad con las Normas Internacionales de Auditoría. 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>
Jessica Nadxieli Solís Torres
Socio de Deloitte Touche Tohmatsu Limited
Alexis Hernández Almanza
Representante Legal
Banco Multiva S.A., Institución de Banca Múltiple, Grupo Financiero Multiva
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
Mónica Jiménez Labora Sarabia
Delegada Fiduciaria
Alfredo Basurto Dorantes
Delegado Fiduciario
Fibra HD Servicios, S.C.
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
Alejandro Raúl Blasco Ruiz
Director General
Armelia Veronica Reyes Morelos
Subdirectora de Finanzas
Amparo Monsserrat Gutiérrez Calvo
Subdirectora Jurídico Corporativo
Banco Actinver, S.A. Institución de Banca Multiple, Grupo Financiero Actinver
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
Jorge Luis Manríquez Martínez
Delegado Fiduciario
María Elena Martínez Camarillo
Delegado Fiduciario